@keyframes rwdcur228850 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADf0lEQVRYhe2Wy28bVRSHvzsv2xPHduxkFKcmIIiiLhCrChWZVpRs2bFiwQIhYMl/EDMSVGKH1BXLskBCqlSpCGVFhFgBoggQoFJKFSXGrmy3cYgf43ldFjOiUWqmrusd+a3mec53z/zmnCuYUNIuG4Bx7LIrak130hjjJB4j+UwgEgGkXbaAbHzaApT4ODz2aE/UmlMBaAnJK4AVP5MDikDjCIAD+PG5MgZqIikJ94pAAVgHnophjr5nkrCASZUUIAtyDUQ2OkYDbgMu0eoB0kTln2r1DwPoHbGIHyd7FwhBXgXRATox0NRKAuj+udfXRh4XZCjDdFoxV5dTZ3RTK9Trw/WKlbkM3OS+L2YOcKd9z6sW5vVXSpZB2lBwA0mrPgBYjt+txBDdaQH+04Si1nQbe07HzCksLRrML2gIBMWc4VSsdAi8SmTO56VdXpV22ZwpwL8gKqBLkGCagoyppoNAroJcB54h8kQaWJF2OT1TgDAAKaHb8gkJwRAgYOSFBYRYJ/oEZ2KzKkT9YnYAvivDnVtD9hqj3btNn1AFSiGpFYXDvofnB2eJPsX5KJZUpF3WpF2euD8kVyCk1zsMrjy7Nvf6vQPvkz9+HeClJOoKZC0Fz8caOn6RyJSrIBaJGpYl7bIVz5BETTqMTKCwtd1+R8+IzXNv5EhlVIIm/PWTS1pXt62i8Q3IuyDuAD8DPaL2XE9qVBMBHNW1F9XNubxiV9/OkcoL3H3J7pZH3tS/XlrQvwMOQSwAX4LsgGgBDVFrOuPiqY8K8Omby9dv7wzZ+3F0buU5g1RWIZ/XoCueNHRxFkW8jMQBcQBCElXCf+/CvGN/1XugEg/9DcfI2aiWLklPXLx5xcXrStRAIZvX4FRK4YkUWPpL7X33rVu7g9e4P1Gz44I9MoCoNX3g741q6VKr6V784bM+chRCVgNdgCZgSWdp0VgzDKUI0iWaI2NzTVMBRK05ADob1dIH+23//d+vOzAMQBLZrh9AKFGEVEBocR5/XKyp53lcCV/aZXtrux3Om9rmqTAAV0AlpJvxcD2cOIdL5IUHNFUFjoOcf6H44W83ejfqoyFsuHDaw9UCopLIBgm/4mPvaACufd76OJMTp/2sT+P7KM/Bbki7EdSfrpi/JPWBmQBIyc7gQH707eUBcznVUDWhDPuB6/TlVfHF9LulE53oRP8P/QNYtljqMxIMLwAAAABJRU5ErkJggg==) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur228850 2.6666666666667s linear infinite forwards;
}
