@keyframes rwdcur79162 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgUlEQVRYhe2V70vdVRzHX5/z/X5vrfyRXldas91GbOKYmMakGoXbHhQSSttCykYNetCjQdCkgomxJ/UftAc9CAsHuqxmQcGYLG0biFumc1EtLX+kXne1dPPe7zmnB9+vssx1FRo9uS948z3ncz6Hz/t84HwPZMiQ4X9GgN13BGPXge8ANJQB/mIQP327DZyPBkV3lkMHwEWoc+BCPMipup0GXKDJAPPwZTXUAXQDWdB0q02HGl44OjH8a/MP/QPBEaxFELZsL+W+4k1NH7a2vrNWAxKaAEh9Gg5qg48XTv2l5IP19aVXLw8NxH4b4ymBbGsRERCFNYZvgW6j8e4v4sGSbdtb29sH0xlQYQEf4N5QNxVeLl5TXV1xua9voHJslJhSpFSEpBsh6bgsOi5J1wElvOx6pCbGudLb11xdtatiLQaWyQ+1GvHJqd498QS+cTjhp+jzk0SMxjMGzxhu+Joz2qdVa16RCHfPze0XsY/+JwYeq3zkSGzid/IEvtJJrLX0WM0MFi1gMZy1mgVjGbeak8bnVccjMT35/roM3BVqJfNT8Xe3iuKUsVgAhEVrSVjQSvBFuGiXVmAYzbAYcmdmqCwpObJmA2plYAkLUQt/GsPeumfZU1sDAi06RcLXfOZrblghVlpCzfP7iRZs5GcNxVbSNeDv9VKh/okwLoY/MPT1nOPpfc/x2luNJIExEfq1YVt5GYfffpNI5E6mJ6cYtD6pVU/zLwZmQ63WgkIL2Sjik5McO/w6Iz/+RFlFOYVYdjjw0MNb+OSjjznZ0gJYSnFRa+iAe/Pk2i2SDBBHkaUM81qYTSToPNFGlXKIeh67lOF4ewdJLALBT8mB075eXwemQ60kKz/viQtZG3gGhQiIBRHYIeAYw0YLEQuWYC2mXBYMXC8qPNU7NPReOgMFoRgNFbIcP3fpUs9cVjazAntdDyVCLsJmUcsnftFRKAtR5VDnOHRZTU5e9PN0HXCBxiLgOvBFGLwH2ACN48H0DYD8B4oqu1Kp3qqZa9Qqjy7r4ysnuHeiMMawSRkOiMsHJkVuyda2r7vPHk9nQIDZ8O7nFMA+gGloB+YWgnjuUvLB+vrSXwaHBjaPjvGkAzlGMCLhgwTnjeYbA7HHd7a0dXa+lK74koF1c6ih4ej4yEjz1f7vsRJhd7FD0np4OXkUFOQ2Hes4s+bXMEOGDBn+AgmOURigsON/AAAAAElFTkSuQmCC) 3 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
}
div.testarea{
animation:rwdcur79162 0.6s linear infinite forwards;
}