@keyframes rwdcur68022 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 23 24, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH0ElEQVRoge2YW2wcVxnHf2duO7uzN6/Xe3GcTZyL4ySOcykkLZe20DYK1FVbBBJIVAVEkfqC8sYLCETFAwKpfm4lXnhokQqkxaKhN9xSpUAcOXZDnHXcOLEd22vvxetdz+7OzM7w4IZCSFWgdvvA/qTRvH3/8xud0fedAy1atGjRokWLFi1atGjRosX/J+JjSY0DAh2Q8AAwyf9vpT4ygVgEXfiOH+0SXQ8ctqxDx6y1TK9b0KRAxV1IODNvRRrjZ2trvzszdn0YcP7TupsuoB17VPLPle5F2fvDXq/9yP3Vgn534xqxbTkW99S5ssVlth3yhkdecesrBfN8bmTlifE/5E5D0/34BAYGJW1pPOjLST9x1b7vHLUl7dHSJL27LnP1k2XMRJ2MWiepWGiSg1IH1xSYtkSx5tWnsrWnHvuj9QMorX70AgODipaf6lRz8tNNte/4MavOY9YFYndeZGXvKncZBdLdKwjdwXNkPE8gZA+hNMEGlhWcKcV9M8sLT2bFN1/4W2nl/aLkTVi8Jhwz7Z+r/LSh9j+wz3HE49ZF9PvHCe3J84U9c0QTa9QvBbh2KcroUhtj+ShTCxGqVwzkgoo/Y6PcYYotB5s9W1MiUrCDL01erd1yO22swMCgAiSNmewjwul9PICufKtyjX2fHUHuLXBP/xyy6ZE7E+UNKczZqJ9pQ+OKoTEW0TkXCjCqGqwuBEhOS4TSDRHpdQ7IsjRx6pXGxc0VGBiUgHZq+YNbcsr3ZSkdP2CbfNs4x+TnczyYmUcL2KwMh7ms6kQcl/5qg8Nmnf3VBp21JhVNZlloXNJ8XFb8ZMYkUnVLCfrdrkYx+Ny52Xrj5lhlwwRAB7rSpcJdu61015ywuctcxj26yEGlir+7gveSgWsKDtg1gt01xAEL2ppgCXoXNQ5PhjhlxPiLEmCx5uMXqXYeyQo63fKRuyPenU/B0M2h0oYsff3rx4Cu24prt+9u2FqH3eBQfYmpbocdehWaIK5LxFyL0IEK4sEqdFkwL8GMjAjZJO9d5uvkOOLU0W1wihrPZqIs2GE9aSsP3Cp6YwRAA2K4zcTt1dL23VaFtF0jaa1SCLmEIw2wBOAiUhZ8ogFNFXI+yKo0XzVonArDWT/GZ1Z4yCziRJoklmCl5uP5nREWthh90WA0sFkCOhDDrsT77HK41yqRtky0po0tgYsAw4OIA50OLCg0TwWYvRCj1uFj3tAZMwyuZSOQ9ZHuX+VIo4Gnw+5pwZihM9JtpLq61ehmCoRxm0bIaEg7vAJb7DU8BBFTolz0QbQJOxwIuWB5VLaGmJz6NHONNNmYj6sRldOZIKujQeRYnX1mDTME22YhnpeYiPh0J6VqGy8wMAjrW0gHWcruwA0mVuixS5SFxs4ZwZQdhKICx2xINGGnjdpWxxI53qrJtJkupYDC+YTOvKRDQxDDxpM94kXomfHQqrK51qS+8QLv1VHQAs6rW6lPHLbp0ZepexKZMR9nlBDlN9vAD+x3oLOJsb/AfftH+drMdZI1m+moyoJfoehX/lFRdyBWhu1zsHXaWSm+XalulgCAi6w1x43w3G8/JagdLNEpVnHfCdI/rvKMnKD8mziM+2BWhWsCxXKwHYnh7SGyhg/HE4TcJqgeJU8lXhFEVjw6F6F90r6wtlwzbw798I1s8jT0nAgAaSAml1eVnbvn905vl6SD5QbKdR+JeUEtLPh9px9vJoB0XsecCHB1Lcyvu9sYjhqIukSy6fDlRgE17fLKcge7LqhkslBzXefiauWJ4XJh4ub4jWpkdWAVqC+7fTO9I6NLwX6n87mHAjyslNEndA686iOaE4we1HgxHqWhelhCoJoS6RUodnh8NVchctsquQttLNV9HL8ISh0qFefSuFw9c6vgjRklek54QADoQFYMka9a37Mu747rrvRan0yj3SVkCiILMluvCLZdE6QWJBI5gdL0KCY97qtXua9jEVeRGVpMs++8j+6zEhU8a9hX/9HPitNvbKaAC6hAGIi+o2bKaemd8EPb55J9FUssJuDcLsHMNo+VDo9KG+Q7PBa2engpmy86ZT63JYcUcnl9Ik11McgdL8tYVdkdNuyhb7SrP6Y0b90qeuPOAwODQaAXOAR00lgznvnKL0883H+lX8urlBcNcqUAS45G0xaoskeHzyLdtkaww6SybPDaQgfl+SDHX5QQM6p7xuCvTya1R9+8/Mrk+8Vu3DTac8IBmqz3BANF8704tfdqxF40elPFeDRRk+LJKtvaKmwPVci0VQiHLNYsjdH5Dp5fjeOb9nPPyxL2nOK8EJFf/3km+d2RnfdMMHnae7/YjT2RDQxqQArYB+wCYnKz4f+S+qfex0MXju4N1VJuUJHKqsqirnHVrzGp+AjmFY69DZnzrjtb1pZ+FY89+2zXnqcr4a4phk7ecutsjsC/SvQAO1ifUv0huxQ4JLKZVHK2x+2yU2s6enRNKDtmcVNXZLNQ0GfO+ZIjf46mXs9Hto0A8wyd/LfOu/kC70nEgAzQBSSAIKDjOqrkmposGorfayIc6qanFWxfeA5JmQNmgPwHffnNFYAbZ4Qg6yLxd99h1v8RhfW7H4v1/lEE8u++qwyd/MDrlBts/sXWuojOep8IsL74GyOMBZjvPvX/ZuE3+GivFtcn13+ev1yGTn6okn8H2Hg//GYSZnIAAAAASUVORK5CYII=) 23 24, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHrklEQVRoge2Y22sc1x3HP3NmZi+zq73qsqubJcWWhazEbm6NnTiJ00JN0UtwC2lSmkApDRRSE0JLHvo/OA+lUFpKKYSE4tKLGpJG2MGJHduVmlqWLMfWzWtL1mVvmr3NzM6lD5sQmpgkLSvysp+3GRjm+5lzzu93zkCLFi1atGjRokWLFi1atGjRosVXgfT/PtgzmBg42K0+9B3V25+K2v3KXodan6uvGWLu9yflc6fOyzOwZTcz7J343wTGT9Bz65UDXYf9Lz+RkMa/n60GRqMloRyswi4bbAl3TXbLM6p9Y0aZeWNevPLypfqroLs7lP9LCoyfoC9zOvJweOnn9jfUl/akPd+PlnIMjhXw+i3qGxr5mwH0go+qq+B44LpQrntM5p0zE0vmj2fOrl/9agTGTyiDqxe6n6vN/yrwuO/o5j2O+OnGBn2jeSq6xuW1BO+LMPWaSlwX+CwJV/bIJVxWYx560GMtZ2aW3i0cuzZ5c6rZAsoXhPeFKxvdL60t/HJk1Hf05DDiBT1H3wN5bs0lmbDakTb93DcnSN0QKBUFAx+mpCB7Lk6nycagxXKf3L+Qlv44O+Y9+Y/ZW/9upoD8eeFx66nnr7334rN186mpI5J8IFTm0IFVVq8k+J3XRXrOz75LEjICvRu2u13ciItwwdSDFDdjBDJtjC07jNWIdVliuODYf14xamazBO48AuMnBNCezi88+t1c6WlnSCi3e2y+15nFzAd4XWonvKoSqHicf0Riq6tOXNjE6g6WJ7AMlcGlGt0XIyyup7hRjHF3bpNDfvmRrDCfeof8r3dWACLAwJPra8f2GFJiYdDjgG0Q6itx9b0U1yMB9ppw9iEYUqo8l90mHavg665ju4JiNsgHw1Gme23u+7vHVOYu3lSGuNds8/XK6g87kuuvbeVKejMEPjuFxk/4gB5M/Z4Xl68/s6/uxKaPeIyGCnR0lpksdrHi+Mm1S+wKGPwgs0X3AznUb5YRQyZKyiS8q8JgsIbYlpneJdi/KHHRSbPoj+G5atSV3MkPjdVMMwTEHe5pQCpZze4ZNN2E5/fIt3nEQ3XQFTKawrYmoSddnlgtEW8vQ9oGFchLMK/AZRWlw+DeB2/TF9EpPLbFPrvE5UCMKa0vXJbTh5oR/rMC4ycAwkBiyKh1djj1gCd7WCrIigeiUXe3IxDDIa1b5AttnD41zNW/7sHZCIIDLMvwlh8pYvFoPMvCboO94U1cSTAfTLKudu3ZGYHGmtCASNipa0HPEZILwpHQTQViDrt1C8/vInsuZVnmja4kCyJIYSpF/XoYfBKEgIwK5/xooyUGqeEfLJL2bNbVAFk1EtspAQEEAJ8nJIHsIhyPjjzcrgagzeb+Qpld1TqmBAsRH3XXYThg0NNfwW9YMOJA1ANbhqs+pJBN2jWpdpkkPZuKkKlJctP2SHcSUABl3R+sZuNYtg8GFuFiUMNZ0ei9e5tnFnU6Kw5rIZnR9Rr7NnL0jcwjPVaCtjqYAkNSsA0FXAlVcTGDjRfYgIuzvlMCAC7gLgTj+nSPqG6mPKK3oKb7uDyfRKRNHm7f4tmFIsMFi4TpEN1ykaZlqAjIK3gZlRthH6YqgexRk2TkmoIuFBzqtuRsX2iWwKf7gEvjI9l2IFF+W/NvBvuMxFAGxi5L/OlQnI6zFt2Hs+weyrJ73ge61NiJ7jehy8F7J8RKLcxKRGXIruIZCqv4SayFWJUDSG5lXTH+da5ZAp8eARuoAlWE7JwRvbNvj2Gfvx9UA7qvK/w22MkHZ7sxC368B0z4dgUOm3iSgvm3GFeWE0x2h4k7LsoBA3NRo2AEsBbjrMoKsp07r+jTt5ol8N+N7NqbHsNHVSAJJEr1mKmklvpKu51YJSqRzINjyLyfCLJcDWEta5QXNPIftrF4M8oZX4QzHRodlsPj6PhGq0zNdhOdizG7spfJoKY75qWfFbbnFpslcKetRBnYBIqeEgqtzI6ceVC92GmkZG0mrpDYFIRzguuRILNtAVBchPCo+iFpOoyULY5aOqGHdG5faedaKcLY2XbO+yJu1V55VWL6VLPCw522EsNHHRr9qg2IVtx2I7paLj1fzQyMuobiRVysMLgK1GWQ8Yi4LvsqFke2KxyJFkju01lbSXJyu4vDb2lM3R5w3wrWztwO3/xJZflceWcFGtPIprE+wkiStkR/obpV1Y8FFgYOBkvK16wK+70q99erHLQrPCJ0vh4rMjBYRPZ7XF7p5GSlncPnfFQvJNzXIr7Jc8naC9WhgxmuventrAB8PAoWjaoUQJKCs8pA4Z9GJDM4divR/2iuLXl3WUoMlImnK4Q1E7ko2MhEeKPcyWk7xsPvC7ggF38TD//h9bt6f2GkRhaYOO40Mzx83pGycSZIAEPACJACQhq69q2Bmf6n+2fG7qnle+NZN1w1A+JSIsSppMZayWeMfKDkCyvx86eDu/4y1z70HkJdY+K40ezwny/wiUQM6P1IpPOj64Bw6/4Ot6j12FsRSS5rhYAnirKm22Z03bLalg01cg0hrwCbTBy3diL8Fwt8IhEA2j8S+FhCo1HFBI3+YQE6kAXWaVSyMhPHd/Tf0Jf/L/SJSJjGie3TAgaNElym0QwtJo43Oe5n+Q9QwVXP65cXDgAAAABJRU5ErkJggg==) 