@keyframes rwdcur226984 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhb2XX2hbdRTHPzdpa5p08Q9d6kAdEger2wRpFAeum+yhYd2DIsgeygbOOqUMKvVFavtgHQhG7IvM0iCMLlALgg/p1iijdisqzjDYVieuc9Rs1KRZV7suy12W/ny43uze5Hfv2mzm+3Lv79zfOed7/tzzu1fxB8NCVZcAuDLeqVBhOFR1iUPjn6Jml/AGuoU30C0qSUB54pV+oWaXCP10mKvc5pPA2wAs/nqoItmoujLeqXgD3eIqt6Ub/MGwNCOXxt56IASr9Bs9crgbvT8YFrub9kgVoyAeBImCAb32xc7dbqdUMZPJE40P33cmpMr+YFi0PPcG1dUO3G4nD7nM29SsIJPJk8stEzs7UkJiS8vEPRv5XGy7AoYS2KLKYO/OygLWHchgJOgofugPhoVPtJqFNk59otWyUVeCEgJGROPDjJyKmDIw9P1RTVYEI4lzse2KVRm2tEwIY3ZMBIxGYmdHAIi0JRk6rjkcOh4h0pYk0pYkGh82GS63GUuU9BKklFEAHjv/LqBQtWmGlDL63xrmNx8GtBKklFEpgeJoi9dgUYK55EThvnlbK1vV+gKhrepamre1SvcWw1gKmXNLAjqmexsIHdzP3hofF0M1AOyt8RE6uJ/p3gY7VYqdWvWF5RwAOP3+LI88vl5qfOHvGV4IrQPk9beK2LYJdegG5xNT/Hn6GKnLU4VnqcuabD4xZel8NZAqn/nYKQD6o3kAeg7soa5ey8RSeoa+Ae0N6NytjennP8yXTMLXd73I9VSeR33Okus3x36xn4RHZ++wsSnLax9UM3ctR99ALT0HtEOpb2CY4HvayTnjcnDqO6c0Divn11N5+wx0dQixsSlLncdJrcvBrewyAGOfa02oO691OZi7lgPg97iLz75QTK+bLDAj9AyYCOjOASbjWYLNHp5cV82FaU3W/mYtg1/dovEZF4nZHGMnb/Jyk0tKYqWQNuFkPGta13m0Wq9/uvGee8sm0NUhRJqFsgxOxrOkWaCrQ6z6UCo0YTqu0N/7DgAt7YM0vpoGIDGbK1Eyyi58W09ssB2Azo++XK1/+++BsZM3Tesdu36875QXw9Q0+15CABz5bSdP7egxbUwm5wBoaFhrkv/1Qx/7nj0BwJGf5XPFDqYMFAx4ER6vF/eahwHI3PgHNfEHAB6v3yQv17GUgC0ufa1dNwXK9SWFnLl35+q6efFE2RmQKm72IjasMY+Iize0iSiTn18svwS23wOVgGUP6BHruBvlckV/Xv93/AsIdaMAIuItTQAAAABJRU5ErkJggg==) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur226984 2.6666666666667s linear infinite forwards;
}
