@keyframes rwdcur53097 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJ0lEQVRYhbWXz2tjVRTHPy+TlGdMSyZMQsEySGc26mCZhW5KIWO7KRZXr5vudNNNF13bTaH0DymMdNEwXZXpogpREDtDFYc4YKsyDujE+muahhBjeNfFPTfvvh9J2oIHLu/m3nPO/d57fuYal6c0kAdeA/4EPgXGgVdk/1/Av6iy1BUBjAEnSimAL4A3gZuynr6MsqsCyJsfnucB3AVel/VLAejHnLL2UgRP2gVcIGcYK5UKwG3gN1l3gdYA+ZB5kgCYw11gROZdoAO0rT2bSsB1WU8PkQ+BSDKBET4TxS+AApC1FEaBu5G9Ec/zztAmeQHcQPuHG5XtByCbyWSmgO+Ae6Iol8R/dHSE67r2egpIVSqVW8AJMCMXyAnIECUBSG1tbd05PDz8dnR09H0RMnyx8FpbW6Pdbtvr9vwddJSkCEwbOjPRBzKZjJvP5x+cn5930DZro23oR0Hs7+9H5X1LpiUgEPkLOaG/tLT0NfAT+tk6QFNGTEGSvPC15Hdbvi3RFaIkAB1h9uVQ472JCvpQx/qa5/cJXqFHdsjl0M5yg8DpzPqYrI+jI6NgFEgiyolMQfbHZZ6PjAKBQ7pA2pGFMevQLGFn8SPfAvAW8LFSCsdxkNd5BHyJjpy/+ryM8Y0m8BJogM5iKmksLCyo1dXVxD1AKaXUxMSE2t3dVevr6wpQKysranNzUwFqeXlZbW9vq2KxGJX9CHgPuO2Ioj6AB5NyHJwryMqrfQg8TQEzjuOwuLiI4zihUSqV2NjYYHp6mvn5eQ4ODpidnQ14xAS2/PHxMTs7OzFd9gDuo80+4gDvosvpXbQ5SsRzvU054claPmCoPTc316jX661arWYiwbdGGzgFfgC+AZ46cuhNdDkdRxeVWMq0KC/8ZaUU5XKZarUK2vFqwK+Ic1kHm9DrAH8DdeAZ8Dwtgl359sJjAAATBWWAqakpqtVqC3gCfAV8TxAF9u0hIQocggqWlpub3G8nEFtJCbgDfGKZ4BnwObo9ewL8Ibx23jcvYUB0gW7aWsQSMmBsAKamQzzOzY1O0c97GtFhAMTqQd9+wPO8c3T2K6HtbvqBEEkmTNKRRXv6mehJNK8TE9WHmMx4gq5mLbnhS1l/G3homaAGfAY8RJvA8P1CUA2NfAOrpiT2A4LSNBOP5TYugV8MIsNjDn9MuGNKRZmjZOz9hsxnhvD3A3FL5jOE/WhoPwBBD2CU2SXajmtDpmHpWjwtkR0hXNpDlATAhIlRbHe1vQ5pcnLSljlFJ5i2xduSeVJX3KNrCQBMxfKBf2T04lZu9Wqz2TwqFosf7O3t3Ufb+0fgZ+B34e8nHzJBUhQMIxedsicJ/o41gOfoNq5O8IJD6VJ/o4S61oFNtI076OTUIO4fA+kqL4Ac6hKEpql0xhn/dwAQzwmxlv0i9B+b/oYYAokQeQAAAABJRU5ErkJggg==) 15 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur53097 1.3333333333333s linear infinite forwards;
}
