@keyframes rwdcur179418 {
0%,2.7571428571429%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.8571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 23 23, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,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) 23 23, auto;}
11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 23 23, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGUlEQVRoge2ZX0jbVxTHvz8TU2tnSHAEk2oaUmyLFf9RZRkqIy1D1rG2Q8ugVFbagi998LWvZa578GmV4UMpZfpQBh10aLex1fahKO1Yh2MsY0WpQ8tW7UIoq3ONnz1o5jQmafTnTwU/T0k495zvvfd3zzm/G2mLLTYGSHtwONqQ3kByWBXXMMMJZWWfyO9v05Ej0sOH0tCQdPeu25CiZvhfU5DqaWmBeJz/6O+HxsafsvAhK3dtcfDKyk/p72cRs7NQU0PGsZKfioqfcTph+3aorgbpzWzi56xc+jxTU7/oyZPFv83MSI70C4pULI/nkU6e3KexMSkalTo6pF27viInp3XVul4WpAC1tTAxsbD67e2wf39n2nHl5T9y8SJJDA+DxwPSK1bNQdhsrxEKwcGDcOAAVFVdyTjG5YLJyeQJANTXg9T4MrHtq5cvGfH4kAYHDSSXpGim1IaUo5kZKT9/eYOCAsnKHVgJhEJw/Xry6k9NQWEhSJ711pgWpEZ27oT79xfET05CUxP4fJfNCuLBMPaY4mx5/80UFUFtLRw6BG43eL3d2dSElI8rR49+ofLyt+V0SsPDT42enkJzZC+JI+VJqtDc+fnekCbNcPoq588vbG1vLxQXZ1VgrCJVIXPOZ4I53G6poMBniSKz4MSJca5ehb4+OH4czKjaa0DalI3PF5bTWaxIpMeQZq0SJUlIQUnvSiqV9JukLw3pOys1rBjs9k5sNqirg9ZWCIfBZoOiom/nD/3GBZvtQ9xuGBhYXOAiEdi7F7zewfXWmBIkH9u2kdSeJxgdBYcDpPB6a10WpPcpLZ3raFPR3AzSx4kxGy2z+BUMSkaa3BIMSj5fVeLrRpvAmEZGJNK8zI2MSBMTP1gnKQs2/RmQNnkWSoDd3ondPtelZqgDptwLrQVLKvEjSV9nXYk5dqyNU6c+Wrc7m9VAKBTmwQOIRuHMmbQ3DKuOJXmQAqzgHT11Gn327A+Njkrj41IsNr4qhcuAlI/0AR4Pkn6XNKrc3H8wjM+Q9pkTpLKygoaGt0xx9n+/UjFe75/k5cHZs3DtGty4ARcuQEkJ5OeD9I7ZcU0ByY7L9Ss+39wl1lJiMTh8ODGJsvXWmwTSe0hw507qficWA78fDOPz9dabBIbRR11davEJOjrAbidTBrS+FwoEwqquzmxXUyO9eCFJgXRm1k9gevqppqcz2z1/nvj0Vzoz6yfw+PE3un1bisfT2926JblckjRhgao56O5uoqUlxY3tvI30OhJcupT6+Y9EYMcOkNa0gCaLu3mzi/b2YEY76TK5udDVtfivKYB79yAQgJKSv5GcVujOGiQH0hUkCAbh9Gk4dw4aGkACj2d8vpnb2CA1IvVSUjLF7t1gsw0gtW7K5nGLLbZYGf8Cl14x5WEq8CoAAAAASUVORK5CYII=) 23 23, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25.714285714286%,28.471428571429% {cursor:url(data:image/png;base64,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) 23 23, auto;}
28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,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) 23 23, auto;}
31.428571428571%,34.185714285714% {cursor:url(data:image/png;base64,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) 23 23, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42.857142857143%,45.614285714286% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45.714285714286%,48.471428571429% {cursor:url(data:image/png;base64,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) 23 23, auto;}
48.571428571429%,51.328571428571% {cursor:url(data:image/png;base64,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) 23 23, auto;}
51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 23 23, auto;}
