@keyframes rwdcur76509 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 10, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACg0lEQVRYhe2ST0iTcRjHP5vLbSy3JVRCMyNWdJgUk4JAcCCmUHbQa3jqVhGCXoxCGjEQkUoCQQ8mTadIgqJIF3cyqXWIDhMMTHOghfputD/s36+DaG579bVLl97P5eV9fs/3+zy/5/eAioqKyv+ORi44xAvxQ/eJX9mvnDj9EZMlhbUczOfAegbMZ8Fqg7IbaNbfIaQ1iKyCFILIN5C+QzR8jO2NqxzX2jmVrqKFh7K1tPkBr2FWbNXqaEsPaTqz85pQ/yCxC042pZId8xBIKzvFYecrrfwpvimVELvgJNQ/SGd2XtOWHtJs1erwGmaF4ji6L84LgPa5t7LJfY12MV6HmGkh53ymBTFeh+i7dV5Wt+u36y/LojGs2OHL5/fFgNMgfDW5DfhqEANOg3jVe0/RI7/O3hNsFMeUtKxdqWdbV44Uyo1LIdjWlbNS2aDokV9HC+AmInyOBUVxl6tRI1U1Ia3mNbAKUlUTXa5G2UXbj8+xgJvI3hS0ABmSuPTGguS7b3oLRmpeDpBO5t40nWzAvBw4kt6lN5IhufevBciSJhBOFRgM3HlQcKOorR4r9pyYFTtRW/2R9IFwiizpglymTEHRPjepuESvy4Zlcw6K76d9blJMmYLyS2hJ6anwJA41cDd7RSZWKnuWiZXibvYe2kSFJ4ElpT84YbpoSYw6/KJjbCTHqHV4Qniq/aLHEjy0QI8lKDzVftE6PJGT1zE2IkYdfjFdtFSgL3ijR6wJlzHO5OUvnDQZSWzBzcVrvI+baMOguOXdJMR1Y5TpSx8wlMLPaJzbnyvxx408w1agP9DwCetCi44iinmMWbFwPm4iIkOSLGmeUvbXehUVFZV/xm+9aAfQdEaumgAAAABJRU5ErkJggg==) 15 10, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
95%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcklEQVRYhe2Tz0uTcRzHX8+2Z003HmbZEKkITPKyFIZeBon4D4gdxEvHiEBFNPUgDC9ieIgaZEgHCTyEhheZp0Cjm5dICIUxYnVwy9zcdLXtefp2WKxtz7PNLl16Xpcv3/f38+PN5/v9gomJicn/jmQkvryFiF91cXY5j/OGFWtLhu9uSCrw3Q2nCmTc8KoFaegQ0ZgEVwoakuD+vWqHjZyFNZxfZTyfT7n7wbiXpVIItXpEut1HzL9GYCUrTc5mpERsGFvKXizuTBaaQ2F1Jv80t6XsJGLDTM5mpMBKVor510i3+wi1ekTdcbzrWjQMevj0jQCYC3rF/DpiJkRZ3EwIMb+OmAt6RWn8eeoXJ5CWl8RBp2ZobHG0XwIIjOxJclxBSZWfKymQ4wqBkT2pNL6Sg06NtLxUZqJo4KhjgX1ft6GBUqyqi4ZkudaQLOj12Pd1c9SxUKZZAFIsi7BrqKrzUo6ig2Qj5Vo2UtDrsTjaL4VdQ6RYLk7BApBDRda2dQnTj3d0dyaf7aFWGFAjBf1c+do2OdTi3gKgopGQBnQFHo336ibiOnHhPi7X3McF/Tz5CWkAFYO3Fr7oqP9NgFVvk2HcqrdJVHv9tfoUH6E4ybPZM16zwIvBAdEczRieNUcz3NwO1my+2TMuxEm+ekBEsYmtPr+YmN7QGdltmxL7jrGaBj86RsVu25QuZmJ6Q2z1+UVYsenOdHf0hScie2mGT9ceYLXukLHc4fZ7D7ZcHgf36/6SHzwXql3mbVecxp+v0bRerkefceHbAlcY0+VXLXhIUNiwYseGwr26jStJsSxyqKhotDDy1/kmJiYm/4xfn4D5BY45rmYAAAAASUVORK5CYII=) 15 10, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
}
div.testarea{
animation:rwdcur76509 1.3333333333333s linear infinite forwards;
}
