@keyframes rwdcur67111 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAvklEQVRYhe2VwQ3DIAxFf6IMxhiZI4P0nBE6BhNkoir0UFmiDgoGJdiofTciB/wflgCMMmo38Od3GAQ14cK9DqhP+1nXAQC896KNnHM1Z9g2QJzOADe0rQ4AsDxlZ3RhgDMC2KN1claimcgaKLWw50vkDKyJV8G/AQAe82dBd15qgutsTs0MJJNHe33NhMSAKlNBbS55FV0YuCU5YdrArckJdQOpNFclp1e0n9ewyZ1zTBhQSU7YMcC+NUPdwBsUBjQxxuxxowAAAABJRU5ErkJggg==) 25 31, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 25 31, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 25 31, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 25 31, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 25 31, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFG0lEQVRYhe2W3UtbdxjHPzk5eTuNNdHURE0TrSYmGHWKVmlLEYbMMjoE3WBjDHa3wsbYxV5uxgZlsH9gHd192RusthurZaVQO1drWxdMXDVRZ9v4ksQajTFq3tzFUZBhW+uE3fiFc3Uenufz+32f3+/5wb72ta99/c9S7kGO80ATkAAWgPQe5Hym9AqF4pjD4SgBFoEloA/4BKgF1DtNpNhFcS3wSlFR0bft7e2rbW1t0tjYGF6vF5/Px8TERA6YBfqBi0AvEAJy2yXbjQUC4PJ4PLWnTp0yOxwORUlJCWVlZVitVgwGgyIej+clEokqoBlwAI+Byb0CyALDFotlRhTFhmQyWajT6TCZTFRUVNDY2EhraystLS0Kq9V6UBCEmkwmE0wmk7fYZheeBSAA69v9mJmZ6bx3797p4eFhMRqNsra2hiAISJKEwWDAYrFQXl5OaWkp6XS6OxAIjACrzwuw+X87CD8wmEgkYoFAwNDb22vo6+tThEIhlpeXMRqNGI1GRFGku7u7PRqNdgJ1gAqIIZ+aHVuwHcAKcB/4DbgGTCSTSUUwGDSGQiHd8ePHyc/PJ5VKsby8rFhZnC+ciy02AG3Ix3YFuP8sgPUnFN+qLBABbgE/AVc7Ojoidru9RZIkpV6vx13l4Ei+SLnyNgoFuqkFbEAG6N6Li2hTIlBYfIBHtwZ9znA4fNpisWA2m1mLx1gK3GQ9OcrDeXg4zyjwFTAi7kFhNZACbMBZ/QHE+ops48ryLAfz9HKApKe46TQPMoVMDfwILF1Dvif4LwBa5K7+DKh9o4XQVIwOSY3UWgXx1Qh/+YdQiipKS0sxWCuZjt/gUSQB8DOybbueBQLwsahAcpdyJpbgZJuHF1wWNIIS1AIsrqQy577rF0qsNtxuN+l0mpHRUdZS6fm8vLyPYrHY6vMCCECNJPKqq4RiZZbzNTbe7GrCVHcYYSWNkKcDf4jc5QFWlGreTenKrtTV1TXabDa9RqOhuroau92uunDhggYIA+GdWHAQ2ecC4G1rIW+5ikkeKAOdClQCoqiE26NQoGdsbJbfo2twbZjLHo/eNDg4OKvRaCzNzc2o1WpisZgIvIN8CoaeBnASmDRLdIWTfPB6C9qiPMRIHEO5iQK9FgYfgH+K+YNaeu5OUoDs7Tnk3sr5/f7X/H5/ZUNDA6IoEo1GGRoaAggAN+HpTfgFMNLk5NhEmBKbEcGkh5UURJcglmTu/jTS8DQDG7EgTz02VqcGXj506JDe7Xaj1WoJBoObAL8CA1sBtCrIpMGgAF95AdcbjnBsPMKJVie86IKLg1BphvAif1zx4cmtc0ar5BegCHi4zQKcQKPT6cRsNpPL5fD5fIyPj7OxU/ObACag1pyPOpulTBSxeGx01ZQimPMhsQYqJQz9DdMLLKhEPs2tcwLoXc2y+oTiAK2Aqba2FkmSiMfj9Pf3k8lkIoCXjckobnj9oecwLfU2EASYS6BOZ8nkcuQ+v0SmRM8PC2m+XohQCVzf+J4mA/CSx+OhqqqK9fV1QqEQU1NTOeAu8sXFJkAn4LEVgkGCqQV48BgicbzzSeJAajrB98DgBvlOdBQ4Wl9fj91uJ5FI4Pf7QX4pXdoaKAJWQPzmBtj0UGHl/eAMdaFFriI3S2KHRbfKC5x1uVzvabVa5+TkJF6vF+B3/rV7SuSO1QOH4ylEnYqu8TmGgT+RH5u70TIwXV1d3alSqYrv3LkT7+npUWaz2S+Rp2Z2M/AfrwbbnGEKDREAAAAASUVORK5CYII=) 25 31, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 25 31, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAvklEQVRYhe2VwQ3DIAxFf6IMxhiZI4P0nBE6BhNkoir0UFmiDgoGJdiofTciB/wflgCMMmo38Od3GAQ14cK9DqhP+1nXAQC896KNnHM1Z9g2QJzOADe0rQ4AsDxlZ3RhgDMC2KN1claimcgaKLWw50vkDKyJV8G/AQAe82dBd15qgutsTs0MJJNHe33NhMSAKlNBbS55FV0YuCU5YdrArckJdQOpNFclp1e0n9ewyZ1zTBhQSU7YMcC+NUPdwBsUBjQxxuxxowAAAABJRU5ErkJggg==) 25 31, auto;}
}
div.testarea{
animation:rwdcur67111 1.3333333333333s linear infinite forwards;
}
