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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 24 24, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFElEQVRoge2YTU8bVxSGH88M9gSPwTYRjiwcGxobaDGBqOoiSqIqrVQ1/6Cr/q7u2lWXVTddtVWURFkUKkoc2WBHYLDjLyrb4BlrbOaji4E2SpTiMVAW9bOee+77zpx7zrkDI0aMGDFixIirQ7xqAW+gAAbwEdAH9EEWSZep6AyEk/2Xbty4IWmaNiNJ0v1Wq9UFvgfagwT5zw14PJ5oIpEY393dfZBOp+PRaBRJkm75fD4hl8sJQKXVamUHjXfZBiTg+uTkpGoYxr3FxcWEaZqzfr8/8ejRIz0YDMqKohAOh2k0GgBWuVx+CowD6qAbXDTeEwH3AMvv96fm5uZuz8/PC7Isy6lUilgshsfjkSORCJFIhHq9DkCv17P8fn+50+kMJP4yDAjAp8AK4AdS8XicZDIppFIp7ty5QzgcRlEUJicn8fl8GIYBwPr6OoZhvKrVaoabDS/agAU8Bp4DnwBPm83mjGEYn4XDYW8wGOTmzZuMj4/j9XqxbRtN06jX66iqSqVSAXjpZkPhgg2AUwJV4Ffg51qt9lOhUPhOVVXLMAwEQUCWZQRBwOPx0Ov1qNfrtNttPZPJ7OGU0is18DYNSZLIZDKWruvYts3x8TEA/X6fw8NDbNtmc3NTnp2dfYLzFQfmvAYGSsF8Pt/WdV0tlUq0Wi1UVaXdbtPtdlFVlVKphKZpxWKx2L0UAe/Bi3NgH+OkzXvRNO1ltVoll8sBEIvFkGUZSZJot9vk83lEUdy1bbviVsR5DIzjVJvnnGEAmFhbW9sAVvf39/H5fEo6nRYURRGazSa6ruu5XK44jIjzzEKfAwmcQ7d7xrMasP/69esfS6VSGdjKZDIbqqqmm82mmM/n+4eHh9/0er2zXsQ7DGtAAuaAh8AfwM4AazTAOD4+rtRqtZ1Go6G2Wi2p0+l8sLOz83un08kzYPd9W8gwXFcUJRWPx2k2mzPVanUaaLiM0ajVauVarQaQB/4cRshQBqamptR4PH47mUwKhmF8VigUymNjY2xvb7e73e5Ly7ImGMyQhSNewGX9P2WoFJIk6eHdu3eXFxYWpMXFRTGZTK6aprkSj8fTExMTX1YqlRCwj5M2/8YBTiH4gQHn/3e0DLNoYWEhIcuyvLq6SigUwjAMYWVlRSiVSsFsNguwura29q1lndmT+jhnyHX9P8W1AUEQoqZpzs7PzzM1NUUsFkMURWzbJhaLAVAqlVAUZeno6Gj9jHB9nJFjqPSBITpxIpEY9/v9iZmZGQKBAIqiEAqFCAQChEKh0yalJJPJ4IAhhxYP7g0IOzs7D1ZWVnRRFJmYmMDr9QIwNjaGx+Ph2rVrLC0tCSfzzvR5xA2C2xSSlpeX48FgUJ6enkaWZWzbxrIs+v0+pmkiSRKBQEBIJpNfHxwc/FKtVss41eY3nJRx3awu0sCH0WgURVGIRCIYhoGmaei6ztHREZ1Oh1arRbPZRJIkbzgc/qJarYJTKj/GObDnyvlzGYhGo15Jkm6FQqG/r4H1ep1Go4FpmpTLZba3t9F1XS8UCtbe3t4m/9T5ZzjV5sLEuzWgaJo2I8uycHIBZ319/XQ01jc2NuRut1sURXF3a2ur6PV6n6mqquB02AsV/SZuDHRFUbyfzWYFwNJ13TIM41WlUuHFixd7c3NzT4rFYteyrDdHYtezjVs8Lp5dAr4Kh8Pjpmk+9fv95Uql0geyOG/Y1U3qKgjimBBwfgOOGDFixIgRI/73/AXGNya5XiK6VgAAAABJRU5ErkJggg==) 24 24, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 24 24, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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}
div.testarea{
animation:rwdcur59143 0.6s linear infinite forwards;
}
