@keyframes rwdcur130546 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 7, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 7, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQUlEQVRYhe2VwWsaQRTGf1sED7kJFnqRHNSYFOKh7PbYnufssYTQgoc9LW2RXNpCeymFgtB/IiXH4uA5l0JMi3jSGKgJFNE2eokkdjeZHmw3Jroa2SXtwQ8G3szse+/bN2++gclQf8Y/gfKwbzS5umLPMcccc/yX8CVQWsCJZ453a0pwLylWAJZljfMLTLInPUbKNM2/yVQul1O2bbvzWYiEJuxpQ0FGSntwcODa+/v7VCoVer0eAAsLC17Eh2P7ggKUEML920wmo8rlsju3LGvEHlrzDZVOp0dIZLNZN9EwAY8B+LwFqVSKarWKEAIppbthmiaNRgMp5bhGJZ/P+819QSKZTI5UYm1tTQkhxlbi6jFMasLrQNvb21NLS0tIKRFCoGkaR0dHAPT7fcLhMAC6rlMqlUYCeOnATKjVaiQSCaSUFAoFbNum2+3Sbren+gZCAKBerxOLxQAIhULYtk2r1eL4+PhmCAAcHh6yuLiIlJLd3V0cx6HZbAKMLX9QUIB6dO+u22jxeHzs1SsWiyPXMLAKZDde8OyhAQyUEWBlZQXDMDAMI6g0nvAUnNXVVWUYxqW1oXkwYgCT5VXXdTTtcqqdnR0ALQgCCmB7axOAz1++0rd/8fJ9/jq+wRB48/wpD+5fnPOPTof6twYbb98BYD1Zp9luM/zAfvwkATS/SjhgoM5xHIdQaBAuGokQjUTY3trke6vFz06HO9HbOGdnnPRPsR3b9Q2sBz68fkV6eXnqh2fn55ycnCLWHwNovwGF7SdnS4fcfwAAAABJRU5ErkJggg==) 8 7, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 7, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 7, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOklEQVRYhe2VsWsTURzHPycHHboFKriEDmmTRkgGuXPU+c0dJRSFDDcdKqWLCrqIIAT8JyodpY/OXYQmSujUJgGTgIREmywJabxrnkPsNW2S1vSuLuYHD957d7/f93vf33vfg1lcHurPuLG4dZPFZwRmBGYE/hsCvoxKDwj4dK5NW+S6CigA27bH7d+odXtAlmWdgqn19XXlOI63nobItVtQqVS8ealUYn9/n06nA8D8/LxHdEL61K26GApQQgjva1dXV1U+n/fWtm2PzIf2fIdKJpMjJNLptAc0TGDCAPxJoWKxGAcHBwghkFJ6DyzLolwuI6Ucd1DJZDJ+sc9ILC8vjyiRSqWUEGKsEhfb4McHALRCoaCi0ShSSoQQaJrG0dERAL1ej7m5OQAMwyCbzY4UCMSKDw8PWVpaQkrJ9vY2juPQarVoNBpX5gb2LygWi4TDYQB0XcdxHOr1Ou12+98QAKhWqywuLiKlJJfL4boutVoNYKz8QYUC1KN7d72DFolExl69nZ2dkWsYmALpjRc8e2gCA2cEiMfjmKaJaZpBwUyMiYaTSCSUaZrn9obWwZgBXG6vhmGgaeeh9vb2ALQgCCiA3a1NAD5/+UrP+cXL95m/yQ2GwJvnT3lw/6zPP5pNit/KbLx9B4D9ZI1ao8FA8IFYHz9JAM2vEw4YqD6u66Lrg3ILoRALoRC7W5t8r9f52WxyZ+E27skJ3d4xjut4uYGdgQ+vX5FcWbnyxZN+n273GLH2GED7Dcm2G4YZImiiAAAAAElFTkSuQmCC) 8 7, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQUlEQVRYhe2VzWsTQRjGfysLPeQWiOCl5NB8NEJzkF2Pep5zj1KKQg57WlRCLyroRQQh4D9R6VEy5NyLkFQJObVNwbQgIdEml4Q27jbjIXabmo9ad1sP5oWBd2Z33ueZZ2aegemhfrV/EmpCfu0krhT8xlUWnxGYEZgR+G8I+DIqPSDg01y7bJG/VUAB2LY9bjww6572GCnLsk7BVDabVY7jeP3LEJm2BRpTpN3f3/fyvb09KpUK3W4XgFAoNIn4cG1foQAlhPBWu7y8rMrlste3bXskHxrzHSqdTo+QyGQyHtAwgQkN8CeFSiaTbG9vI4RASul9sCyLWq2GlHLcQSWXy/nFPiMRj8dHlFhZWVFCiLFK/L4NfnwAQNvd3VWJRAIpJUIINE3j8PAQgF6vx9zcHACGYVAqlUYKBGLFOzs7xGIxpJTk83kcx6HdbtNsNi+cG9hbUK1WmZ+fB0DXdRzHodFo0Ol0rocAwMHBAdFoFCklW1tbuK5LvV4HGCt/UKEA9eDObe+gLSwsjL16hUJh5BoGpkBm7RlP7pvAwBkBUqkUpmlimmZQMBNjouEsLS0p0zTPjQ31gzEDmG6vhmGgaeehisUigBYEAQWwubEOwMdPn+k5P3j+Nvcnc4Mh8OrpY+7dPdvnb60W1S811l6/AcB+tEq92WT4gX3/QQJofp1wwED1cV0XXR+Ui4TDRMJhNjfW+dpo8L3V4lbkJu7JCUe9YxzX8eYGdgbevXxBenHxwh9P+n2Ojo4Rqw8BtJ/NhCKBkEXF8wAAAABJRU5ErkJggg==) 8 7, auto;}
}
div.testarea{
animation:rwdcur130546 2.6666666666667s linear infinite forwards;
}
