@keyframes rwdcur246380 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLElEQVRYhcWXTWhcVRTHf/d9zHsznZppmlSM7cxoEErswmpCnuAiVqxaEBqEoKC4EDeZRZeBapFSKHTZxQRBXEhd2G5aEAu6qMHV1BZxEUNBqsk0TbFNk6ed5r2Zd9+7Lt7MOJNM0vRDPZsZ5p57/r9775l7zxFs0tyiMwAc0NP6kJ7SB4Wp7QQSQE0F0Xy4El4OK+El4HymUJrZbFxxD1GAg0aXccjsSYwY20w0Q1vXP5IRcjkgWKxNyT/lSeBcplB6MAC36GT1tP6FnU2O6FsNhPjHNZIRkR9BpEATaLbWBqaUIrwj8cveVFgJ388USuXloqNa428rlMS6AO6kM2b12Z9bT9ppocUu8q5E3qotyoq8EFbCi8AVwAdsYLee1oeNtLHP7E306FuMGCRSVK/7leqC/0FmvHQGYLnoqIZ4RwB30nk31Z86ZfZYAIReSLXsTQfLwQngTKZQqm2wawlgzNxmTljZ5B49qQMQLFZZubrynlKcahVfA+BOOmOp/tTphnjtZjXyy95RJdXxTKEk1xPuAGIIQxyxs8mPEzssDcAtLbf5rDkCt+hkrSftX+xdyTRA9YZf8+e8NzOF0ncdNFSH39YuqOjst3PJr60n7ASAf82rVK/7z2YKpXLbBLfooKf177cMbB0RmqB2sxp5v6280UFcAeRyuY7qc3Nza0DcorM/+XTqm8QOy1CR4u7MnamwEr7c+Hc0UvegnU2OCE0QeiF+2TvaSTyXy60r3gCrjzd3KFMofeeXveOhFyI0gZ1NjgAHG+MagNH3zCF9+CMYmKBa9qaVVMfbtnJySG0k3AnEnRxqQiipjlWvedMA+lYDo8s41ARwi86A2f/ciBACeXuBwJUnWhPOnRxSXU7PpsUb1uX0NCEyhZIMloIT4V2JEAJje2KkfrOiIbQDRnYAAHn1p0WUOvOw4p0ggDPBrdoigNltAhwA0PTenUOalYwB/pi70Po/z4xfIj8aX+uzZwc2LdzwzY/OkBm/FMcqlGqyIi8AaIaGntaHYoDuJwYBouoK4a35iy1xmueeH50hPzqzKYjZswNNf6AtKcNKeDGSEQB6Sh8E0ISd2gkQ/XUbUFc2Ct4I+hA+VyI/BhCG1gdxDiQACAOI7/Z/03yiekoI7BhARfGZ6ybED0tHm52dbft8QB+b+uOGihdrKH9lHnhae2w7IHYD5zvNzOfzzM7Oks/nY5FV+ZAfnVnj08F2a3Z89ykZLQBo4dKNywCalULv3Tnc4ixartYmRKtgx++rxOsxBICe1ocbdUO4Esa64a35S1HVA8B4PLev/qRuylqz/V7mFp2EkTb2QVzQ1Ms3NFR0XpbjIEb/8z0IMdYyb80u3I+1rh4YM3sTPQDBUgD1o9YyhdJMcPXnKaUUxvY+zNzAhFt0jIeFaBV3i45hdpsT+hYDpRRysTbVKFw1ALnw68nwj98BsF54fY+wUodXxbsviFUrRxjiiLUruQcgvCORf8mTjbHGc3zOv/ztlJIBelcv9uBrn7iTL+7vBLERSMt4Wz1gZ5OH9aSOihR+2ZsCzjWDtjhmrb2v/GLvfTWuiKZ/qPk/nv9vKqLmhE9fGku99NZps38vzJygdrMq/bJ37CFqwsOJHZYBzcL0ncx46at1iesQ76aeSrRXxde86WDpPqribnPC2rW2Ks6Ml75cPWe9vuBtq8/+7BH2BR+uXvmGAPXVPNLOaD2dTfeGxvbEiNl9794wWAqQtx9Bb9gBpr07NrQ+BDYKX8lo4UG74//d/gYnh8AILXgHZgAAAABJRU5ErkJggg==) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur246380 2.1333333333333s linear infinite forwards;
}
