@keyframes rwdcur252770 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACF0lEQVRYhe2XsU7DMBCGf0cURLcUQVLmDjAj8QyVCDxAeQTGRN2gatmqZoQ+AX0AaCVeghkGZpqAaGaWmCG1GydOmzjtgMQtiZ27+/6eL44L/HV7tD1aJp6sC37hmkq5tLJwq7+fErNxAXE40bRSIgqXLQlnRsMQ4/YXgGLLUUiAZ39QADjoGwI8LuKz7QMATPcwV+7CFWAiAMAY1Pm870z5fV64kgCZCFU4oNiEpntIKrv32K4OAQDb1SEqu/eF4SsF2NMVXU3zNf2yPJkC7HEUtFJETjjLl0sAcx6YhpAkbuRYA47n4UckGmfAeR6JiK1M+JkhzI9m1zy4+Q3ojS6CUYc/11tdzE4pfd5bxLz8LO4HZwaciQ977FHXWuwTgmwZnKlPWvB+A73V5fDg/UbqF49neeOV4EqyfvlyoyBEA6UhirzRziTarFzLJEJUlgjH83Gyc8fHze/oqjd6fI5VQFyCq1QF43AgsQRskjkxuMz0Ro/3QDDqCGKS4rPggKQJXcsk9tijzsQXKtGq3QrVmj0QoaODUQe1S9HHnl5xHxkcyHgNeSXm6t16+utGX0PgbZ7/jUbjZJ56Io+VzpO5ETFnGbyIsXgZfKmAdcDz5Pl7X8M4/KBvCtfk8zymeCKKgERbhNMw4n62PQAbPBGxM+H5IL1jPjlRt2/sTLhMhApcWUBShCq8lIC4CFX4Wqzsf8N/+wV4zBRLqfHSjAAAAABJRU5ErkJggg==) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACC0lEQVRYhe2Xu07DMBSG/0SIgQU1Ek3LDBI7EisPwGWG8gSdG8YUaEfSmSfgMlOY2ZHYkdqZpkVKxMLAUDO4duzECYnTCiFxpKqWY5/vi3viuMBfj5vAJWXmG/OCN6yuVi6zLPxo9Twhs3ABEW6YZimJwssWh7Mg0ynuPqhIkZ+jkEBr5BMAuKyuSXBR4nTyDgDo1Wu5chdeASYBAF7N5v2OP+btvHAtAZWELhzQLMJevWbgBcDLrGPWLgr/USC4bpfaZPLkSRUIBrTay0qw+SxfLgE2uNK4kJKIsftEP/G2Cs7zKCSWUuEbHbnfjSZ/fTZhezb6TlR8B54NH29keeVKdU+obHQQDtsIBi6xNqN9QiqaNHh4cwa8RvJfn00AgO3Ved/YGQEAJIEtg989zzVsAwCYBBdIg2cHgWGYIGQav5fMECV+fQWkImSdbBCHK8L26rwG+s5YkknIp8ABRRFam10jGLgkHLallbC64gumi3v4UkX3nTEOe+vyigpPjwoOZPxwwcAleKaXrZNOYlzrgQp4ezacR7oSvf3kTsgldkgCDmRsRGywCl4k2HwVPFNgHvA8ebReRq2RT7ANYHvWMWuLb8m8UVhAhFxWq9J3/Hqe0DwRUaBhRtPJlHJPJxMACzwRsTPhcSW5Y96G9FFb2JkwS0IHri0Ql9CFlxIQJXThc4my/w3/4xs4NBhBhL+j2AAAAABJRU5ErkJggg==) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB7klEQVRYhe2XP0/CQBiHf22Mg4u2S9HRaOIncDXOhB3hEzjTlSJlhZlP0Mpu+BIk7iYaR22XVhYHh57DcUev/9JeS4iJb0Io177v83B9exzAX4/gdUjq5CtNwfXLiVQttS785PwhJbNzgThcUdVaEpWnLQlnQaIIX+9UpMrtqCTgBhTePRbhcYnFmkr09HISlWeASQDAnWbz8cfQ4sdl4VICWRKycGkBABh8egQApi0DpucDAGanrcr1Cp+CYFhvkSlTJ1cgcCzShATLZ/VKCbCLNdsWigjxvHkljzPgvE6GxEEuvDcWxr3BB09eQUWnbcBc+vz8tG3gZuCRa0SxrDk/0npjhO4IgWMRvW/zXhGaJg8eWhZ+vu/559Vm4jpTg489mVQmLnB4NOffntdyRwAAJsEF8uDFQaAoKgiJkt+lMOISe58BoQnZILuIwbOiM932gLn0BZmkfB4cyGhCvW8rgWOR0B0JM9GanQmzNbj1hI42lz5mM3Ehij89WXCg4MYFjkXwQvP1SXp5LbsScokrJQUHChYidnEWvEqw/Cx4oUAT8DJ19v5rWHlLFod3j8fCe/J8mZDcEVGgom7TSUS5izXt9p3tiNieULuwU+fCN3ordrYnLJKQgUsLJCVk4bUE4hKy8Eai7n/D//gFE7kYtyQA6RMAAAAASUVORK5CYII=) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur252770 1.3333333333333s linear infinite forwards;
}
