@keyframes rwdcur168291 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADf0lEQVRYheWX0WoTURCGv6axTdOYSghFRaWKiNaughcWxCvxJfqEeRIvFBULsWiVIqWUUrW0UkNMk9SL+ac72WzS1FsPDGdzdjPzzz9z5syZ4oJjbW2tkLPcB2g0GhdVx9QEBgEKGckbfaDrz5OCGQtA3haBGUk5PDuQPtCWdMLcnwRILgB57YYrwHXghqQOLAAlzOMW8BPYDXKo9Q7QHQdiCEAwXgEWgfvAI+AhcAu4ImBF9xI4BvaALWAd2AB2gAMBGQliAEAwXpW3T4FVYAVY1vqo0ZL3W8B74BWwCezrXScPxHT8kSSJe34TeA68FIjHwOwY4wCXgBoWnhqWL78lHaCbJEm/2WzmA1DCzQLXgGcy/gJj4iKjLADzGJtHkjbQS5LkNIIoyrg/V7CYr2Jxr13QuI8SsCSjB5I2lrRdVDcg3UoFLLEWZXgFuJej2JOumxFfj6MqEE+kqyYb7jAgBgKAJeABlnB5hvMMRWe8bvioAXeABEvOAywfOnkAyli8lxjM9uj1KBCFzFwM86J0XgW2sRpRcB1FJZ8zUMf2edb7rlAPxG8EA9nnkkDU5WQxjwEEYEFz1nsvseNC4IZd70xYq0hiCR8CUBBaX3NDXdL6Po6BqK+k7yK7c3o/EoAbcwOF8NsZmASAxzcaimByEftHrYwBV+YgnIW84Z6WMuueQyd54IthsY2dascjQI5jwbdfnLOOtfL+G+Pdxg6TPX1cDgo9N5yJLAtutCTxBHS9B9j280ROkeuE8m22gxWM3YzyMmkWu+JYBT3TqwLgDHRkeAf4gbE7AD7mQFverwN3sXpQD57VSON8LOX+rqrvqwLrxlty6It0D23lGIKOqNoAbstghZR+Z6BKGk8H5J1TNqTb0veVtC8YYGAaoNlskiSJr/WAP/JkHtu/s1jz4vkwHzy/zDDtLYz2d8Ab4HMA0G80GqdZBrIsbJLGu43V8hqDZ0fednPj28AH4DXwiTSxh3bBWUMiFvpi4ATrZLyROJUUNPcYPI7b+v47Rvlbef5RYI7Eai/blo1qSr0Fr2Ed8TJ2TC9hB4vng++GlpjbwRJuC/gmz38JYG5jOklbXhWQRexIrQvAnBg5EYBDbKvtB8PntuYjLybhRhQvJS7elnup9jAcaz4zzDmXk/NuRg4ChkttttzGpmXiK9q5d8MAJIIZN/75ovp/jr8pnlUNXxHLTQAAAABJRU5ErkJggg==) 8 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADP0lEQVRYhe2XXWsTURCGn6YxrjGGGiQUKb0IIkWIoHihFwpe+hP2F/anFBQEZSlWghdaSohWao112a4bL2YmO9ns5kMvdeCwuyfnzLzz9Z6TDdaUMAxr7jMD2N/fX1fNVDZWNOhHUTJ9pn8CqBJAGIYAdaABBG40HJAMuAASINaRAumqIEoBqNd1oAV0gR1gF9gGbiqIDBgDn4Fj4AQYAmcKKgWyZUDmAIRhaF53gB5wH3ig7x2gqeAyNXKuAN4Bb/R5ouDiZSBmAKjnAXAb2AOeAg/1fWeBI1/V6CFwALwGBjqfLAJRd8btu6MGX6jxxwsMm3R0tPUZIBHKkJQk5MU6I76qLec9cs9XMe5lF7gHPAceIZFsATV1cE42YRr6q7rhiSp4tqZxkxvAFWACfEHSEANpv9+fRFE0s9hSYLnfQQpur0SxhbRMihzRVR0D4CNSqHHZ/pp7BkgIe8wXnFV8iuSzOKYkpGKFfBdpXeucOSIrRmAbKaKicTOSujnvQIq0rieplurrOgDJHADH7Q2EZJolnntPywDUdK6memyuDWypc2U0nreh22xznuONaouhtn2m3NrP5gLgGhXhLwIwo947M7gIgOnxUfD6qg6x6cbMLR6Th9lAoHMxOaFkhTUNZlNn+lLgsgL0FIAtvkAOlvPCGvPAIpG4PXZoWeq8p6k6NGYREzqOTpBD5RghDzNeV++suKwmLB32exPJua2JgRE5EZUCqBc2nCCn2R3ydrTw3nKALApNpMrbSNt5Z4YICY2YT+0cgEwBDJEjtadKd/V3a6OGGkzcd1AwHiNpHABHCmB6P6gCYFE40wgcaATqCKNZJBpqLNHfil0Uq7eHwFvgvQKoTMEmQBRF9Pt9q+5LHSlwXdcEztgG5QUXA9+ACLkPvAQ+AKfAT+BX2Z1g014UxIS8I77rM2P24uLPBTM8Bj6p16/U+ABJ6Q81PimLQBkRxUjlGpChemIHS5u8IxJdM0IK7ggJ+zFLcm9SdieEvMBaSNF1yQ+WLYRea0iqxgp45MY5K15Mq27FBsL4vMlsr3vqNZoeq9EZxlz7VrwAiFV9kduteK0mVjK8EgAHwoAsk7/+q/Zf/j35DaGxMov4QjVSAAAAAElFTkSuQmCC) 8 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
}
div.testarea{
animation:rwdcur168291 0.26666666666667s linear infinite forwards;
}
