@keyframes rwdcur163017 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACxklEQVRYhe2Vz2tdRRTHP+fM3JsqIkVKlkFNkz7b2KQgLroUuxN/hSxCaWrdRAVXpfg3FFeCILS6kKItvBhXgn+DlhCeMZGXGmsXLlyULgIt986c4yIhtqHofe+l6abf3QxnvvPhzDln4IkG0PcvnTiw2Jp6ZhAPHeSwKO+pygePBWChNTWSzU8D0+3W5Pi+A9RmF8Qps7m688nC2NT+AbSPTL6mIq+KCgBBZEJU3ujHS3o9sHhk6oAGabv7MAjZHFUIKnfcZfrt1aXNXvz6yIC/b9mGHae2jCqknEnZDjr2Ua9uPQG0x48/n91OI0LOtnXYnbC9ruv8ztXRidYjA3A4L0gEVt35SQBVRYMuB5FlM1dVuXBtbHLvAb4bn3xdoHT4+N3fls8F1TVVxXFw1qe7nfmg+qHDPZf8ZlPf2DTQ8O5MtzO/Q65CUCFlA9/am1nvLAFLV8deHtlzgJlu59b967tVTRkjMSi6q5dm13+5RUP1P4rl31vd+3ZpnoHdGgoREcF95wX2FwAMd8Uckuf9B7hbJ4oQMPfHkwFFSGaYOzZAETQuwi9HxofvXyfL5JwZ0kAhD9p8O3rsgdj/UuMMCPLK1y8cPaUiX53Z+HUF4KmiQEUQDQB8MzrRym7nsvvPwEIz34a6dvgYyfxyle24uV0vQ6yi6kkVQYXryb0SOFnl3BXh7NzGmu0pAMCVF48exv1KMtcihJ39ZBkVpQhqOPOzv690mnr2NIjObKzeKENsP11uT0AV6pRIKVFXNSnbD71cDn10wb2ULlVVdQrkOVUlxrBdB7Lp7p/36tfzKD57c23T8M9Etj4kUbYh9Iu5m2t3HjkAwPxfGz+WZbFcxEDcasGuuS3249X3ZzQU46dDMaaoaoXqxbk/mlX9boX/D3m4Fm7/ffutg4eeNfc/Z2+sNOr5h2mAzwjqbJeAchCPJ/oHXK0ZJwB6f30AAAAASUVORK5CYII=) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsklEQVRYhe2VMYgdVRSGv3POzHtPWRcrSzUv8qKzJmZFUkuwEBvXyIJLcFOkEExlESxSWoe0NskummQVWVl7K4tgIUSXYDbLEhdBCUGsYty8ufccizUSbZyZJBsC+au5cPnuxz93zsCjPMxZqaarlWr65bthSOfDX9hPiCwIDCJ4963LF1MXjnYV2Mo+kz2qCIbJ/Z2unE4NfDbaNwks980mcwQR3FRk9u0rF39ry+rUQN/0/UJ1EgEJoVB53IwPurBaCyzveamK4M1CIbkT4iTPQLy2MjX9yn0V+GK0j4j4kAhNyZEIVLYh4zpT1/n40nBvcd8EgBngeUTwiCQBgqCqSUXI2Z9VpdWFbCywPNr/JHAsYAM4YSJLaoqIgMhXKnLcTNdCOLo02vvUPRdw/KDCRyJ6+NDa91+rqZsK7k5k90NXfvhmdn31SIicIOJgU27j9zW7vvrlneutcaJXGqaK3vExz62vXgAuNOV2HkQBuMf2c3SltGjgv+kXBapCxLbMjguA464EkCLvvMCfdaI0wyMeTAOGUOf8913wzgKNL+Hpp0dvnHlmT3V7Pc6ZcKevRs/sn32fDqdG53ZPzTTlNm4g4LvS7POzw6nV5Pm0iDAoSwQQjKXnXqw8OJojDuTww025rX7HZ4fV/K2UjwVBz4obKjJhKqjIjRwxIUCd88L8T5c/bspsNQcczg+KYrNnhqlMACQP/rg1nqjrTMC10myxDbOVwPzVH5OqnDTZLk5UqOuE50z2TF2nU3Mbl7baMO3/t/w7y79f/+X1wRO76zrvSinT65WUpSEi3x7ZXGtc/e10GsUhnCpKu9nrFyBBBOPS7GQXVieB9369er1XlAt9KxhYQU/13NzGpZ93TADgsdLOq8hmjrjmwmJXzl1lcVd14JNh9eoDOfxR7lX+AoZLCowdQnGzAAAAAElFTkSuQmCC) 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,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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:rwdcur163017 0.66666666666667s linear infinite forwards;
}
