@keyframes rwdcur61062 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 2 31, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 2 31, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 2 31, auto;}
60%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADe0lEQVRYha1XP0gbURj/Xeggt4h2KUdcMlwQQqcS2tRChRwGSo2ocTJY3GLHJkPBMVv6ZxDr1NLiFqtgStESB6G1Q+hSESQZXHoc7aK4HG6vQ+69vD93l4v4g8O79718v9/33vd97wmEoNkmJMx+E9DCyK2kFminMCdqisjOj0rf31HcCjPqRlZx7joHzDklt50Ws8eNtCCqnxhfox9xmBDhN0Mjgph+IvydRIQiIlEguLroDXhi4kY6UESgsqhieBF6okBo1LbTgnu2Jdj471Dw2c+/60aW0MdPqJ4oEN3IEnOiRvREgT28XeYKVUTJaTXIqxK4Bd7Su2dbGh+AX1UFVoFfGbrOgaYbWRJPTHUHElMEUJOMLnWzTYhV6YT61HgjbwjqAfrt+wQA4uNzwrhcigBgn27DffhJDKxmCr57SiM0HYCr/dPt7sDwmGCPG2nYp9uIj8+xOWEiYtchB7gVuPzDImZ/qc0Tpx8tBfqMRSEOhUcSN9LCNthOiwnKleaZCHkLYlGjHwSU3D7dRq40j1LxReBcYQUGOf1YDoQgPj6H/Y3PyGcesDGr0hF4BAHyajTbhNDH79TLlebZe2amqG6Dl4xhUPqA0Di4GjblicNj2P+wDwyNIDNTZCLq77hy9CqBrwgZyhZYlQ7oEwTbaWF3rw4AWFhZE2wLK2vA1QVbCXkF+CRstgm5dhVQgfU3i8I4++ZE+AmhYFsgt02gW79yE/HDx/Kd3qnHnxeeCFoRzZ9lIXorqWm+PZvWLCU3zxsKaWd0Gvqv5+w77ILCLiaj02jWutnEOqHsOIjcPvuG9fdlYa57b52902pRlHJbQX0JjYgn5lvm7N0vXWKnhdTj7vyT839sTEZ+0mI1Pkg/YTnA77V+tIRHTxaxc3wpTP591N+hVekIW6PYpV4To4N0b6iYjcom3r4cBgCcHBLklnNKxt8EfC8k5nkDttPC968a3FQVHQA4bIBdRDzIkdIg8pPBhOZEjfAXGJYD/CrYTgtuqoqd46ddopNV5oDa/GAlNS0/aQljcnXIiNSI3FRVSTyapDx0I0tyy7koLoMFmOcN7O7V0ayZ7KGg0VNynsx1DjT6zY/LFZGZKQoXG2V5/O7vspONzddKJDvVsja7+kopv51qWaP/L9BDC+h1T4XISmraINe0KHj26q8ijG/fgoCbIo2K/6Zc6conZjLiAAAAAElFTkSuQmCC) 2 31, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 2 31, auto;}
}
div.testarea{
animation:rwdcur61062 0.83333333333333s linear infinite forwards;
}
