@keyframes rwdcur194541 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACpElEQVRYhe2WT4hVZRjGf893j9c7RhDi0q0QghsXBhqTpMzMtcCLLuRKtCyCCmoZuKhFgRAICm7cKILgvWaL6jpjiYx/kqalu5a1lBLUSWe+73tcnHujhvtnnBk3Ng8cDue85/ue3/t+7znfgXWt6/+gB5254kFnLvSLFc/N9MrcVmAKmMTsxGx7rgAPv/+lZjGOVAcmMNv/CdoXXz6wK685wKPLd7Y7aIJAHTMuqGFjlXG5B8D0oDlWDPDo0s+bgf2yDzrrdeQCAQipZ9wjYGbQPBoUeCaYb+9sAR1CnDRUlxjcfengazsGjV2THtCi7zu4jlTtFqFUWYCB2a8JwPyFWwXZLZkGorf+C0C1C9AZNr7vu7lc/X32RqHklpIbJEPKKLmt5I8UjZLnlX1z1QCLX/+0eem9x2dmC2VK82hUHm0lN5X8jZKjUp7ddGT341UBLB7/8VUy7/z73pPT1wslt4i5a15mTs7NsaN74tjRPfeI+TbRQ8u/LACSp8g+3LtcOHGtUHSL6EY3a0huE3Nz7N3x2HtO0ZcUPbQBYRlNqOhJKuyOX17d4oruk9yyaSgYgnCgrUBz4wd743/GJZ/f+N4bf46cf1gwHZuuuaK/CNQIvO+K6gQ1CIIADmpToVn9+M04bJ5hGl6B7HFBzQask8JVDLbBass0N3yyb8XmowGSJzHIArtqC4JRUJvgZvHZ/lWZjwRQYqrMFkoQILNg+SriFeDeagEG9kD+9IetiN8JAoEDoHLtu+cI3La4DJwrPp8c2XD9NLgC2RNI5Y4WussglxucmMfMInUUmKl8sTLzEQDUkctsDQTfRcwIdZBvhq/qQ79wy1XfJfCH3wXQb4hfHZhGzIQTb/2xFoZL1bcC5X+Et4VTb/f9jVrXul4oPQV/rCUYxiuZggAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur194541 0.4s linear infinite forwards;
}
