@keyframes rwdcur193152 {
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,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFV0lEQVRYhe2XWWwbVRSGvzuemdjOxLGd1MRpk6qhhILKDmURBYGQCkJQBJUAiU1sNQ88IAEvlSoQQhAqIVE2K2HfeeABhBCL2MUWifIAVOyqmlLXjpM4XmfG43t5mGlxUdoEkkeONJI9vuf8/5zlP2PBEpvKpAGs4NIAD7BFNlee67xYQuAoEAZiQB8oHcSx/mcKoMZB7BTZnN3upy8R+BBwKrAaKIHaCeIsYD0gQZVArAT1PPBTu6+2BOAAKwKw04DbgStBbQb6fQwR9s+IYZVJm+3+i86AyOaYvTGVnKh4ty6LaHqnEdLKrhxORTUtZIjB2Vpz7ZSt8CT2cML8EL8nDtiiMwAQM0NfR3XxrhAhTa3YQOL0zVqoQ4eITnc6qg31R7TlVigagB+UgaUqQd+qbuODLkPttibfJ7zzKegQgPIPWSFsT0lQdaCvvQyLJiCyOfA7fSDcGRqkS4eECZYOUQ1qvTjWpfw47cgALwZE9/v/6x5QmbQe+EnADQgkEdxNVAelwJNgt0CBM3wxttWD2wIQHlAAdJVJI7K5hRNQmbSGLy7tNZQqk459m29cm4xarIpIX1mkojlwFZ7nYUuwUyv5Kud4FwxGxwMSMiD+rzLQBq5MEElgzY5C4ybD6LrwiBMvx7US6PmfsY9eT6NWY8/729lddum5fhuFegvADWIdEKMFKWHw9Mng6yC+6Jw5UWkeb+odJ0fO2ExYNkFo1I86hVppmreeuJdl2uQLwK7P8+bWYmXWfvmi1AB+2Q7I8kIzsP9cGF/t4jN265xk2BgyV5yL1ECGY6iQTnV2hte230u3zI9uOq57G7Dvzd8Lf+6uyBGgLLI5d67A85mHr++rQZw5UXHPGegyhxCKZrwfL9kPLQ+nXOKd5+7Bqe3dfsu65DagJLK5KjAKvPZP8HkJBB1v4tesF4S1o2CvMQ3r5MQx1xD2bLxlK1GaTrXZ4tM3srTsfHbLuuR9QQjZFm7ObXhIAiqT7sef2SCQqn6xt3FF0UtceNq19+P2D+LIFvrsFI2pST574UEiauql246Pj7SB23NHn4eAyqTjbeAA2uj35ZuMyBGXnX/XIxh9y5FOA6M8Qz4U5r2xEVJa8blLh60R/HJJoCqyOTlX/EMSUJm09vFEvQ/UEIje4Pfi0z/MXl3S+m69LrMVM57ANToIOTaNyX189+IImpN/4soT4tvwx2wa/wVkPuy/CQS1toDwH7PNXwe6Qu+sjpsShPd7yRmKWakzzrvzccwuC6UUml1nsmHz9bMPsS5R/mjtqvirQB2/y+dN+0EEgmUSw9fpwXiHpiOMTban9jgtKV06B9ffuBXT6iRUKWHkd9FoNJh6+zEicvqZtb1dY8Bv+B3vHQ7sUBmI8vdSioV1oQ0OnEJzaseKmKlhrtlIK9yBV68QKhVwyzPs/XiMY7qdX9b3dT0NjC+k1ocj0L4Ry1VXSfe4DajiWtSebzClg1sq4IU7qXiS4idjWKHGeG/E2CKyuS//K3A7gYPYGyGB7IgSjnTinLQJNzUASlEQHYw9/ABnd5de2nik9STwx2LB9xNw8csQA8x83cPp6Yf4Ml/detKUajVG77yZ5ex9bOORiUfxOx2VSWuLST+AFjROFX8KqLoKJSVuMoXTk0YaJrbrIp0qEV1McLCiLQocgvoHo1MC6pYp0Cb/pDlboq4E1ZYkmuzh4q2PM+NFR0a/L90Q+LoLnfXDWbsQFYHo7opXfP3RO3pztZbcVW4xUZEkw4JuU3DJUESbbLBlfF/jlXV9kelFo/OP94Hg300yIFYV2VwxuG/iL6UUfqaml+Lp/7f/DeAvIQIpqwscNfQAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFY0lEQVRYhe2WWWxUVRjHf/fOvbd3ts7CdJlS2yKgIwHjmlSFRIIvJhLRFwyyxAeSwYBLCJIYjUtAfRAw4cFJNGrig4mCJgbQEBMJxOATiwnIUpaydNqhnaWz9M7czYd7q0NbbGV8MfGfnNyTnHO///9833e+8wk0ADsZl4Ao0AxIdUsWkBdS6cx0NqTpNkwDFQhMYUcEwnYynnXnlpBKG1MZEBpht5PxMNDuCvDVCTFwvFBzhwRowBWgJqTSf9po1AOWayMMPAp2BISrQACsFhAugNDnkgMowKCdjJeEVLr2bwgoAeqYYSbGDN6PBiQRy2KwaFh+WWSwrGPaNpkxyzqRqQ6/dH9kOU5IAnYynhdSaUtshF1IpS3A8EoetaSbP2ZLJngEYvOeFH2dS8X5rR1iIhYSex96WhIFIYoTGlwRvvHJbcO5BbYK5LuC8v6ybhzABGnoJzzFfiCLHVqEGe5AM22AbN3vItxGCOxkXMTJfsX9ijihCEii2ElQAt0E4wrYQczQbIxgjAt5wwIqdaasfyzATsZVoLWOuBkEH6Ccz+trZMl7r8lCPNoJbN89GG0L0TvmYxkWbb5JztZmLMA9dQDowIldDSeeEtBzo6JvFkRvIrI4CbkrGLF5VDsXkIl1YZaLtA+eZ8lsVcK5sgNAZbwuTCvArXbN7gjz150XgbvO5mprwmpTonPRcsy2LsbauzF9QQbFJrZt3khvsMgTq7eQqZiWe+q8m7zADAqRW2zG73qrO+8C1N9Hqs+X7MDjdy99ATkcY6x7AZbcxJBW452N6/GXL39gQ/+IFfp43+WsBngn2v9bD7inn1jdooDvWEZ7JqOHHn9o5RbU0giVth5MRSVXyLNiw8v09V14F3jL+TWrAbum4pguBPWZo7kjdi5XW1MjuPjBla/RNKsVbVYblqxgnznO/k930Nd3qY4cgC+Ab29HQP0DEgCiZ7LVNYrsX5xYlkRqDmFhY/hDDJkCp7/6kFxh4KMJ5OMYnYpgJjngw4n/nQculTYgR1c99tR6vJjUWrux5CbG8lne3LmTT45fmHjyaTFJQN2VU3FirgGxI9cru4aMyIol694gpOWRMpfQW+ZQUPzc+P49MsXCnmVd/pX1GT4T3BQCOxmX+kf1Bd3NsoiT6SIwuO9iadOIHVux9NUdqE0ywsUhbFHCGr5G4dheylpx37Iu/3ZXdGUKnltiYnmK7j5ROPLz1co6sBVg3ukR7f2ucGTVqt6HieoVhFoNPRqn7I2Q++0b2tXqld6490vXU1M2HTP2AKBYoPQVlVdaR2qx2QFpcYvf2xNILEfu34t4UkWb/wijtoeTP3xOj2/scKe/6RDOWzA6/sY34gENoPfFDzlbkFcXdKXHe99axFgnemItli9CtVigf882wp7CvkS06UvgFHBGSKUH/ik5TPZAtlSziXXPIf7cVnyjQwjRdgxvEPxh7IE+9F9206Jov84Ne/fjtFgnZtJ83go3eUBIpa1c1UI0DbyRGLJHRE6fo9raycCsLs4d/RqfxxiYG1a+Aw4BhxshnyTATsZjdwQ96F4/gl4FQ8czch598Bpfvb2Jvmzui6AirAT7IJARUmntFnZnjIkhCM9SRVEqjVKLdaAHIwhzH2BYCVIolyh5rPMgDLt7W+1kvNKoiIlJqCYiMlZuGL1SpiKrjIZaUNo6WPH6Lk4VvNs/O1V4tn5/I+Qw2QOGJAqjR3evbwboLxocuV6zhso2vR3O1tMjbB0oGQc7AlIJpzFpCDeVYrcMP4HT+WjAISGVHnTXOnFK9DhKQip9rVEBN3nAreMH7WTcJ6TSE0vqNZyuSHXFTfm6/Y//HP4ALKMYKf1k8LgAