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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 15 13, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 13, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 13, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 13, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 13, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 13, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 13, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACI0lEQVRYhe3Wz05TQRQG8F9rpS1o1YWWQIghGCMJCStXrF3pCzTxOdgQlz6AG2PCSzRxJTFx40o3uHbRGDdFIGD4J0gZFzMNpZQLViQh4Utmcc89c843Z87MfDkZeEM4QAGDKKKMZ+S6fV8RChjAdQzhHqp41MO/jUIWgWVUcAe3O5zfErawg120UtJB3EApzaskexYyCeylALUu+2esYwsHYmWe9pjfTAT7JtBeSRvT09Oq1arHCwvHfCuVitnZWfV63erqqkajoShWJwsn7g3ME4YxLO7ptTQedPgUi0UjIyMajYZlbKakJbEycDcjTz6LwJi4p7/xEyv4jvf4lHxqtZqvjYY1sSd2sIE1bJ+WoF/ME+oEhNHR0bBJ+BG//xqZPXASVjomNptNe2KV+kFfFdoQSw2tVkvL6c12rgQOetj6qn+/BM4Tl59ALpd5lfx/Av+KKwJXBC7nKThw/Oa70JswL+oCyOfzF09gSNR/UCqV0P9jlPkcd6riXErSSslHks/MzIyBd+/Ax6gLbItq6NxU8S2HkqyEJ+l/Pp83NTXl4eKipaUlX0QROoSbzqaKM/GC8Dopn/Yol8thYmLiiA1hbm4ujI+PH7E1Cd9OaY/MM/SScB/Pu+zrovjcxn4KMtljflsXjmbkOZMqroolLYhdG0QJtisqozaJkkM1XHY2VZzZA2MpyL644kIaA5jsCvqB0Cb2K42KqKqvcIUs/AG44JVbhp4jeAAAAABJRU5ErkJggg==) 15 13, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 13, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 13, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur258945 2.5s linear infinite forwards;
}