@keyframes rwdcur259291 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3klEQVRYhb3Wu48bVRTH8Y+NpSUJINOwShTA4VGgILFCNCkSnA6a8CiQ6LwFxVYofwBCSPkDoCIShZMikaBIFUQTZb1KihRAXIQqCiYSUgQCxUJaj5dlZyjuDPuYh+1ls0c6mpk7d+73d+8959xhp8UGYp/l2vfFYi2xJPWBWHu/BXS2CMi8K9bcLwHdAgGJ2EOxzn4IuF0iIPNlsdajgjcnwIOvS0SPIkhj704JT/wl8aeBB/8/SOtb7t+s7LmBf7Ce+t9a1i27q+vO7oN0q4D2DPBwXcOajrGBm7sL0hqkafZwF3DGW3ykZ+w9HxhOKyBbgYU9gDPWFhk4XzJehYDTewAnQqQpsuzcdCIyAaf2CB58VdNI19nJwdlIr+1K+F18ix9wDW/jZbyGJ3PwICqyIHIWn1YJqKUHznIhfIhPcDnt/QKexcH0eYRXcDz9bhOeiRladcyV8qBsyPa/CH4GP6Xg42hibscIa7iPp2zfilVhKyIdfF4moI5ThcveTeEnSO4lzOMQyVdJkJ35XCr2YA4e7kfeKYMHARvaOfgDnAtwL1H7qBbAZdZALKzidjhVBQ71wmi/Jsz4WDrDBrWlmuTLChG/47kcfKLVC1Pte7wuLGtjs3NtqVY+UpQKmAEOjcI8P/Tf25yVijiQ9p8BDvXCInNYPton2TP4Y8ZvhC3o5yrcUYWzr7QW7hW+6VcLWNPLldejQoWb1uaFGnGr8G1vkoCLhbX9xSnhT+AkvhOX9LhYLeBVfWO93MEyh+cnwOfxFm7gx20/N5n1rFRvQdjpsUUjt401tx0sGzgi1Mth2nZACLhW2n5J7OdC+BCLE6ZgM6e+0RHpFpxqwR/D05gX+xUDdb9Vjr1oxYXpBcD5VET+VJu1wk0FJ8xr067qO+m+kbbI47uAD7E0LTwvAK7re8PXIk2rFmaAX8CHVqrTbqdVFHe8ryXysZG24h/XvpDnX1jxyyzgzP4FCfalYb+Y/jAAAAAASUVORK5CYII=) 4 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
}
div.testarea{
animation:rwdcur259291 2.4s linear infinite forwards;
}
