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28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 27 5, auto;}
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78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAALFklEQVRYhZWXa4ycV3nHf+99Zt55Z2ZnZmd3x3ux116vjY0TQoqbkFahJihJIyQnJSIlCaWIokrth7ZUSaERqhBqK9T2QyX6oaJtlCZqEAiEUmQa3+JgG2rHsdf3tXe9u7O7s7Nzv7z3Wz+4SUkIgf6/nKNzpOf569Gj8/yOwK+gM2cujF6+evleUVJ2jU+M7jYHZjml6ztajcbkxOQkzfrmCVFWgl63t7G+tvbmkKH94Pc+/wfzv0ps4f0u/+7v//GuQqnwXHWz/7Cuq6qqapSKedKGQbPewA9Ccpk0qqay0WiTUFVkMaa6sRngu6+MFnNf+9QTT5z7fxv44p/9pTiaTX3ZdIKv7ty+VZ6emabd6mLZNsmEzvzCMuPlYfqmy1BWx7FcRseGcTyf6ckyA9PEMgcsLi4FZr//J5IffPNP/+JL0Xvlkt59cP7Nc5nI95+/tbz+x5NT28QgDLlybZkIkempCd6Ym+ejd3+QbNagkMtgWhZaMokiS2QyBoQx1c0maV2n2W6LzXbvYcczjQMPPHD4+NGj8fsa+MM/eg7P7vxgfaP+SQ+FifEx5hfWmJosM1YqcPLsFTwvQBRFRFHm/JVFEopMo9mhWm8jizIrq+tcvHqTxeVVtpQKrNVq1Oude0aGh5KHX/2vw+9r4FMHH/nba0vrTyfTOXZt30q92WHn9Ba2jo+RUCQ+tGcHYyN5LD8gqSnUG22mt24himLmb6yAKDBeLnDxygK+GyBJAmOjJbq9PpIi/9rd+z986fSPT157zx746le+vK/rxmdcP1ZnZ2eZGi8xO7MdUZJIqhoI4HkemqZimS6rG5u4QUDoh6ysb5DRNYzcEAlJZH5xCct2GR8tIMsSc5fn8RwXfHfwwIF77njw4UcW38orvrVRE+l/3thoqNV6n3K5yPbpraiqSkJNYLkWnusSRyEgkjZ0psZHiIIQRZEZGx1meusEFy5c5eKVG6yv1el2TX505KeoioIgQqvVwQ7C9PHXTn39ZysgArzw/L89WFnbuNv2Qj7xsXuZGt+CGIHZH+B6PiAhKyqdbp8YIAZREMlldK4vrlJbb+LZIcPFPEIU07d9KpUNdu+cpFFvY+gpRkYLuF7AUqX26Hf+4+Wt7+iBUnHkrwRZ27f/I3cxXh6lVCwiKypRHBIjkEilQBRvr1GMKEpIskwQBHS7AwwjiWHoWH2TheU19HQCiCkVsvRNm/HxUSzTYmR4CIRIWltdt06fPnkUQFxZWc0PTPN37CAiQiaVVPE9m0a9RhjGaIqEZfbod3oErsfAsomjENd1GPRtbi6uEAvgWA4jw3nu3DPDvt3T3H/f3RiGTrk0zKBvMlIssFbd5NbiKuv19uNvV6CQyx/46dmLT+3duxsnjNmzawZRkOj0uwD02h0yRgZZFvGjGC2ZQBQlRFEiJmJiyyiaquJ4HtVanZW1Kleu3iKXTfG9V44x6PWJ44DLV66jygJL6016nUbui59/+vtHjh6rycdPvL7P8iPy+RyyolFvNMimddIpHVkS6QcezXaLVDKFYRjEfkBMjO15VOtNKqs11lY3KQ5n6LR7XL62yGghgyCLxEHEaq1BJpuittmgfOce5DhGTmbE5eX13wTmxNHh/IEd02U26w2K+RwJRUZWFCRZIopiREFES2j4vo8XBLh+gG17dDsd3nzzKqHvYVl9gjBgbu4akgjzCxVE36U8NkxaV1ASCRQtSeA5WNYA07SRZOkOAPH81UWGcnmqq6ssLtxis9HGGtg4XkQkxKiJBMQCfhDQqNdwHIue2ePK/C2uLlSwbAvHdmnWumzfVkYQoFQewQpgrboBSMzNXWZ8JMtQsYQfC0RxzK2lyjSA+NsPHfhAOqWhpTOcu3iNQ0dPUqk18G2TwLv9dDuugyAIOK5Ht9ulVq3z6vEzyHGIaTpYlkM2m+Bj9+9n/117ccw+oesyUR7G7FvMTE/hhxLNdoti3sCxTOD2bBI3ao3F0bExfNsik06iqiKHj71OvdPDtLoEfkQUhHQHAxAgQmDu2jU0TaA9MJFEAV1P0DdN/uGbL3Hq7BxB4FHdqJHOpBDFmMsXryOpEIQh2XSKIPLpdNoAyH7gOKqmsl5roRsZBo0eYRQiChEn//sC5bEiYhyT1A0uXLrOx++/l25vQNuy2btzCtf38CMPQ9fI6gqapiAR4TgOURgwlEsx32qSNTK4rsfuXduZmZlkdX2N06dPIsuyhGUNePjB+1CUJK7vEXgBrXaLn5yZY3hkBCHy+eivf5gYiW6vj2Xa+K6HKMsoskJG1/GikInJLVQqq9Q3OxRyKcIoYml5k/KWMogxQ0MZitkklcoaqqTcrsBPTp45smXL+G8lkylkQtSUhpI1kGWNpz/9ELpu4LgWhp7BNk0KQwaf/fQnaXW6+GGIIMp89/uHKI3m0WSLnTu38xv7dRJGGkGE3XtmSKkSlm3hehGdTodYkNjs9I8AyFsnRuZWV9d449IthgydfR+cZXSkiKyKGEkD23aQRZkocJiaHMMxB2w6DoqmoogiiDGfeewThBF0ykUUQSAIfCIBXMuhVCrgmjZyFLFcqbCwsITZ63DHntk5APFLzzxzSiLyrHaTbt+m0+lybX6ZE6+fZWG1waHjZ6lUG/ixiJzUML0QVdOI4xgv9HEtk4FpEQQ+6VSaKBZAkFmrVDFNj8OvnuL8pZusrWxQqVQZ9AbksmnvsYOPn3qbBx599PEXC6XR3w3EBIHvsmdmisHAolJr0OuZeILIg/fdxZHT5yGCUnGIwPHQjSSGkca1XWzLRjd0jHSCRqPFxJZRbiyuYJkuI8UcmWya2sYmvu9imeZLL/77v37m7XF88OAjLwiCFPU6bVLJFJbj0RnYZJJJNEUmMAdIioyRTBD5Hk7o48UhrXaPjc0mjXqDIAqQRIF81kBWEjQaHTLpNJIkkR8yWF9dx7IdRIh2zc6+8A4eeOqppw/N7Jg863g+3XYXSdNYWqogqQq2G5DQNGzbo1TIsXvnNFIU02q2SKgivmNjWSZiLDB/c5kwCqlv1G4Dqxsi/m+ZgzBCU1WK+dzZ55579tDPEdH81ZtfUOLI6w1svP4AQVZRJIlO1yRfKNBtdVmvbrK6ViV0XPwgot3oMFIs4HkRtuMSBRG+HxDFAvVmi3a9iSSJ2G6IZbsIceTFYfiFnyWit6H03LkztccePRj0Tefju/bMosoilbUquqZSrTVI6EnGSwUW11uYtoMsRHR6A5rtLqqioiVU4jgil8vhej6O5+GHMSMjeZYWbmFkDO7cu+sbz37l2Zd+Dsne0sv/+drfbN8x9cyNhYonCCI7tk1SKBUp5DN0exZeLJJUBMZGhmm0eigipJJJwjDAdRw+ctceqtVNFFnCs11kEQa9HtmsQbGQ+ZcnP/tkhXfpHVje2ljix68dOfm5z/1+r9HqPSRLIn4QMbBcspkUqVQSQ09imiazszuI4whFCIlFkbyRIq2nieOQXrdLrdEiDjxajbq3c2bb8089+cSfl8tjJ95t4D2/ZrZt5xcWlo69/J3v7Utkhjj3xkVEWSWra0CMH3hMTk3wo0PHGMoYDJeKOLZJfmgIPwi4enWehCYThOG377nnQ//0jb/++vH3yvMLDQD0+4OMaQ6+duzE6enL1xfGb91a2+u5tjw2WqLvBWybGGPxxjyKnqO9WSehCMRRGKxWKnO5XGYlrSe+9eKLz7/yi+L/UgPv1g9f+eGO46+f3GsO3A8sVRvDmVTi/iD07mw22ysjQ8b59Wr9Wx3TuXThjWOLvzza/+l/AMDBqJt8RX1kAAAAAElFTkSuQmCC) 27 5, auto;}
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}
div.testarea{
animation:rwdcur127063 2.8s linear infinite forwards;
}
