@keyframes rwdcur4740 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 27, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 27, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 27, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 27, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 27, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 27, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 27, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 27, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 27, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 27, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 27, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 27, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 27, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 27, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 27, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 27, auto;}
50%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGH0lEQVRYhe2WXYxUZx3Gf+edM+djvmf2g2FZFkrZXUAKhDZakNYYaGto02isbdKm0YQrEuOFF9545ZV6b2JMvNQYE1I1alvRppWmlLIFKaxbujsMLMx+ze58ns85cz682EWR7rCCNyb2SU5Oct73Pc/zPu9z/ucPn+H/HbH/Yq0A1LV7sMG86EEECGATMAg4gH/H8/grzz3xwuED4z8QkjQ2X20IIL02/85r24vPHHo+ldS3zi3VFwD3bhKpF3s6qY386Luvvn3mwpR47fS5n6pK/MMdw5uKYRTuTmjKcH8+85W9o9uKw5v6sBzXFpLwNU2BKCKR0An8Ll7XF1EUJf703qXK62f+9k3gnbt55F4CwjAa9v1gx+H943zxwK4f65qCpql0PQ/P92kZNh3PJ5XSyefSiU6ng+V0mJ2v0pdPU11psbDSoFprMTlzKwWE6/H0FOC4XnNxpVHNZ1KDzbYJkkRCU0nqKkIINEVBUxQMw/63ddV6i4nJEgAxIUglNZqGVQFu3JeAMIpWTNudTyf1wV/+8V2K/TkAun5ANpUgiiIe/dzDnL8yQ1yWefLRPeSySWpNAzUuUxzIs1xvE5dl/CCcBFbW4xG9BADtRtsqJzSVhKYSBCFhGBETgiAMUeIyc0s13E6XS1evk00ncFyPXDqJrqvUmwa6GqfeNAE+Yp0A3tMBwFtcaZQiIvKZJJIkkcskqSzWUBWZpmHTl89w/Lnn2T66m9bM+5iWQ9uyEUIghEBVFZZqCzYwyf1mAAjbpjMDsGVTgXKlihqX0VUFJR7niaPHyeqCl098h67V4PczZ1lpGvh+wOaBLG3LpmXYzFVri8B0L5J7HQGXP5ktGaZj9mXTqHEZx+vy2OEvkcpkOPrMs0yXypyfmODM26eJgGbbRNdUqvUWpuWy0mxjWu40UH0gAa7XvWna7spwsY/jTx7k8MFH+PaJVxgayDNSLNCfVnh4ZIjBfJowjHC9Lqbl0DIsLLeD63pEq/bbvTh6FqI1FE6+9NTvxrYPHbl7QJZlhCQRhCESYDodXj9zAdfrMjO7yJ4dW6gs1bybC7UTwC96EdwrAwD2Ur1d3rG1eOTU6XOYlmOmkpq/bWggU+zPCV1VKWSTKHGZestgvtqgXKlODRQyrhDSwbbpVFl1oCfueQSAFwThjVhMIEnw92uVn3xwufTq+EPDiwf37CShK0iSRAQ4rocsxxjIp+v9uXQuApqG7QPDwBigrUew0d8wunZrqXD08b3faLYt6ePy3DvAG4/vH33Bcd2BhKaiKDJRBKbt0pdPo8jyiKbG8wDDxb7cyOb+FwcKma8Zliu8rn8F6NyPA/h+cNP3Q2+wkEWOiZ2A+fNTb/3sD3+9ON8ybOTY6h7icoyRYj+FbAohSUiSREwIhJDkpK6O9OfTJ4Gd/6kD8ui2zbty6eR+w3L6x7YPHculk6mzl6bNMIxOOR1vYq5af39i8hq7d2zZFxNCAsgkE4iYwDAdvK5PEISYtosfhMzOL5e7fvBr7irJ64bw5WePHPvqsS/8qtZo5+aW6u1UQsuEYcjhA+P7TMf9fkyID85fKZWcjvfW0EDhW/PLdX7zl/OMPzRkdzxfrDTaLNaabrXeLvl+MMVqHfgzUL6ba73PUJx86ekf7h3d+j3Tdm/b+K9BSRBGURgEob1Ya4ZbBguZmZsLTFwp2eVK9bRhOZWuH1wHLgNX13YcstrQfKocr3cE0ezCciKfST0VEyKha6tJ/+fganclCSEpmaSuAvRlUzwyNhI/dmjfrq8/feixZEIdnCpVzkVRdBHwWG3Z1m3L1s2A7XTmpq5VatM3FoZHtxX7k7q2YVgBdE3F63alVELb/Mn1uZG25bwJtO+1plcIPT8ILhuW8+bZS9PNpK7tHuzLpmJrie9VPt1Ol5ZpU2saTM7cigzbPQUsP4gAWLWtEUVMfFyeu/jR1Vk1Lsc2S5Kkp1P6pyaXbi7yxruX/Plqw78wVbZuLdZei+C39OgDbmOjf8GdyAGfF0L6sqYqewfzmZHBvmzhxvyya1pOxXa9q8B7a4Qe8CEwv9FL70fAbchAAsisiXKBJmCywW4/w/8k/gEHt7ECfBtR5AAAAABJRU5ErkJggg==) 15 27, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 27, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGIElEQVRYhe2WTWxcZxWGn/s7d+7cmfGMxzN2HKeJ46ZpkyCnNC6hhSgqSGkhVbtAqBJiAV0hEBuEVBagLlBgW0BixaYKIHWRigUlhLKiTWI5VaFO3MaxYzvjGf/MeK7v/N2/uR+LaYpj7NoExCrv+vvOeb/3nO89Bx7gAf47yJZp9Od70yOAfj8BlJ0OfOPsqccLuZ5nW22v0Gi5K4AEWEAPcOLV7339zSiKXurPZfPJRDy3sraeAJKACsiAAOIfnw+Azsb46g75jUIu9f0TR4e/mYjHKnHD+LMii9TUTDGbTMTzfhD2X5ucsU6PHcOIaT9yvSBUZNn1g8AtV+yirir2h7cXbz56cO+wH4TZX//+4rmW6/8B8O8mkHYgoJ55+vi5Z79w/AefXJAlEqbBWs2hIwSVmkOnE7FQqrAnn0HXVA7u66ft+nSiCF1TWa+3uH5rgTcuXnlNCPEK0NqtApGuKS2B4KPbJXRVwYjp9GVT6JoGwFAhB8CBvQU0RaHZdgmCDnfKFarrddbrLWynwXy5EgohrgPuf1ICFFluIwSLy1WKy1UUWUaWJSzTYKAvw0AugyxLdCJBNmVhxnUiETF1u0ir7SHLEulkgurUXAm4AkQb48s7KXDh7fHJKBJRTNdQ5O5xIaDTiVhZW0fTVZarNr88/xYX3r5KGEXY9SbttkdPMoGqKERC0Gi5E8Dc5gQ7KgCsASTiMYyYjuv5GDGNof5ebswuUln38Ihx7mc/R/fXCOxFyis1ctkUQdBBlmUqtboPXAIam4PvpABAqCgyacuk2XYx4zq6phIzkxwdPcGJ01/hc099kW+//DJ7B/oQImK15uD5AUHYoTdtMTVTXALeZZP8uyWwtlCulEwzRiaVQFEUjo2dQjZSPHf2BVynyszcHX57/nWKsx/S8nzW7DqKLGPENKYXyjjN9jhbyL9bAo6E1MpYCc6cGuPk6GGef+Yk+/osenuSOOs1vnr2BYYH+/DdNuWVGpqq4DTbVO06lVo9BC6yhfywux6IVFUOVVUG0SGXTvD+O5foianMTfwJGjWkehGnVgWgtLJGEHZw/QBdU6najSVgnC3k3y0Bf6lil7Jp67Ff/e4ipqE7J0cfsT57ZFiu2TaGpjA58TcAPD9kteZwc65MXyaJr6k0Wu44MLtd8N2UoOX5wZKqKgRh2JiaXXwlbZmTEhKdToRA4PoBArDrTRaX12i7fpSyTKp2PQIus8l8NmLHYQTIjz964Ln+XOb45K2FsFKrvy5E5JqGftIyDUlVVWK6hhCCql2nN5PEjOuSJElISFLc0LMpy9zfbLvtSIhlNg2jTyOg0p16Wn8u88TIvv6nZosrUnGp+tfF5bU3r/xj2kVi6OGHBtKqIuP5IWHYIZ1MUG+6eH5ATNdIW+aenqT5tCLLT9ac5jiwuDnJVjB+/J2vfTemay9en14oTs0U+wHMmC4DJnAL+MlfLn9wyffDX7z4pScPN5ouPckEAHsLWfwgoNH6l/KapowAh4AJNjTklgROjx0ZHR7Mv9p0PfOJIwcZOzZCFAkO7d8jd6LopZrTdP/+0fx7wM2+bOo9IcThGzN3cL0g2pPPoiiS7DTalFdrrtNs+5ZphHeWqhPA+2z6DVuO42Qi/vkffuv5i0JgaapMTNfuuRIJEbme7yxX7IWkZe7vTVup186/Fc2XVn8DTAN9QA24CSx9/NAFumZ0D4Ete8APwvbt4krOC4LDBwbz+t0h9AkFCUlTFSOTShRMQ48JIRjMZ6TPPPKQOTxU8NpecNl2mheAqxsS1+huR/dguyZs2fXWten5pakw7OwfLGQHdG17y5AkiXTSZCCfyT12cGj0yMjQmYVyJV+161eA5rYXP4UAdK1zcq60enmutNpXyKaH00lTRZK2XaM0VcHzQzw/0MqrtYfnS5V36ZbkvghAV7Jl22m+c/WDW0ttz9+naWomk7b+zcAkwPV81p0mVbvBteuzbs1pvkH3x2yLnXbCjVCBQ4osn4kb+pePjgwd6kSRpamKKkkSbdd3b8wU7WzakgVCLa/afwR+Cqz8rwhsJJICcnSNSqdr6S26y8tdrygB9n3Ef4D/L/4J43SwchUHKysAAAAASUVORK5CYII=) 15 27, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 27, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 27, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 27, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 27, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 27, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 27, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 27, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 27, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 27, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF9klEQVRYhe2W228cVx3HP3Nmdna9492svbZ3vb7El8RxEzdxE6fUagVESipUCSJ4oa0ACf4B+gZI5QEV3pC4PMArUlUJCg8IaMsDJUSQtLk0jR0ncRzfY6/3fp29zZWHTVKHOGEd0afylY40Gp3zO9/5zvd3gf/jsw55F3uVu8u9u+6/PzAUG3ccZ7jeMMtA49Mg4P/xa994fWy475uX5xbLgA70AoOHxwZf/Nqp5347OT78LUmSRj0eRckXdQWQAAew/4PwA5BaJDD0k+++ck5R