@keyframes rwdcur203444 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhe2VX2hbZRjGf3nzLU1DFmpPV1pX6+yotFqH/3DHsXbOi+G8Um+088YxcLsREZnzRiasosjQKQoVRPHP2IVlF4WJw8p0HeOUbKNrOxXRMmiMIctZQxaS7uTrFy+S9KJzhZ31wos8cHgP7/e9PD+e73C+ACvIcugB7gMUcBmYcW0KK83cqgL/YRoGXgYG1YM039vQaxSKP/md4nRJygWOA8dcm6lVB7AcngYGt27uf+wZXjDADc9FzqlvL30ZLuf50LUZXjUAy2FfsIvX3ln3EQplqu3lALrSNOYQb0SvTRRHXJuDtwMQrJo/KXcy9H77p1oQqYKVq9VU38s1kAAB/QQ7FuId45sCO71o8XPO+gWQan1x712v5oAC4NXWkiT4mmF1hKHQSUZVtV9LRx9gKCst7LEcOv0CKMvBVpt4dD2dKSBEJebIYd4OpyaujAG/ANkE//SNNZ/cu7/7rVwrbR5gFIotG/tzZzLju4D3/AAIsLOn8f60SzqXIZ0tUsh+wScmNXHlK9fmFddmxLUZc22OlK9y4PDcoZiHZzTaaLTexo48wm7LWUrzlgEebqUtkyaVS5LI/sUfmV/P/xYGPli+2bUZNUlGfuL7sEZrjTaNRHSwAw/o8gOggBaNTmZIewBpUlE0s67Nwk1m5ua4LCU8XWsEYhgg5hcgnyFNMy0egCB5oGeFmeZGIl4JTwcqqUs5hwB5PwACzKZJRWqNRiKetGIsh5eWb7YcNqDY/TgDWY3WJTxznQWzmEIBCT8ACjg1Pz+/hztIAyIIffc8MDOVnX7dcogBx4EsMAAMdj+yMdFAuFDCkyCKS0xG8Tjt944QYHRxlo4ihYhCIQjraFvY+lD/GdXDs4EoJ1DEg10cHNi8Lbqdp5IentZoU8LTP1470Qwc82MO1V+x5bBPOhgcWL/9QhBVOVhEQoQIopRCSQNhWUNIKZSECEkAkXOcbY1PxCddm/1+AQTAtRk2CX4enz/VR+UYRKGW1gEMhkW0MRg0mgs4TfHz8U7gqF/zpQRqshzeDMR4vre3d+ZuurKCyBpCUqsKJQYT/u76Nxv0JJPAUdf2fw/cAFCFeA54N9hJJta+9mo7HYW1xHSSRFNq8e9oaYoWPD5zbT6+HeObAlQhhMpXvwXoBpqAGWAa+MG1ya2GeV111VVXXXX9L/Qv19JR4HIbmAwAAAAASUVORK5CYII=) 9 9, auto;}
}
div.testarea{
animation:rwdcur203444 0.53333333333333s linear infinite forwards;
}
