@keyframes rwdcur9552 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH3ElEQVRYhb2XW2xU1xWG/7XPmeMZexjb4wv2GHuMwRiScg15CCUkJIgql0IuRWqrVEJVSdNUjVr19hBRKWnaPERVHyqaqBXKQ5u0IpfStAFCSqMkhVAuAUq4NAR8Gw/2eLDHHvvMmXP2XqsPgytCBhPSpPtl6zysvb/zr3+vtTcAYGn7hkpFdqWlQpWKbIegFP5Pw1q14OHoDR1fzi1pv39pU82CbG/2YE4pZQEEQBgQ+UwB+i8csZfO/tJNLFrVVLU+uLBt3bpk/XK3L3swJRBFICWAAODPBEApK9Rcc322uirx9b8e3vxAdVXCb4jN3bQ4ec835zatssbcdE+hOCoEIpTk+FRBLIKinuF/5ha2rV9XU9Xi73//2TdOpna+NCPccKI2mryvq+X2zV2JNfW25fRk8+cCRTTlD/k00mMBEKWUaq1bNtFY3fnwidTOF0RY92YP9bzX/+ortuW8EY+2r0w23Pjz62fd0VVT1ZoeGDmWJ1KKCAL530CsUjChO7Ovf0n7fRtrq1p7ujP7PzDse0YC7/zoieypgdfezHuZlxtic+c01173xMK2L66aFV+c6x5+J0NkTRkW+ATpsUqTMJGyZjeu8Ouiszce7//LiyyBp01xgiUoiLAZnewv/Du950DqwpE/zKzuCtfHOn64OHnvVzsaV+ihsdP9Wnv0SXwyBSAAIT16vHdh613fjUWa3uu7cDhtOPC08ScNB0UR4wvYeP5YcGbwrRMnB3b9sTE2NxOPJjdeP+uO73cmVkcC7faOuWkmmqojIlPSXAUAAATa+KqzeZWKR5P3n0zt3CFgZtEei/FZjC+iL86sRYzpHt7ffSL16p+j4fpDtdG2OztmrnxsQcvaWVUV8b7BsVNeCYQuQpT3yaUATCAaLwx1z0us/oljR95Kj564wKXNAkBEIMzCAYsJRHRphpjUyNHhk6mduzX7O+tndCxtqVv85Oda71oys7or05c9NG1hsy79EEDc4gWZl7g9VhdtX3Mq9drfBWxYtC9gcyksiwkuKhOIGC0inB3/YPz0wO592fzZbY2xeU2N1Z2bFyXX35msv9HtHT4wUK6wfQgAABOIDPvds2eu+FlgvB3Z/Nm8/FeFy/MpImI0s/FZTFHEaAabvJcpvH/+jSNnh956fmb1/CAeTT68KHnPg3OablZjbrq3UBwlAikAfDkAAMjoZL9Z0LK2pSE254bTA7v3MtjwRROWy2MpPWyklB5fxAQCFm2KfC6z78ypgV3bqyPNPfFo24auxJpHO5tvbSClUtnxs95HAARgIqUiTqxnVt3SJ8fc9ItjbtqdkvyjmxOILGUpO6TItklZFoGsiFNtL0rem5ifWLOoK3HbTdFIw2IiqiRSFRGn+pbWumUPBcZ9mcr9jyLbCdmRmgdWbt3iG3fwTwd+9MvAuOOBLuRYjL5kc/WVzz8zP2RXLrPI7rSU024pu02R1U5kJUQ4ZyRIaVNM+3py0C3msnlv6Pzw2Jl0b/Zgn+ePj9jlBTWaWbu92YNbOptvfakhNmfrUO60byhwWFhPWaGpZr5TW9W2NzDeAW0Kadcf7Sv4ubdHJnpTZ4f+MZib6PdABEuFlKVCUGTbgNiafQ605xnRXlkFplRw7Mqar6169neT3sihVw4/ujXQ7rhvCjkRowFSdy97fH5r/bI9z739jdWWCjlExCLsG9ZgCZjZsJSqLCuyGACLMBvWbNhnFu2XVaCkAmvDgXc+d2pLa3zJ01