54.285714285714%,57.042857142857% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57.142857142857%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,62.757142857143% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.857142857143%,65.614285714286% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65.714285714286%,68.471428571429% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68.571428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 23 23, auto;}
71.428571428571%,74.185714285714% {cursor:url(data:image/png;base64,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) 23 23, auto;}
74.285714285714%,77.042857142857% {cursor:url(data:image/png;base64,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) 23 23, auto;}
77.142857142857%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,82.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEHklEQVRoge2Zb0jUdxzH3z/vOs7LpV53eh5ih85QI+NoyzHslCU1QnJPGqP2cOyRsibrD4PYIx8ErWjpgygDH0xhBgV7UCB2KFlYC3zU2kIkGViQOnSGaPragxvYdXfeH+/8Gev14B4cn+/3+/r87vv7fP+clEZIZ2cJkrXWDpC8SD9SWoosFti6FWy2fqSGdAjGw1hLY6R6OZ1BWSzS0aNSZaU0NSXduCEND0tSuyG1pEc1zSD5yM2FAwdgepowlpfh0iUwDJC+M9s1KhjGz/h8MDNDTE6cAIcDpC1m+4aBlIXdDmfOxJYHeP4csrJA+jJTLqm+xF7Nz0t+/+pRBQVScbEklac4TlxSTeBl6PNl/Mi5OUmaTXGcuKSUgCFNqbhY6utbPfDhQ2lyUpJGUhknoyB9j90OIyPR5//iItTVgc+3RJwHRUuLjXPnvOvlHhpUsuF2j+JywfXrsLS0Ij82FiqvVitIH8Xtq62tgJs3A+mU87JpUwd+/xy7d4PT2YtUHSUuD5utDwmKi2HfPvD7Q/Xf4wEpfVIxiFiJkT5Rdna/6uqkpibJbpeCQam7W1pa+saAn6K0+UDSYUklkv6WNCTpmiHNZzqBN0W8OBzQ3h45p/v7ITsbpPp1lUoGrNaL7N8fe2E6dQrKy8fM9owJu3ZN09ERO4G7dyEnx4xdc0zCy5vVmiObLXa0zSYtLipeWVxPwkWePPlFwWDs6GBQqqhYMKTlDHulBlIVVivcuhU5fR4/Dh1WpC/M9lwVpK+x26G1FQYH4f790K7T6YTNm7s21AsQC6Raysp+Jzc3VDp37pxD+vytkH+Tt1J6o8CRI/V0dv5Bc/NXZrukBBcuDADQ0xPzPLFh6nlUhod/0NWrf2po6FuzVcwByYrkMNsjaZDep6Zmmvx8cLlCe3yp1myvhEDy4vVCVxe8ehW6pLp9G0pK1uWAsmbYsWOA8+cjtxIDA1BdvfGXBcrLYXw8MoHlZSgsBCnHbMfXiSyjdrs0H+UkCNLioiQtZNwqCSITmJvr1pUrkZG9vVJl5YKxwRKIACmH7dvh5EkYHYWJCejogKIikCrM9ksIpC2UlfVQVQU+H1RXPyB045CZ8SwWD3l5e1Jpu6Y/ONIBjY0XFQg0q6hIGhz8x7h8+T2znRIGSbS2rlS6nh5wuz9Opg9rmkRcamgY1sJCqRwO6dGjw8b4+LV47QxJ8NrS8uyZNDn5VzqcEgbJSiAA9+6FnuLMDBw6BB7Ppwm1r6n5jGPH4PhxaGrqzLRvpIAU4PTp8EXv6VM4eHAiyX5S2tqv/TxgsXjkdod/l58vSZ5kujHtqgbJSW0tzM6u/AJnz0JFRdt6jJ+WMkphYaO2bftVe/dKo6PSixe/6c6dD02v0cnw3+FnD5LLbJd3vOP/xL83RNgZnMqG+QAAAABJRU5ErkJggg==) 23 23, auto;}
82.857142857143%,85.614285714286% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85.714285714286%,88.471428571429% {cursor:url(data:image/png;base64,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) 23 23, auto;}
88.571428571429%,91.328571428571% {cursor:url(data:image/png;base64,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) 23 23, auto;}
91.428571428571%,94.185714285714% {cursor:url(data:image/png;base64,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) 23 23, auto;}
94.285714285714%,97.042857142857% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.142857142857%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur179418 1.75s linear infinite forwards;
}
