@keyframes rwdcur153358 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTElEQVRYhe3VTYhWZRQH8N99NZVxmIbJahIZXmoqk5SwkjIJWqQrKdoYpCFtJCoIiqAMAl24KAL7wDKiTRDYJrJFJhGSFUkoRSqKWoiovX5QouPHzDunxXNeHcVmdFq0aA5cnnvvec75/885/+de/mOrhnMGE9CVj42KwdGAZJ4bhuQ51/KNHyG2E3VMQntwAO3oq+i7QvA2zFb2H0cHjrb8tRHiawku1+4kMCVGjm1VPiMLmZH5zlwKMJwdxoBSxXFXMYIooFMTvFshc/KqCKRA5mJ17m1kkqMtPQST4vKjbHVuLp7JuMdwX1zwDU8gW3g/ejG74kxVwPvS35W+Wa2kQS1K+AmF5G58n4ROKGTbWhgXMY+i1Ak4mBW240dFRMuDaViLniHk78n1ZJSRdebzQeyv2J96+VUhfq4q47yYQBSwGfmuJ9jyMMem4+2ypQc/KVU/mGFbFY0MZPLO9HegZz2bVpUW1G7j1oo9idWJrop9QzswkC2bg8EVfPczNvayYQ8LeAGf5d7fleM5gF+Uys9hngvz/mAmtYWT2XyKlewK7lY00Y6HguWXaqCBOz5m1Tg06uXlgbK0YaWi4s1Z8Zys9jhuxnTsyEKW1OEU87roprabbXgX9ybW1Fq2pBeP4+V1LG5g+U04W5CT5W5sUoTUgQVYlPdyvR5HlOO3eJscyERerxdHo+ydoohykSRwZ7B0O7GUiLqIa/Oqi+eJ+cQSYhnxKTFI7CVeovkUzRdpniY2En8QQTxNRG/mmyaiR2wgthb/oWDj+X9BMOUdjjx7i/Kh/As3ZvnXKNKssivjS8BFZ6iWvtPZi2YOopbrscx3msOH6OZL7Difoh+3wxPZ5AO4Lqf6ZxKanMk7ksxv2eyacnj7E2xikmkkyT58g4Ulpvsj8AkOn+/AV/ia2I717ys6/xYz2bmGXdiHvdiPL7AMa6vL/1Cfi7AFP7yRBXyOB3hlDX0MrmbcZQMRjxLxpIi7RDwiPqQZdAb1vNr/KXiI1aqqinhTxPyiiW3EW2U4w9urxGtE/1nRXCdWFAKTgrYY8hkdyaqqiv4QA1uLMN+j2Xdl5EG0ErgS1sMQWEzMGmWOyGtUwbKIfxE/ZmM2ZmM2Zv8D+xv9EznhNGkFXgAAAABJRU5ErkJggg==) 15 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur153358 1.3333333333333s linear infinite forwards;
}