UVtc/lOfAsDhwtrIkUouGGuYaDPkWWLRAYE3gsgWvYaOaAWQyLMIPAAGlAWERYhFnALCJ8xavXVBXc86+nDhjRqVuu+87dSoXClgqFiZStSKmKUFWHMX4KBDAHnq/dcS/Ij/h6IheYQk4bL6e5mNOmOK6N52pT9Az7PovWIsyAYNq7H7PRRgLvQv7cr+LR5CbbqrAtFQpbpXujbauK2YHx+gikWYxruOhq43uGA5/FaIFctSlNCyBgNqy9HUce/5uI6NXXPXKbUrZjqVBYKcu2VKjDC/L9AF3Mr2iavvdcGwAAsGjfcOCNuQNbGqo7NymySgBkh5Wy2/KFoZSIAYmBDbErgHAECFcAjg3YV3T5xwUouTbwXj/+1HZFduPN8x9arlTIUcquVGS1DYwcTRFrtVlPdnwg/o8HCFuPEX6wAegIAzUOEFbT7HPFU3C5CvlCxs0Xhp5OxBduUmQdaokvrAHg9GX2TzwfjN65VoKfWoRKAIgD+A3w7UXAt54QHCJgxAc8LnNRKdcLyupAIBpzB3q6Erc/6tiRfbFIU1NttG3ZnJ6X9n6P3V/bQNWlESFCdAGwfCvwegD4AvgG0Jev/DEBSq26UByVec23zaib0f4Fw8FEhR1NbOx9IdYhZmW5mAghPix4710gLUCBSyAfcunHfoJNFaZ3u7c9WxGKroqGGxb4eiJTB+mYLm4OoYuAKAFOOS9cwxtQwKL9M4NvZtzi6ItV4boVnj82OEihzHRRxwUjABwAqtyJuKZHKF9U4VRq129tVdEWaHdkmx19xwBl2jSQEWS3A90ANAFcrkJc4ytYwBz4x3q392jjHR2d7D++E+r9XRR65nKHuwLvMcHvJ4EsgAkG/HKn4Gp1oswgZSun0rYqYrayw46wY7Ff+YgpLL8Dsj4GzOoGBn8h2HMUOKeBVACkikDWB7zLV/sPXSi4TJiLDUwAAAAASUVORK5CYII=) 1 1, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHQklEQVRYhb2XbYxcVRnHn+e5Z+7MzkxnZ19muu/b2Re3L/Zl25LQpfRNMSGpVSsgkn4gQJWQtHzCDyB88AUT+WCiaRo1FT5oNNoiooCoDVLF1rZQCm67gO1uu7Nv09nd2ZnpnTv3nvM8fpgulLqFLrae5CQ3ueec+zv/53+fcx4AAOhddGeYUIUtCoQJlY1ABP+nZm1Y8lB0TcfduVWLvtzbEF+SPZc9liMiCwABQBhA5IYCDE+eUL2pO9axaIpHWr+2vG3btvb6tc757LG0gBACkgAIAPANASCyAo3xZdnqSNN9f3j98R3VkSYvEevaubL9i1/vathgzTijQ6XytCAgQkWO6wpiIRAOXfhnbnnbF7bFI83ekXeffuVU+qUDC0KJ/ppo+/ae5s883tP02Xpl2UPZwlmfEGf9IdcjPBYACBFRa93qYrK6+6H+9Eu/EWF9Lnt86F/DLzyvLPuV2uii9e2Jm55c1nJ7TzzSOjoydbKASIQIAvK/gViVyQiDmX8Mr1q0/d6aSOvQYObIvw17rhHfHZvuz54eefnVgpt5NhHr6mysWfqd5W2f39BSuzI3eOFwBtGaNSwgCBAA4qVeUenjFQAAYUSyUsk+ry6auvft4d/vZ/FdbcpFFr8kwmb64nDpndGDR9OTJ365sLonVB/reGRl+5fu6Uj26Uzu1LDRpcBuMMnvo6ztRlCHAIwFEKAKhMhVYPB9ErJD8UhL/V03//Dw0IWjj/xtYO8RTzs5bcpFACCLlE0UCFmoQkQBW1m2vXnpw5sSsa77Y9ppu//EE1OLi2cWz643LXB8L8BjTwq8ZQDyHoDLH2VgRFK2itbuuPVn33xgy4GDsaqGriq7usGigF3hRCC0lKJgOKiitWG7pmlBKNHREkquGLcjp4VAruxFhLEtABtiAC1BgDDO8V3rg0dhBMR8aWLwU02bn7BV1aHR6f5JFtYixgcQERBmYZ/F+CLaR2H+uSluXMXlB+balI0QTQKY3yGdFkRPAD0GMZeP+VDKNaK9kamTuYvlqWdSyb6dhJZtkQohkroMFESMNuw5bErFHtGpq8oKAAuSt9xx09LdW0MqUm9bwbgiO4xoqdnoW1eMZwREw95gamHfd33jvpgtnCnI+yp82EgWCH0VoLEZYfvVAI7Y8VPZzh19y1J37UgtvAVnSmODpXIOEZAAgK8EAACQ6YvDZknz55oTsc41AyN/eo2BDYvxBPhK+fAEQPZugK1BhLorFyoIOA97M/uOj7y837bj/fXxnm09Tbc92t24KYFE6Wz+jPtfAALAiERVdmyopa73ezPO6P4ZZ9RhMT6L8S4fiwAwDWgVEU+uROiNAiRn340AZB8Nt74w2XQbdLbc3lG9INWJpIKEZFfZ1Rtb61Y/6Bvn2bmMCYTKDqiq+I71+/Z4xhn/7dFv/MA3Tt7XpRyL0R8AIG1b8+1VAbLXE1rLO0sTK5r9fMtkNBWeqFkSNcyONqVxzV5am3K65BdGC25m7MLMe6PnssfOu15+Ss0FIGI0s3bOZY/t6W7cdCAR69w3kRvwDPo2C+tZKyyML7ab61Yf9LTzRtmbyb7L/pvHjfvXyYlDk5mBvRnPz+cRKQ8YyLNlu4IKAERp9tjXrmtEu3MDgLBh3/v7wI9PpZI3H1/Xfd+dz7/+2D6LAmEj2hMxGgBpbcc9HQLi7j+8a5dNKkwAisWAZk3MvhZhT9C4guyJaA8AWITZsGbDHrNob06AigqsDfvuWO70ntbaVXsjwZpfFNh3LfZtLawRCaKhRJdh/zygRT6AJ+znDfsOs9ZGfGZhZhENAAyIGkBYRFiEWYBZRPiqVy8BZhbtHnzrqaNGdHrj0l1biQIhiwIhRFKERMFApMMYLw0IYNh3XV3Klfxi1jXOlGfKU74pT2ku5zSX89q4jjZl17DnsWgtwgyVw+vqjdloI747WTj7o9po+05lBZVVOQ9sBFKKginfuOcRULMYx3DZ0ey5hn2PxWgB+djLy0cCCDAb1u6LJ771FxHRm5fu3kKkbIsCISJLWRTocP3CMAByJb6ir+EEvnYAAAAW7Rn23RlnZE+iuvtSeg6ECFWISLUVShNpEQMshq9lx/MGqLjWd//89lPPEarkrYsfXEsUsIlUmNBqG5k6mTasmXk2rtcZAKCiQqGUcQqlib1Ntct3Elp2a11vAwDYZzOHc0Z8YNF8wwBEmJl997V3fvIrZYU+vabjK4uba1Z0GfbTCEgiwizMMs/4XzMAQOWoHpvuz110J59JJdftXFDVsMg37rhFAYWIDCIMN8IDs202Mb0x+Oung4HohmgoscTTF8ctK6AIiAHxE9UL86gBBVi09974qxmnPL0/Eqrrc73CKAJRpWb5ZAXLvIpQvqTC6fQff6rIbvOMMyliKuaT+cs/b4BKavK9k+eeG9LGfXO6OHzKN+Uii9YC8/8DAC67ls9jCimyw8oKxoiULcJaG69ouJxnMfOG+A9Jejdd5+sPtgAAAABJRU5ErkJggg==) 1 1, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur9552 2s linear infinite forwards;
}
