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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 0 2, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 2, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 0 2, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 0 2, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADC0lEQVRYhe2WPWgcVxDHfy9sMQsy7IECt0WK7bwHLs6kkcBFDpJCwQZfqXROZUipNIlcRWnsVCFO5xQJUZEQGWxwY7AbI6UIkouQawybbg8i2IUIdoqDSfHuQ4dO9+FIqvSH5dh9szO/m/dmduBSgNyrm1Qrxud1u+jYAYB+1XVSCy26n6BXQiMA/SJzFwYAgIA+6CL3mv4+wgi8hd45P5gxx/JLahwpeidzka0ZROjTgyGmrnXOHGQc4NvEqIvPxi0fLLKWQR39o+ONekBP0RtnA3PCiew1jZ7CkqDNg+G6/LNi0XKD8u99UOAI0P8PchLgx8T4oA4o+t7ByfVO06Kr1z1I2QcB+FdBQduLAU00lqxpsiywFFK6F5Nt8hWTeoK+7m/N0QgCBV2fD+RUI7/3IAhd9+yEXWQt47CC5XDwBH3ZGQKgQE+hN72KTgeoVkwkpkYNoc6B+3rsUAolqsp1WQNg9/XPPguVHgMY9zkpK1PTlNqnFlEnJiEm5qH72LXtO8vIyMiJiUlIAYhJiIgRhJAaW49XxwECQPyvfjQCCZiigpyElJiYiMT/U3Zp0ACUjJyc3b71YCuEDR6xdXsfEDYfNxg0NAS4IvNnAKBlX1rKah9A2eYhKSn7vJh4NgaKrG1b/Da833je8MGXQK+NquudWQDnrZkAu692yMhQcpSCFi0AFJ36Xul23GfOuU0+AeCbD/+CAETGt2AmgN7oOCUnp0tOl4ICpZj12jGQ7RHE+/uIhGPrczULeZJa82abGjVAKSgoKcnJTm1UkxTZum3yiA0XzlcFA+mtjlPrmgIVilICFf5Yz6/SbbstY2zoWahvp7ZuQohSoT2FUimWB85Pr4hpWqgK8m7mg6OgStUDeaPIG8XPD+cMUMZ7rqCEnt8AjlfCnwWRtReGWLgP6GFBFfQDB6BBhQYeh9+zhSEWBijf3XOK+vMngIT+GrTbl4tBvNXBke8Tk7spglL+lPuHh4oW1XBIiX5YpXQ7M/2/9TglT1LTX/PRRDT4FL/SCxnnL3WpM9N/IOpI2Ih/zHUAAAAASUVORK5CYII=) 0 2, auto;}
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div.testarea{
animation:rwdcur256519 0.7s linear infinite forwards;
}
