@keyframes rwdcur215566 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvUlEQVRYhcWXa46jMBCEv6C9UeVM5kzxmabOxP7wo20yO8pOArSETMCiy9VVbQeUNi6MBcGVIBZskCA9LgGxIAEGXZG+MUDBwOPrdBYWUEkOYMNj284EckPaShngqQ55vR0NYImkmjGIU4S5DPxPQx/TsRYdNLCjX083RwGoFmxuaOGBigNLEQxo1oBs5FwfHAciNGADRuvaE0sJ5QHEAfa89X2gr5wCRIkGzjZWqhNUwH7IosvchsVsA9WcjQlCGx9yxzcuGMcA8fT6Q+4YGAi6S9TkTRtS0UYuv/FnhLljwNGVG4ihTUtCGNmQEijB1/YWiB0Dkb1vkm7PGzMVyLp2jO+AmBnwKDyGsZUDUn2hlFC+B+Zfgpj7gDRoYBd2xRjzJaH7vXzC/hWI0gekUlMb5bVUJUUfyNnd/hrNMVTNKUVH/Y8+sdsLFGw7XKFp5UzVmk0zonwt6nlA+6KjWo7GbnvuKbkhCdNXHeOLjaqeiKqlMKz3krzN+JcmXo8fSxEnom53DbS6feCd68dYerOx44rzwUlnwrbknAPMCckLgMHX356MDo4/Xf3Op668RXEBXJIc2n/Di5ID/AU92vloSOOjpgAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByUlEQVRYhcWXW67DIAxET6LuaLImuqawpnpNuR/gYBKpam/zQIooCGkGe8amoLRw4xgR3ElixAwkSPMtJEYkwEB3wHsEKByYX5dHYQQVcAAzmJflSiID0lLSALs85OdwNoGxgarnIC4R5hji303rnM61aNDAJvza/TiLQLWgu8GHhVCcmIoWAfUakBmy3DZOIvGo6OXGAj1zJSMkQc7YPJfTr2VhGg51xrD2gRoBmQGGlHAlmhk2v1auGPA8hkjVgOrXQBsaSAlNU799ULFqdcB7QlcIwloVfd0+xh2lEqa5IAiYphqQogPXBtRUKPmikPixWo4OomrF/mJGLNOSkOXiDt//MRWrBmxTB9YmaVF5gUjO9UCG+f8WDb3AUV14hNmtCsndklKrE8a/SRQNRKFlCxoIIwYizJYNS6ltfKmJUgfk6FbqgJUbethzJeW625EBTOr3LX9EZNxfqU7WipDCOhbOdS4Hd6Q+JLD1u2ugCNNwMNWbRnCDJIxgWSfzYRtvGvA05GcB9xPbLvn9eJuKzYvILdmBDz9+b0f/HvB4t/fBRW/CVYdV5heBFwIbdR+Q86/Go9V6u/TmjQDBOheDg/83vAkc4A9JSO84YSeiswAAAABJRU5ErkJggg==) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur215566 0.53333333333333s linear infinite forwards;
}