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91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAANP0lEQVRoge1be3CU5bn/Pe9es7vJbjZ3EjeQCwTCRRgKVbmMFwRGKGCxBxWhgmXUoXhOK9Mz2pmOZ7S2Fs9hmFKsFqeKrZZLPVo1oGAFhAEUjw1hpbCGJCyby+5mL9n75XvPH99ekw1JdrOnZzo+M8lmv+99n/f5vc/1vQT4hr6hfyqS5HuAidUz5y1f+/CnYX+gxW632PM93kgkzSfz+XOXrFv7o2ffrG5ohqq44qy3u6fe7Db353PMkYjli7GhtH7Oko1PvFLZOB0gwoKV39OV1TfV5Wu80VLeAN9x/5Y90+Yv1gAAByDX6FAxsX5BNrwM5YY6g75h2njIlReTbp787U1z71oxjxOlBQl1of4n96z90XKf0xyKhKOWooqq3RfOnHB7vddtdrvdM5jPpEnzy+unTP7tvGX3rdZoS4Q3fvVUtdF4vCcX2fICePkjTz6jrzIAAAgCwDkAYOmGxyvVRcWVIIo/28LDfpx+7wBOtxz6wtVreeJq91efAsBNlVPmrnho82e3rLwfAEMo4GcajbIBwP8fwLVVk1c33bJid/P8hRMAAkEEykn0HI1WL34HQCS+JbkKC+7dgFtXPTjHP+A8bvrb5337//Pp/Vue3/to7dQZ4HGv4xxKpdKZq4zjBVi+bPWWV+5ev3VDeU0tGJMA4OAgADSkMQ36BAhMIoVaV8pmLVpaWds8e5uupAycmDgpAKJcENzuYE7aBcYHsPy+Ddtfu+cH29fJFCoQuKjXmFaHwh2BiKAtrYgB5aAYhwFrT+D6l+cDuQqbM+A7l2/as+KRJ9dJFSow4skXnAM0ZrgA4pMU5yVCbzv9ccAKqy83aXNMS7VVU1cv3/DYJqlSDRBBAIMQZ0mI63qMxJEEG4fO0XruBAMW55xGc2KwcPX6F6vqp8ZMD4mf3s6rOPjrHbBd68iKL6VNlBj8HvuPXboZU8O7c5EXyAGwVlurm7d0jYEIACVFjIaCIALWbn0SXo8HABdTU+JTpHTd88QPByGSECvZSqnR4rFf7t1yc/XEtxcaSiuzlTvrxUNFUemmuzduXSmVyVNCi0hqnR4gQpFODyaRwOdxQyZXQLRzDk5xa4ilrZT+LPEtNcITQARFoRbary823cr5ei6H3+R0f/Z/Bri8asq2u+5/ZKYoTkqCYQxEohkyiaipoNcDcA6JTAHfgBtyuQICxc2Lib256PH2HgsUag3YoIDHY2M4wkEs7enQzC7S36lUyCR1NttJ42CDyQfgyqopf1y85gHpYMBx8VJJplTh0DNb4Tl3DH1v7YKDpCipbYTHYQNnDDKpBJFQCF+dPQUQQ9upT1DT2ATG0j2OcQHaCZMQ/eggGlRq6c1FusWXFDA4rPbD/UB0NHJnnZaiQd9BcGF95tRDiYJB/CagKeDCPSEbuF4HnDyEV1vewJKdh0AKNQABTCLD9NtuBwBMnDoDHmc/NDp9CkcARJAqCuDRFgORIDRSGfvXic2bXJFoSHv56x+eByIjyZ110PIPWK+EA8OnxdRp4CBckhCc310FemwzzsolCNfNApOrYu8BJk2fe3WRLiNfDiAqVyQBEOGp+hmPzm6avHU0cmcNONzn3eG2W0OjqaWICEv+7UVYAyHIVQWw1zXjjh9shwBR+5xnKD9ZZtEIgEQmT3umYAyry2ueu91QdutIsmTtwx54wnpd1YONc24ppUGFQiYqKCyCU1YKU48PhkVrUFCkAxPtFJTBLTgAllhpxas2sd2fWt6H2dqNWSplIriVKZSyoMBmheWyfZ0u17CmPUYN1yq12tqErZ089Or23o4rIVHsZC4dLmiWVdfCMPs2FGgKM6SedLgMQrKcIUrkcCJCjy+CD+UG7LievpZYpC+bWyARvn8jBKPW8IKFa178zsbN79+27L5/n9Qw/afl+pqJfq/3sK3n+k0zvr2oiaTyDADGVktzcDAuGrq4pCRwIkAQ4LZZ0Wdux6UzH4MogrJKPcyBCObwAIokIgyNVAriVKexmF8aLlWNSiJDWf3jP9l3bHdRSRkIHBLOwYngddrx+rM/tpQaGies3fY0hiYoHls9jWxIYisOzmMOEtsksFvM+OKTDzHvziUorqgGiBAFA7io/8/3v4zHjScTpn3Z4xZ+1XHhzo87ez/JNM6oTDoapXe/Onm4n8UgxWdfpSvBo7/cO2HStJszGidHsmAYiQjx6RFJAMAFAdpiHe564GEUV1THJo8SQkcjEXT99d20ETyQsq5A9InhxhmVSQ/4+92drRf2u6yWhprGGZOVajUEzkFEMJ49gaY58yFVKIZATvopH/IulXiitRjAxEpN9FeJTCbyIXGi4xm+99pVHNj1PCbbOzFfp03wOur2oltZpTL3tu9CBrMetQ97gy7n39vOvNlzydhdqNWvLDfUgwBYzR2YUD9lUOvB4G6s5XhpiRjI+DMiHttISK6teTSKU+8dRMu+VxEMCnhAFUCVoiDB648OP+yqCio2t71ozVB9jbnSOn/+o5cDjv42IRr5S9O8hXp1cXlCQJ7Q5o01momGpCYuxNbYSPin1+nAOy/vRI/FCom8EPKAE7OLi5NdOEcvU4CRhJXV1jJ0dg4ZJ6vC42L7+dNvPftk/YGdP3NXG2rjo8VFz4blEOLEIIBAXExH4WAAe576Ifp6nWASGTgXUOe3pPUJCwJcXI4oh8rq82VUZtaVVqer01laVtIlU2nEYEIsZbWbO+iE98fW2kGPC0yRLDe534Gnayoy9mVEzGgwZNz/ymnHY/qiFeVAzJQ5hyQF8vgQB+McxIE3dz4Lim0MRsMBfI85IB2m/ASABldZxpe5AJardWXJKae4iONHDGK+d9p64HL4QUSIhgNYFb6GNaX6Ie1ljKEwMgCBCzCZ/BlnP5ddywaFSh2r4sUMGQ9ag3dAsiGewqe37TymRexQCjYsURLm6ksz9iEiTJExtBEJyxquqw6b4B7cJhfANQXqQgExK8k+Pg9H8Z1pQH6mBc9UFo6q1x0aGS5G4TxsMg05qwJyMOnps+9dRYO3JPj4gOUAiIva9budqO+7OqRNlHNE+VAHulmlgPvyX51A5oCS/QZAoH9y+pMbr3+ypf52I2YVFqc9u+jxYH17Lx7u6EdYSMelYAxNWlnXcPyyD1qZohPFf+UWuihhKgSVzQJ5iiF96nLiuYAOKJ+KcGkDNnc5EEnRtDUUgCccPjEc76wBM9e1y4IwqHLjYrUT+zMrSngu5+CcI9idLC6igoDf+1XgiqQ/R/V18EWTclwL+Pp0UXp+WLmzlAtBT/f7Aa93GKGz13BivUTidq+69+vEu33dFgwo09MRR7LIEzjH8f6+jw+YzcMeumUNuGvA94Hf606LhDy+QZHjTYp4eiMIkPWLF3/CgoCjVAYmkaW1jR18AACMHqfHGgrsvRHvnCRrO/2RKdV4k8Eqew0LnCcOZgJ+P7Q+8Qw8wDkE9dD8G+zvhIoxUbv2vjMHTFeP3oh/ToD37Xlmo9NmS3lCKbE6O2IUL1o4vC4HdEolAKDN54UwiK8gRLClMAQpYzhitQTO9PRsHJF/1pIB8DmtrWcPH0yf0djqJlvIqVuATrsDGibWRgE+NDIUeftwl74MrnBIOOG0PnHabrdgBMr5vLXldy88eOH0sdb49zhQnqEoGA2xxKYQgfns0MY26KqkMqQdowY9eEQlxqa3+8w79l9pf3l0/HOkPm9f32+f//G/tJ091QHcaJN2lJTSORpIxsQ6pRIFri6EAx7AZ8e9vAezi7R46Vq7udXhGDYNDaZxuWvp9/Tbvjx36v3G5m+tK6msVoMoFjmzMOzEUSrB2XUZ076+AAljkBBhRaECkyI2rCuUYKZGjf09100WZ//UP3V2ZqybM9G43cQbsLWbdm/5bv3Zd17rj/txNpQsXIb6rJQxzNeVoFgmw44u04mLQV/za52dY7roMq63af3wh4ouf/Drno7r9VUzb5suVxaM3CkDEYkadqRoOE7HnPbQ7/u6f/oFFx4/bjSGxsp73K8Pt3sRbr30t0OdxtZjfu+AXFVYPLNQqx31jR5KOUPyO+2YbDyHKICTLnvgL33drx93Ox565yvjf1ut1lGdBw/hn02nsdCsb9393MqHtj0lCBxSpQoKhRzaskoU6YohU4jHnjy2Vgj4fXDZrFBJeIdEKm0/uveFrhLT/5T28oi5PxL5r2OXLl3OVZ683pcGgJrGqeXNtywGIPrnZx+96/v5o8tWcYmEbd6+8whnChA4lCoVzh158wO38dSeCpXqw8Mm05jNdTSUd8A3TWpcIMTibjQchPH86Z95g96jAJQKtTYy5/alUvGyi4AjB175stVieS+f8uTtvnSciiuqIOGiu7W8sav1yJ9/syP2KvTnl37xFoQoAA6/x43Wcy1v51uevAN29HYDAK4Zz+P44bfuS3kltLd/9geHzQoOwpULn38J4It8y5P3f/IgifKK3Xyt8d1Xd67qar/QNuh1hwK0rLRYV/D26zu3dXeZ/p5vef7htBiQfr95bs0/Wo5v6J+F/hfjmiDycNRDZgAAAABJRU5ErkJggg==) 26 29, auto;}
}
div.testarea{
animation:rwdcur255998 1.6s linear infinite forwards;
}
