@keyframes rwdcur110726 {
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20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEl0lEQVRYhd3Wf6zWdRUH8Nfzvc9lFzBAkmyt5SpY8w4WWxtE5PVONNItXIX/iCuyOzY3TUaB1mKtLdsYImarLeYfONGtHwrRlpvBwpmgthYpReFKc+oUvSDeBtznPs85/fH93ufeuN7LzXBsne3s+3yez/me8/58zjnv7+H/TQZetui8Ami2ZDPlZO3r5xpAR3GuPZ4pkX33+Vh6JvMw2dn7YLo3M/+LU78z+WEO3DVtRW4j4wz9GXmE3Gh9PmHxuQVT25P1/WbnXvK7ZLguw+0Z1ma4udK/ZoTcEZIteeeNXenTOSkQtQl3N7/52+LVVu+xLe81wyrMxfN4HYkWTuByYnP5zsUreH23U5iG2rb8hzW1j74jAKfVcopL0YkFOIoGorJoVv9fjWU4gt/hOXwADyhue4JNs8aNMz6AyzIHHq+Z7g7sr05cxwexFG/gUBk8vsApTN9QAejCVLzkhD854kKLHX/bWO2mGWxqF0+m/P4lM0wHryi9D+EjeIkrbyRuxXJ8onQwFS6rgHZUzwVmWuVfjvODHBoXQKaejlH4fl9b5Fs7vk19ZRX0NAZwlMHdPDrIY8ob6b1klLul+DC6q9s6irn2Ycs3Pzd5ztlofd4fMkKGP+RJ67JhT4ZjGfozRIbIhr5siAw/z9CX4Y2M4zKsyPC1DJdn+FKG63I7KfLmswbPLHs62gAGshFyKGQj5KC+HLQwG9V6WE9aWAILGZ+X4acZejJcXbWt3G7emNYcQ5y1e9NBKA5TrMe+9l4H6parx0Ed1XpY63GwNPoNHoLXho+krCFWP3tkzIHH5KXz4QesBD/CUzihXvzSkG751jx8Ucc4t9e0Rn35TmV7Pqos3Fa15vCCmkvPBuDgIzeMWs3CsyUwDWbs0rRGqzr1WNnGooKnX8AU5QX/sb27qHc7+1aPA7+NICuOX5vhs1Ue7ylz+4iy+EK2ztBGKIsxRtfPzgzfyPCX3En68Vh6HlMD2xfOr351GeGpi1ipbHtk0d22b1XaLLqxd8RRwjLiTqJbN/KmsVw0BsDqOHTLfeDvmFOZPMnD15Ys7C30UPxCqwiKPvUidDmE71H0U/yKjg1KSuZB3G+DWu0s355huXvaNbmRDN/J8Jmqr9dmuD5DfzsFjZdl2JWxu7ryfpXNkgyfynBXxpxrkzvygCVtlm2GzNQ7PoKtObSXDKsy3JDhmgxXZfhkNuzJoYoXBj03kvfrhwno1sr2iupTLTet7PoPmm8OjcwL417Jk2blPG+60MfxIWXddzntKvX4KqgXv8YuzMdFZaq8oKyKAku13K5zSXKg9raxJs7Jbf0Zm3rwZRzAzmqjCzcpP9OPV8+asqunVPtPo2nAa2ZOEGfiEXLe7Bdr/qxhQxX8MYVwi5PYir9hBt5T6QWYrmyBpvd//VUzf5IvThRiclW5OPOenporNjO/GkbCxVinrPRTSrY7Vq2H1MxR88zk/E9GMuUr3pf/JGPO6KG0M8PsDDLNzeenfiVtndw8+D+BcXfmBb078ilF2p+ZlqXIde9q0Hdj9p/0lNJiZBY9X9I44crzDOHcy78BxXeRMNHqzYQAAAAASUVORK5CYII=) 15 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur110726 0.83333333333333s linear infinite forwards;
}
