@keyframes rwdcur7625 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuklEQVRYhbXXT4jVVRQH8M/vMcQwyGOQYQgJCTHbRFlK/qFicCXiIncyREi0qFYtW7Rt6UoEW4kLF9EqItAai6CI6WkiIjJkSgRN0WaSqJ2nxT2v3uj78/v5e57N497fOef7vfecd865lZoS5Wc/DuF57MA87uEubuEKVip+qOu3qgHcxTt4G3/hAnoJuJFqW7ET+3AYMziNMxV/1yUzDPzN4I/gXPBsA7u9wUfBerD8MMDzwadBrwnwCCLXk8xcXaPH0+h0lKtsJcFs3uBqlFCNVe4m+PttgYf4Phl8F8yOU/okSvL018tRMn1aJM4HZ0d9fD24GjyW6xNBBFemRSKYC9aCV4d9WA9eGNh7IvjpEZBYCn7elF/Bu8HHQ5T7JP4JDk6DQPr9IjgxuLEWpcoNU94WvDIt8PR5OFjtL54J7kwToAaBTha47R2ltn/ewHh3cKlNTlSlf3yJpY7SWHoN7D9USH81sbCMlx6e6+BJ3G5geExpRLuVm6hXYh+U29jRUbrd3bpWFb/i5SSx0qLbbaA7o8SjkVT8FuypGhAfIjO410kmjWN5P3gWsyZ+tmKjo1zlrqYE7gfHRc0ScydudZRsPNCGALZgUZkd6pI4gJ5gexaFVr0/54ib2TvOTdCdC/78j2gOC0faEEg/i9lyuxP0lqOEbNPG120J1JXg2qYDZ21eC44+ArC3goWB9WtRxvcHFA8Fv7Qsr8PAI7gRLGSerAd7RxmcDC5OYxhNf4sJ3iexOnbezFB8lmP0tEgs5L/jTiboRIPZHE4vDcauBYFtefLztQ+VN/FBxuv4QwIL3gh+D96bePIRTvbnQHotp+YtNWy6UZ50N4Nvo7TtkTLxcZpOjyiP0yV8j8tY839DmsfTeFGZrFdwqipTz1ipRWCASBcvKad6Sln3n+c/Ks/yb5rMCP8Ch+MwcODe0LsAAAAASUVORK5CYII=) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBElEQVRYha3XTWidRRTG8d+9lBBCCaGEUkIpUuIHIaiVoK0olq5qdOFSihQVN7oQly7cuuxKCooLcVFERESKYG38qFYkxlqKSAktLSIlShFjKyIu+riYiV5tbu57c+9sXt6ZOef8Z+bMOWdaGraUz14cwB7sxgRu4Bou4gwWWnzbVG+rgeFxPIdn8Ts+xFI1uFqnbcM07sNBbMFRvNrij6Yw6xl/JlwNb4Y7+5CbC2+HlXBoM4YnwvGw1I/hLiDfVZixpkI7wuVwNGUrB2phtO7gYspRbTh5PPwYEt4LI4MCdOg+Er4KoxtNej+8G36tEOfDziFCHAtvdBs8HM6GkTDTAXE25boNA2AsLIfH1htYCfd09M1VX0i4EKaGBLE//PAf/wovhHfWmbwz/FwhzgzLJ8LJ8GRnx3JKlFtv8v3hlwpxfEg342BYXPuZDZd7CMx0QLwV2gMCtGuA2yU8H15rIDQXrleIK4M6Zg1Oh9tKYlnqJdDiGzyiJJ8pfNozsGzclnBXG7fgUhOJFp/jISUR3Y1zYXaTAJewu61ku2tNpVqcxoP4SQlSJ8MdmwBYxXhb2dK+WqsY34PPsAOnwkyfarbgRruS9H2WFeJhLGA7vuh2lbu0bVhtK+d5W78AFeJPxTE/Ulb0eh+OOY2LbcUb920GoEL8haeUHZlVgloTx9yHJWFXDQoDRbhaR1ytceJ6yu3qNncs/PbPbtViYX4QgKpnugPiSrocbTgUTvy/49SgAFXX1hSHTE1kNx1HSvyY7+xo14T06JAgRmvGS60rpjrGnkgp328SOlDLsUHCa6e+kZrCE74Pk9VPVsJcN6Ej4cQwUm7Vt70aX4NYDC9tJNAOH9RMNSyIyZTa8nJKTdhTYDSlOP04TA4BYKqu/FjjRdWdeLme1+ObNCw8XW/Ciz1X3kXJ3upI51Kq5q0NZMZTnnTnw5cpabtr6/k4rUrnlcfpfnytFCfL/k3jE7gd9yqV9QJeafFJL92NADpAxvGAsqpblf+15/kF5Vl+up8X8d/kkGtTcLwplAAAAABJRU5ErkJggg==) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur7625 1.3333333333333s linear infinite forwards;
}
