@keyframes rwdcur108209 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 1 5, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 1 5, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFsUlEQVRYhe2VeVCUZRzHv/u+e7G7XCsusqyghBwph6iZJ46CRyBheCRZ45jmPXggWk3aTDlOnmQmWXjUeOSBaKGI4hloA46WoiJyLsu5yLm77PW+v/5wYCLT0tR/8jPz/PO+88znM8/83udl8QSouqvE0916eJpamiwNgP1J9j4K5gnk0khn2cGhZKpI8pIdLxqnVDyLAMG/ECtUUgkfJqa0SSLjeKXIiJ5+EvTwQqFVapviss5c8NwChvv4T46B8bMGoa1+lNA0cmCIAnKlCeRigyTMCo5BcyVL0/rEcKefeYC3h1v8Ugl2j3uFEbt72sHzIjhGtKFKwICVWHCRxGiSKVBcb+S331+7hhrmfc5vlDzOJQagAqB7KGDRwsUpmdduKW3+ISq9q3u9TeOnkvHWkatPrGfm9K2GNVSAHJEFPZUcVlbK0E4yVNpfh9EwCkaeh39dNKLKS1NzfczLL30V2QrAKzBSFO81gHf2HcwJzW0Ic/Jg/G6fZrRZG+wjAPAdAUIAyDh7TlOVsDmaCxkJsCx4hoW1MA9fe44AGXJhMtXgx/YREOgXQm+yQtPcA915GcZUGuFWdQdCcxao8nKMqqyJV3VXrazX188fHM+vChhDkDgwcHDlYdADd86Tps8wXLmXiygADZ0nkJS0Ktapm1t6iqUbqiKmAmIZmOY6MM16MLmnIMvUIHFOI9yHTYWSrDDqLbizaWezxMJJb9Xk77e5S8/cuv57UCmnYwJ92eC5b8HNRS54zVEF5Afy8B7Bo70ZMLcC5flCPmWyvTcAbWfA3r37xg4ZNvR4XkG59IP9P8EYFQ/xb9fAZweASA3e1ggHPgseE9UIUYVDGSBDkLkIzbcvI/P0CUOUtPGGp6C4nzMrdmrw5jFjlhliIZCVz+CGlsH9CB7GFiDjE8Ge6kI6YOf4ywAMXYZw3dq1sf3DJ6StOMYxNft+QIviJniHA+BE7pBxtVBw9ZAZchFR2w25mu8xT0jwLD4DF4UAnpEC+LvYUGNiseOODGyoFQviLWgzs2hsIWw+hNbzBTDXFfPTeODCn4ew8yKy2Oy1vVROzb5yAXrNTITCogfK3ofEmAd3YwYW6ERY2BAHV6ihLveBR3EeJnEc6oyE9F9Y/NoggpARIM7XjOBaDoUVLPZkCgqGvIe4Qz+jd00x7/5XeecQAgABTkKGkU0Y1wvf6KQQpSvAaU+CKy+CVdwLjoZYOPLdYWVNGIyZyBHI8AY2IZCRohvjhTxdKziNHheDPmq8dObU3JLVeeFyB/Ky2flsAK2P+z4BAKmpO2PaWlvpnt5M0SfaKXjGx/Sg68HqLe5PiaJzFCtZSwBL41nQdRFLCaFv06DdFbT/9FWKjp7YrvZQh/2j7FFU19QtulpQ1LRkl5b8hx7pEgCAlKwLqdlXCQCJ5IEUGLqYBiz5lrJKraTT6WjZssTZTy0HgKCAvsLjmWfO77huIdfgbJIxDg9FACC5Uz9Sz8inAUc5yq6wUWlpiWX9ho3BT+Ps8je8WXjLrispuswZjFB6iyF1dH5og9ixPxRjt8ErNhSbBxL8mDrrkbSj7yatSLzxnwMAgISSNoWwBYI+/cE4R3R55yAPgHrid1BPGY5Pw4Degmprelra/KQVKw49jfxvAyQMqsO95bUJ04WQDPLpfC5VDIAyeic0U0KwZQghQFBlSDt4+M2EJQm7nlb+SFavXjPzWM5t8pudSgDIwTGQNHFXKPSwnS5orVSlq7RtTU6OfebiDiJGR/hm5+TbJn+YRc7O4eQVf5FGHbNTVpmdyisqmpKTv3x+8g4OnTxrnLWjjHq+k0uDjtrogtZGpaVltHH9puHPXQ4AGRkZxsNXqyjypJnOam1UU1PdsmVL8tgXIgeAlO3bR9+9e7dEq2+le8Ullg3rvoh5YfIOli5PVJ47d+Fw8tZtI1+4/CUvecn/hj8AGuuHYkoyHssAAAAASUVORK5CYII=) 1 5, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 1 5, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 1 5, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 1 5, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 1 5, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 1 5, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 1 5, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 1 5, auto;}
}
div.testarea{
animation:rwdcur108209 1s linear infinite forwards;
}
