@keyframes rwdcur156553 {
0%,3.1258064516129%,100% {cursor:url(data:image/png;base64,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) 10 5, auto;}
3.2258064516129%,6.3516129032258% {cursor:url(data:image/png;base64,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) 10 5, auto;}
6.4516129032258%,11.727956989247% {cursor:url(data:image/png;base64,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) 10 5, auto;}
11.827956989247%,43.986021505376% {cursor:url(data:image/png;base64,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) 10 5, auto;}
44.086021505376%,49.362365591398% {cursor:url(data:image/png;base64,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) 10 5, auto;}
49.462365591398%,54.738709677419% {cursor:url(data:image/png;base64,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) 10 5, auto;}
54.838709677419%,60.115053763441% {cursor:url(data:image/png;base64,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) 10 5, auto;}
60.215053763441%,65.491397849462% {cursor:url(data:image/png;base64,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) 10 5, auto;}
65.591397849462%,70.867741935484% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABhklEQVRYhe2SP0vDQBjGn5yBluIgDg6Cs/oBhJOiOKhbsVdcpN+gfgJBCip+AAc3KQhODk26SB3chAYRoR0sOHRwKBUqikJryJ9zsBEHi3fpZTI/yPJyPO/vngsQExMF9QxHPcNFjhKZ3KXKZpOabPfP5RJICTjcmwNwQE22p2K5tAAA1DbKAFAcKiEpJC0gLRGFgEqJ0AIqJYShJuO/QU3Gw0qM1EDAKE0oERhFQplAWAmlAgBgzXMpCeUCuDJgtcWbUC8wQLQJ5QJ0Ovf1NbVgVKQmWx92XlctMKaRV4/7Oz9GLgArEoF8teC27I4++PsBAB73JwDcWFnjTiQj9BPkqwW347y0UiTRPquff89nkzMugG3RnFACwfKeb6d7vn1Ueiz7facPAFieWtDHSXJFNEv6CRYrOaRIotXz7bSVNbrUZCWHe4fHtyfk6ePZvX5r6ABORfOkGiCa5qdI4iFYDgBW1ui63Nu67NYaN+/3FwDWAOxL3UoUarJVarLJSMJjYv4tnyeNvQ3Zb2O4AAAAAElFTkSuQmCC) 10 5, auto;}
70.967741935484%,76.244086021505% {cursor:url(data:image/png;base64,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) 10 5, auto;}
76.344086021505%,81.620430107527% {cursor:url(data:image/png;base64,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) 10 5, auto;}
81.720430107527%,86.996774193548% {cursor:url(data:image/png;base64,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) 10 5, auto;}
87.096774193548%,94.523655913979% {cursor:url(data:image/png;base64,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) 10 5, auto;}
94.623655913978%,99.9% {cursor:url(data:image/png;base64,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) 10 5, auto;}
}
div.testarea{
animation:rwdcur156553 1.55s linear infinite forwards;
}