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMklEQVRYhe2Wa2wUVRTHf3dm9tHt7rBdaOkWaJHSSgDfyEtCkIDRBIkxQSUkSOKXJYIJCShICF80xAeJkIgrCGkQDQE/+MVHol8EhahBxAdU5CHlsW1pt912dnZ3dmauHzpgWVCgLd88yeQmk5zz/91zzz33CIbAZCKuATEgCphAq0im7FvxFUMg7gcmALM8AAv4DTgA6N7nAmmRTKVL/ZXBAniiU70VIAjMADkHqPH+x4BamYhHS521IQDQPREFqATGggz1Qcn9IIKAH/gLsIHuoQYwCo7rNqetDeOjfr/tSrfguBhFSa/lzrMcSc6WIDBmjyqbLxPxkEimzCEDEMlUq0zET00aHjA0TcQQQnGHTSE8bgZx21IUowsrGCF1cJsOYjR9mbgKMOAakIm4IhPxsHeutqbIA1bRbbcsh0K4GhEM48t2o1kGgd7LdOQcF6gCpspE/GqcAQF41y5KX8HVgquDYliOtIVQcKKj0Dpa0M5/i6OPxN96hPsqAxrIav65roPKQNjzVYBqUMK/XM5XH+0qqzEffJFgTwpf84e44TForSdAXKI86gPEo8AIIHQl0G3XgEzElX5+GsjQ4VT+yU47Om/64jUosSosvYLiyHpsI4Ov4yyMXkT214/d4WVqO319Ij/YDFwx/fdOa2V5QF8466nllJWFUMwe7EgM03Y58vVuvjj8FW2+KKms7QLHgJP0u4oD6oQyER8PTG5OF1b1OOHZE2cvwVceoRirwQlFSNvw5ebV1Ggdezrzzokz2bLXdcWwXp4SawBaRDJ1NdZtA8hEfATw3Olua4nhhqaPm70MdWQtUqjka+7CaG/jj52v0Nzetu2lByrWAcriz9uf2dvivAFUlMYbCMC8NtPeUpT+icOmvYAvEgXXpTi8hi5X8PP2tUzSjUP1Uf/zIpk61c9VB3pK491WEcpEPHSis7A+FAhNrBk3CyltMpNnIooWuYvn+PGDDVQo3Z/UR0MbgVMl7teJ3xTAaxiKRz/h+9bcelR9zuhpS8Ep4EZiqNle0maOj97eyISyjqa5jZEtIpk6fqubuiGA98TWesJBYPTJLmslqj7r3ocXoBVNnGg1hXg9mUyGA++sod7fvuvZRv0t+l2xAQFsm1kWA8Z5wmGg6kJvcZXphu5vfGIFQlOxQhFyY+4m09XFgS2rGeNP75vfoH/khbjuzf8vU0t2rmw92pMKqjLbUOE/D8SOtueXOkrokUl1E1BjY5CBcoRdxDBz7Nu8jkqlo2lhfXgX0AqcE8mUMZgMBFWB/4IZXPvdpVwYqDUZ9tjcxntQjLMUq+pwfQGstguc2L+Rsb6OpkWN+vueeItIptzbEYfrO6EW8QumrdjMaSOwIsewhQ89vQoiIyk2LMBVNcxMFwf3bwW7a9+iRv1doGWg4jfKgBLyCSrrG5m7/E38qsAXCJDTo2idFzGyWb5p2kSFkt47r678PU88PVDxawC8RyYUDSiKmjcpr6xCIihqPnBsTMPgUNNrlNO55/Gx4R3AJaD7VqffmwLgPbGTh/tRjQwyEATpIqwCPVaR/Ts2Y2VTW1+dGtsEGIA5mJ1fA+Dt3g+gCHD8AZRAEGwbKQT5rEk2l+XTPwvH1v+Uah2saH9TStb87uNZtzuo0+sLYqKQt22CsRFM3bCdFl9sJ7BsKAEEXM1ADGDRZ21HbJeqoCrwqVB04EzG5YeMvOKTB+r4l94+IAAPQsc7hhJz6Su2QZ/3jax/HzDoG5dKxXvulDjcYB7wJl7NE7f6Ty//252wvwHmhQrpPiHdCAAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur193152 1.3333333333333s linear infinite forwards;
}