23 24, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHdUlEQVRoge2YW4wddR3HP/+ZOTPnMmfOdS9n7912W5B22UgLtA2lCCixmyjUYKLhwQeN0Qfrg4+G+OCbJKsvPhlQjIkYjDYLQSGFkqWtG2hpC92y0NLufc+e286ZM2fOOXPxYVuRBBNiclYfzif5J5OZSeb7yf/3n/n/Bjp06NChQ4cOHf5r5M9/a0qHyOgd2eioHKiJmksLPKd90T4fyn++lOGH3/b77hkJJicc/5vpFXF/SY1FZ0ZivJ0Ok29Kjrbgzkc+dKYr89bzZas5/498wd++6FuIzzr5+L0Hkk8cWvjekSfMHw94fq/3N52LrSQvDejcVDSSFYmeDeguQlcxQKy1rMW89dwZx/r586WVtf+dwOSUciz/4h0/GfjomYNPVb6kDntKbTrB38nyelwnvS4zsAipsiBuCWI1SG0GxGugOAEfuvXZN2TzR0/Lq+cobk91fbIGJqfCg42Z8R9k5p89ts86rB5wJHMmxZ/o5bSmk12XUVywEwEbfQHFXICVgkZcQnUlYlWZPjvcn/S1xzKSfPYtp7y0fQKTU1GltbzzvtELzzyVtg/2H6jSzEd4qdjD61EduSVQoy5DMYf9oSr3RKrcGbZI6Q7rOZ9LOwWNhCBZFXRtaoZMaK/Q5b9edjbt9gtMTqnAwGhs9rsTE+aTX3OrUmzUZu69LH/oTlJVJPb5Dt+yixzZlWfHrjJdGYuMYdM3UOXObJVhWswnFRa6ZHKVgFwxPNCQcFfj/qnVensdFCBr1DfGD6UL3+hXhKL3NWgWwpzTdQphicPlOt+pbZA5WoJ1GXsmzrITYVNV0BSfvoRD344Kx9M2b/o9nDtqcMSBA/nI998Mab8+D20tJQkY2Fu5/uARzxtKuz6R7ibWWpg5I0TOdTm+WiFzpAwLMtVXDU63EryQM/jNcIJfDWT4ZaiXM+/3ITcDjo6uoQ3WuHjQYygipe/zok+2M/y/BB4sl8dHGhK67yN0F9MOYclwf9FhoL8KURdmVaqeguYG7K602GG1cGTBnBbm2XSKU0u9SIHP0WyBy3tdNvZ47PO1Y20XEL6bHTb9gURNoPoBSBC4YDQ9xkoNQoNNqAlwINNy0QArInP8WpWvL1lokoewJF5MGFy9kSE9ZDKu2ZybACUh7SWN1FYByQ8Mx40b8ZKC50ngCgzJJWe5xBoeiADiAYw3UB93uGNXg0BXqKQ0vrJY5vCmgyRBZlXitYhBw9IYj5hcGQnYGJSytLR0WwUCQfi6nFSCvI5sybRMlXiqwVilhR8IuKlAyoNHG9RXDCpLaVLLIfSYh76jxr15G0IBQ6sBN1Ax16N0J2uoMY+PR4RErc0z4AshXY4k7BuFXpKFEPmCjjpaZ2KzTjOA1rwK10IQC4h6RbrGyhyc2GDP5DLc1SLdbBEOAnpLYFQlCrZKSGsx2GpxsTdo4nvNtgogBPNh1ZoJD5G9anCxnMBXJfrHLPrrLep2CF6JwFkVdjcxYuv07l6CnjqEBDVVQa9DbgMSDgSuABGQcVwWdW8BXLPNArJbinnXT8WyLHwwipWPM/9BF+LuOn17qkRkj6CgwptheEeFioCqAEfCu6HxfjLKniVBpgS+HBDRPPBAb3jYeXsWaOsOVQLcZlK/Pie7zovKGJEzI5zdyLJ4oRvubhJ6tIq4qwFdPkSBrgAyAcG7UeaX03zkRdh/XiBU8MI+6WwDHIEotnz/kvXHdoaHrS+x7cVipqMWr7whhr+YWt/HY6+7nD4suMvU2DNcJrrPRkQ8UAJoyThvJZlbTPGaluLht2R65yTefdhnWDjEcjW4KmEuNK9EG+7ft0PARFLSblaZNVcru16OZA355t18tRxiaf8iV22dno8dDNVFEgFmU2HJDdMywzxyPkTPJYXNwSZzYy7HZBOly6FwOupcXZF+NnO+0PY9tQKsAVnXMAqSXTlV2IxMnox2K2s1lYde7WKoewWvv8JapkFDhngtYHRdJX5TRZRlrKzNOw947JEthnaWqTuS/+qy/rs/u3eehIV250dh6ylZhBxudhtXlMZi0q73HboQiqsrYoSdhQxjqyY5r4YmWvieSz3wwLcJD5m8+1Adr8/moFOk3tt0T852/2Vqed/Tly+83NbX521kdj/mstUXxJDkcCseWZPc9VJ3rZ7rc0U45vtIvk8QQMT36PHqJA0Tb7zEzJfr2Lk6xxeKWMmG9dyHg7//xezRn74nHVph/pVgOwS21gBc53aDLyvdtVzPlWt6ZSW1ePPee0r2F+6rN/QdgU1Ur2HuaHBpwufMeIAhOTxw2WxOLxmXXvh4/2/fEAdONmV9hekT29bcb/XEk1MKkAZGgFGgFzDwPS1RN6N7C9eGHjHXhsJ6I7k44ivv5/CLslrSNiILRXPk7Ioy8HZTiX4E5Jk+sS2l82mBLQkJ0G+FHwK6gSQQBlQCXyLwgcAlEA6SVEFIeWDl1qgwfcLdzvCfFgCYnAJQAYOt8Olbx2G2SswHHMACSreGCTS3s2z+nc/8LwTcLiuV2zPwCS5bEg7gMn2infk6dOjQoUOHDv/X/BPuSD65vLEOXgAAAABJRU5ErkJggg==) 23 24, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHvUlEQVRoge2YWWxcVxnHf3dfZjyb7fFSZ+wktqMkxnLtNF0UdaEC3NYUCaFKCFHxgkAgpABvLOKxDzwQkBBIIHhAokpFUFsVWtRAN7VxkjZxUNImwXG8pR7PlpnxzL0zd+Vh0lLebMfp0/yko/tydc7/f77vnPOdI/Cp0AkEIgQBVHa0Z2FHe/uYlPjMt4JUajC4b9AJx7quSyPNddm8YqjeWzH10gWHM81GeG71ZLla2agEtzOSvFOSP+InkwNDhw/b3xx/svmN3rTXr87qVPIGF/o7yHcZyLrCwboQxBa9RfOQ+eeN+fjvfruyvLzd8XYuAoe+rv84euapp/tKP9v7VG2PlPGxTsY4V01x2oxAXSVdkEgWBKJViNZC9FpINd+8+m6j9tMTcuEvbxZLW47G7Udg5pgo3LyeeGLkrR8+LtpHRw41TaE7ZPW1NC83upDLBg+8qRBb0KjbBhu+ju0rNEMwfY+I747uFxt/nFZ2JRLJ7O9fvHlpSyZuz8DMMRmvmdg9Ovf9yT3NHxysO7ow4rB0Js1zdjfj53RGz8g4TRVPEpEMD8Nv4tkSK3RwQ43iIWEGoemF9i9qgurBpT98OgZmjolAapd4/vG9++xvT7mB3nHAonwtzl8bXUydVRk5C9Ven5WROtmegIYWIvsQ3ZAZXDbov9zN+Vo/Z4xOXFE2gzD5895O651s8Y3Lm5UhbVM8QBy7cvCxyIUfde3zhr9sl0n1W7y+0ou7EmHsPZifEDj5qEukt86EWmYqVmYktoHZ0WB5l0tpt8WYZSEWOjinJcipScMRtS6teuqEvUkp242ADvRPVucfvi/ZmMgFAek+m2oxwntyhMNLcPkz8MYDHk/nixzMlJAnLdB8aEKfL3Egp3PtUoo3P+9yvxBQum7yrNqHpQ0+KXXfe4D86fc3I0TcsvRW6iQIg8xDlexDuyVR7fN8zFSTfNXAdiVqKrx2D8zcrDDem0eerkLUgwUJTqswq6D4DvuOrPFEZJ2FB/NMd3zAPq+BI0VMT5v6ymblbN0AqEAav5k5ULczeiiQDAJkw6OAghsKLGTAi3lM5qsI4w2I+eAAUtgacVGCfxgIFxXuuifPWKyMff8NHrHX0UMBX+l55E4a0IGU4dpdQ3U3FWmGSD4QCMg+VA1Y7hHo9n2ioQd5keqr/dQX07CgwogHezxoSASnDShLjO8usrrXYkpfJe27hIIy3GWg3ykDJhDTQiKGJ8nJmwKOL+I7It2hQ9MMKXaAJYHtyqydSXM818u1uQTFtThoEtzrQtynJKp4pw3UXXX69SbxoXVGXBtQzFDC3HkDrd1HBUxPQG4IUpBYF6g3ZeplnXS8znDgUjcFVnWZ/yRMVjSd/RGL61GZ9QENkj50+5AKKGoy5ZIGvsCQ0MDrsRh1NpAJPUK8nTfQ+l8ERFtUgpIkN4ycSLIocSMfxRi0mC5ViUkeG7LIy4MRvEZAbTXgMeVDDiRy8IEIPgSCSC4qU1IVsER00SdUPXrdOqbfKAsO1p0w8DG+ojvzhlYINyT2XRWYdWLYNYPxvQW+tlZhyHJZMWTOpjXUasDNCyb8SwNRgA2JWkVjPqHQVFvlmOeLKC5EA4eos/5uwb0zEQgAD3AQFfdUKrlgEdJ/SUIoaJya74ZYwKOZdb63VOSLN+oM1TxSrk9UcuGgC3s9gvMmF7UIizEFQwxACcgHKpGSgOA3gtBdOL1ZQVs7ia++AqPTGq0bSldJUYPPFhdHdm1gRJsC72QU3LLCQMKie2+FYc1mj2TT122jTViw38G/YvLBlRQnMjFibsBDZgUlHvBysYf9sxoXS9L6cemF72BvLoW2cxJbQBmoFSKd1WfTqbnRXO7hrkVJPPKGxNv3J8j6KofVKj09dYy7HBBDmhWN8pUkc26Uk5kIZVXgiWyN6D11VpeSbFgKSkFgScn+hhKFzYrZjoEGUABKCFLqeGZybiJ4dfhR2c+YBZGpd0Tm90X406BBfM2l84aHJIZUZInFqExBlkAM+Vyuzt39ZYK6xD+bCXavCPy7WZt7Pqn9ivLmxWy9mLv6SsDoNIABxB3FUC6qWk7v+HDAHwwjjgqRikBHUcK1JHK+yioqayjYgkiEgOlSjS/ECkT6LC6/383ftDjaWS/7fMP86uz1UwtbkbPdYq4KLAMpQF+OD2d/2eDFI6mzT6b3hGkjBNMJ0d0QSwNHA1XxuLvR5Ehlg8GDFZRIk8KpJCd641y7Fiyeqqe+e/bAzBwLb29JyPavlDPHTGAIGLv17VD9XHR4YPbBQ3uK4yNaKKcbPr22z5DtcJfQID5qIY/ZUBawX43xXBDzfl3vfv3qyvAzFXlqlpeObmrhfpLbuZFZtKIg0tpaM46Udt//cObv2aX5c1+Sz08cltaGx7qqid5JB3HCwU2E5M6rwdVXOmovLKUvP6dNHF/R9p8MZWPhVn9b5vYu9a3SwgT6aUVhgFZamYCG74lSdTUxoOcSutqUK7ZuZe3OHJ2DVxClVWAByAI1Xjq6LQk78yoxc0wFEkAa6L1lIkqrbhJpHYAOrVku0RKdBcq8dNS5naF37lmlFQ2d1uxHbzWd/6XYRwZqt1pju7P+Se7My1zLjMz/rzEP8HZCdJs2bdq0adOmTZs2bdq0adMG/guhC0KqwchZsgAAAABJRU5ErkJggg==) 23 24, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
}
div.testarea{
animation:rwdcur68022 1.3333333333333s linear infinite forwards;
}