5Nj88maiUmvETdMcSWQLwqeqfsd1lBPPHiYcCmAYpmHZtp4t6qvxVG7hxtLGpfnlzatHxvc6pmWHLs8tXQHW7wVWWiSg2I6rtKsqk+PDUSSiPq9KtlAmlS1SLFd4/8MZEpkiLxwdV/1t3s7+SLizr6fz6PGn972sCOEkc0U9FNDak5nCr+4ksj8ECrshAK5LMlvg9toWY0MxwqEAms/LcF8PQkg889QIRb3KVjrPykaKaFeIRKbA6maKvbFuYVlW8OLsApupXD8gdqsALlCu1Ji5tYpHkTl7aY5wKEisu4Pe7g78bV4Cmo+A1suBoV4AfKqH9S24Or9MrW6weCdpOI773r2v350C22DZNkHNTzpXxOf1EIt0cntti4W1OB2Bdo4eGqG9zcdWOs/6VgaAUEAjVygvAH+naU7YLsV/l6BpZAmJkl5FEhJtPi9CyBQbAlXbw+C+Q8TLUChVcF2XxfXE/eOJTMGpNcw/ss2Au1LgXh7JssCjyKiql2cmJ8lVHYJ9I6RW5vj+6z+iUkhx7k+/IV+qUKpUAQhobdxc3kwAfwaMJyIAoCgyQwMxIpEu+sePkd1ao6snRkhTWTUczpw5Q1DScVyX5Y0ktt1UOpUtksmX/wbceChmy7e7EA2HGOqPUa7UmD5+hJkZm2MvvMjK/AzPPf8FOru7SMxexTAsNhIZZLn5h9e2MiXg9zQL2ANo3QO4SBI4VgPNK7h+7l1kPUFh6RLZOwsMDsQIeR1MwyCZbZrcth3Keo10rnQRuLxT1NYVkJpSvvXOv5g6NOKcnH5aGKbN8q05BLB04T0s28ZxHBZW41TrBh5FJp0vWcDvgNROYVtWQJIkJEmiUqsnytX6edeFSq2OZdsYlkVJr2I7DvmSzq3VOPmijmlaxNOFeeAfbEu9JyIghECWBRKSfv7jW2/99Z8fr7ouyLKMR1HudxW9Wmdi/yA94T0Ylo2qyBbQA4R2ivu4btgeCe857Pd5B6v1RvDk5ya+blm2dun6UqZaa/x08U7ybCJdiEzsHxhWFFnyqh5qdQMhJLQ2H3qljuu6xHo6ot2dgS8rsry/pNduANlWCPh/8YPv/PKlzx/72cHRvlcj4dCpaFeo17RscfHaYr5hmG8CF7OF8vmZ+bXQgeHYhN/rFdlCmY497ageBcO0qNUNLNvGoyiaEOJQMlucB66wrT0/ikD4xLMH33Acp9txXO9gb1enoshCAhRF9gc0nyeezleARLVuXDt2cOR0QGsLfjCzgE/1UG+YmKZFrqSTzBZxXJdEpljQq/W3gevbL3rUPBA8NX3411MTo6/6VA8BzffQkXKlVlqLp+eWN1O501+ceimezoufv/nOumnZb9PMLgFYfJL7t4F3gVwrBACOxno63jh94vjJ/Xuj6qM2yUJgOw4fzCxwYXZxdiud/55p2bNAhqbzt7v/oUx4nAmT5Ur97M3ljdLoQGQqFNC8O21y7zapgWiY6cmxyPTk2FdCwfaptXi6bFn2EmDy8BzZEgEXKJmWfeX64kZB9ShHol2hgJDFI2VTPQo94ZB3INo1alnW87fXEh8BK4+5o6Wh1DBM69rN5c2ZeDof8/vUvo6gJkviwRIiAS4u1VqDUqVGKlsKzq9sXqVZgncsQvfOtQoB9ANf6o+Evzrc3z052NvdqShCCWht5Ao6tYbhaG1eIUmSeP/Da7l4Kv9t4C//KwLbiYSAfcAIEAPaabpdB6LAAHAB+APbxq9PC4JP0o67zz6ecNz77OHfNzegvwEeIiQAAAAASUVORK5CYII=) 15 27, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGBUlEQVRYhe2WS2xcVxnHf+fOvXfujMcznofH4/Ejceyk8SMRKXGiIggsKKVShdoqEUKwpVU3LFiCxIoFCLFCYgE7hJAqQSFCIajQtAlSnsV5uDGuYzvj8XtmPJN53rlvFh5HwYmjScQCif6luzmP//fTd+53vgOf6f9dvjbXSYACeK3voT4/PpIMhwLHiuUqQHX3/H8DQP3RO2e+d+LowXdm5lc6mqaVb8H0AftPv/LST1899eLPhGBysDeRXMsVNcdxtZa3CzgtKBUQrbGHEm0AxH7w1psfRkLBo5m1XEORlbnbn963Y5HQyEahJGuqGhweTElHDu5D9vloNI0G0MwVy5nljcJcR0DL/u7cPz5968zLJy9cm74xPZd9Dyg+C0Dyh2+/eTEZ6zq8M+D3K1iWTaWuky+WKVcbzN5fJRmLoMg+xkcGSETDOK6LQCDLPgzT4oOrdzbOXZz6FvDRjpfcBoBtmFbD8zwu35xlMN1NPBIiGNAIBTRCfRoAk0dGMEyblY0tApofgWB+aZ16o4miyGTWcly+OecCjUfN2wFoZNe35vtTiRdvfLJAsVIjlehifmmDgd4E6e4oPfEuZFlCln0M9MYBsBybpbU8D6p1ADwP6nrzOjD3rAC2qsgNPBACPM9js1DePgbbJrtRIB7t5OzfruN50NcT48uT4xQeVB8Gl30+CqWq7XmcAyrPCgDggkci2knTsGiaFqGAn6ZhEg5HkDsSHPnccbpTaaqbGfBgaTVHZ0cAw7RQFZmF5Y154BK7qqAtAEkSeIBfVXAcl3gkxPDwMI5tER0co1Tb4o3T3+TY8ZOc/83P2cpvsp4voSoypmVjmLbbaJrvA9nHvNsB0FQFPBjsTZBKpegdGGLk6Eu4Po3Dh0fZym0wfXeWD8//kWq5SK5YxrRsLNvBJ0ncW1qvAOeA5m7vdjLgTt/LLowe6Of4xEEkJYBuOnxpcoJ6cZ3x0cPM/LOHyRMnyNz6CNd1Wd0sovm3s1XXDTa3yreAO08ybwugXG1kwcN1XPDq+IGr7/+emKxw9+IfSHUFSEc1FvUypmmTK5axbAfP89h6UHWBs0DheQGQJGF7wF8uTTGzuNr4yuSY+oVjL8iGoWOZTSTgr+/+CoCVzQLVuk6lphOPdrKWL2WBvwP2E73bAdhRMOBnPV/6kxDigueBbTvoholumNiOgwdkVvPMLq7REfRTqzdpGtZ1ILOXZ1vdMJ2MTRwbHTpdKFWZvpe9rRvmBUmILyZiYb/mV5FlH4oiU601EEIQDPgB0A0TIYQuSaJsWnYNKLOrWz4NIAjsA8JdncHBY6NDb5TKNXFzNjNTLNd+cWduaUVvmkND/cnunR+uXNNJxDpxHIdao4mqyMS7OtM98cjrHoxVavpNINcOgPaT73/nx99+7dSvD+1Lvf6gUp+IhUNpx3Wlj+8uzALvAteWN7YuZ9byfaNDfYdkn4RpWXQGA8g+H3XdoGlYeJ6HEEIIxECrGm4/moW9AAZPf+3kLw3DimiqEh8d7h8IBTVJkgSqInclomF5NVe0gaV0d9Q6ceTgN4qVmrhy+x5BTd2+LQ2TpbU8+VLVdhzXvr+SW7Rs57fA/UcD7dWOB98+89Vzvd3RCVWR0fzKf2wRAqp1vXJ/NT/jV+Twof3psYsfz3D2wo2rwHkg2lq83kq5DMwC1wGznSPQp/61WKg1jKMH+pNRza88Bqoqsr8nHumPd3V2AxRKVXoSkYIQ4lKpUv8z8B5wEbgJTLF9DTu7ffYCcIC5tXzpyvJGoWt8uP8FVZGfWrLpZJSD+3pTpybHvz4y2PtKZjXn1XXjE8B42r6nVYEDrJYq9avXp+flaLjjcCrRpSHEnufmVxUU2Sd1aGqsUtMnF1c2rwELzwuwo4plO1fuzGXnCqVqfyiopaKR0GPZEIDjuFQbTcrVBgvLm/7seuEDYJqnvJTbeRPuSAL2+yTptYCmvjo+0j+2vy+Z9PkkGaBcbbjL64VmKKjJIOSpmcVbTdP6Lns0oecB2JEMhIE0cABIteAqwArbF1gCmGkFf2IP+Ez/M/o3VmOpO0Yyh5gAAAAASUVORK5CYII=) 15 27, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 27, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 27, auto;}
}
div.testarea{
animation:rwdcur4740 1.0666666666667s linear infinite forwards;
}
