@keyframes rwdcur148289 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 4 13, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEkElEQVRoge2ZbWgcRRjHf7O5NLFNY1pToTZKYytFEyMJWvHtDtIWkTRBBGPRL0XQBEUQW5BG0I8iRPCDQk2kBiRYagxo6oc0TZEErFq1GiNEQ00pSWNaY5JGzdtlxw97O7e7t3u93b346X6w7M7bM/9nZp7Z2TvIkSPHWlECFLvka/+3kKCUAZKk4FLg9bXuVFqu0LaWRhtMO5tLivOtdm/Jgn3APp2G8aOOdDDk0miDer6trGR66vvHrOWXQ9i2YTqQFN9MtpxQjHz9arq+Q6EBaDeVJMWD04nAxDc188/VHvIWzlqzpSaQ+RGxChSF7UOYRlWO1RF7nSLg7wxsyqXRBuKbmkHGicx+oAoK7vicY2/uAODZIxestgPjNCAtDmRi/LpLbPG3BkTCUmfXLwA899oFVnXygXjmUt2JhGgracfbhYTokrtPMje8X4kHWNWBLIgHt0CqeCqTdoZ4MIS6XQkW39UpruhR6WwtHZMgSygp3khl1MMNL2ksLOrp7AYi/FbmNQPWmZCw8GJN6K7cMGPAbRzNPFNGIbBAm0dtLxxLaq2QHLUdI6xpMA5m0vfVhqQ9cR2pzNYRxUZyFzJfXtZ7kpnGlrfoeOMVVyMt3YMpeR8PDjH1/MuoeFkuzIpgJ6YDApAu4tXkl1Xt5vi3I2siIgzW90DSiWRaoUvJ0PjVbPTpXEahIsS5C7ns5Flg5F7jfihxb7dcIeMi4zfxj2OTacullAiRVb+tjnkaztQB8WXLM/5Hqs0j/9f7LIlzvs1a8XMWMmLES5RfpIQszJj/w1wcyA/dbyYYA3adePTvwAtBtHwXpJFJMXDNqzDQcfqrs0Pq+cyTh9TztT9meHzwmErX19Wyd0+dCu6u7k7i8cQpWghjGXnzdOI+R5pZ8H2YO9B4kAcfqLLlSSmRDjH1dbXs27vfJn79ho1ksGtqiUqdsf4Ysf4YIiI8GwU6jTqdmJ+aZX5qNkW8SVd3JxVVNWwoutFuyD2IV6OnosT6Yyoj2hv1dMK3A8dPdCgnHn6omtpP3qZVP0+rfj6teD+IvFTHvJzwu4/Jrdu2MzlxkQONBwE40fURh7VqVeHSE5WAIRygoqoGqesITePK1BUmJ8bgcOI90HrOqSECrNiEn46qZTjw6AAyLm2aAwVxVfVuer74lJX4MpH8CO/wc7Lws+SzOfKmeBup4gFWHikzBuPDgV4Adt5+s205OQn8Ub9z111Bm3qJD0QgB3RdJy8vL+P6KaOfRnzH4KmUHS0dgRyY/nOa0i2laJp9D/jph28AuKfmfpXnIj4dYkf5Fpv66OmovUJESGscBApiECknz8vjvwPUAyeNeuUIIVJGc3JiLG2/IiJktDfqWvbXxQIAhpv6VDAHjgGrsISoPcAZU8fkxJjcuq3cr1n1h4gpdvP2JZUebuoz+o5LdRoL88tc1tEKI3MV79Uyc0kqsZXv77PVCb2N7lo3i+ZYPl6fOncWzKbkpfss0pfi1lEWAMNNfdLphJUgW5ncuM6+A80vrwpgPfCvs65L+1uBcT8dmm9g5+jnyJEjR47Q/AecDpMmfpCWHAAAAABJRU5ErkJggg==) 4 13, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
}
div.testarea{
animation:rwdcur148289 0.66666666666667s linear infinite forwards;
}
