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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACh0lEQVRYhe3WUWscVRQH8N9sNtOdGNc0LbXaYE2pKbb0MS9+CcEPMOCLX8E3mVfxG/RxP4JfwBdFJBS1FKS0lFI1TSWmul12N5N1rg9zU6ow2anJm/nDZeDOf87533POnHMT8zCYQI9kjeRtrOIKztX7RkhR4j5+IewQtqOFqTwrm8x35wqggxW8S+iTbFhK163Et29YFvAbnrvooPyWpMKQMELXYFLKs2MJWCV06PRx9kUMLuJMZO3iBzxxE9MoadTGeFss4x0X0hUbuPyScziP61hYXFan5PBwVVEU4TgCUiyRXJCll6zhUgPzTSwn8Zswxgxl8fDzpMl4mxSkGJN0LajLrgkl/iwr7JLsEcZNuT9Emwh0MMQfzqlP2YR74HvCI0Jj4b2qgBjKcFdXXQlNeIY6qiN1IZ6AgDybYo+wHR004zKEa4QdeVa1EdCmBsiz0mAytFfet/XjF42855u3SH4itDo9NFbnPzCYdLFCclX/zMc+jPtbW5/Y3LwFHuM7TMvb+JJqV57N5pmem4LiyqdB/SdMSfrSBuJZ/AVGhC76UfgxBRTFwkvcJf0G4utx0SHpR34aZ8l/F4DqhXOueusI5iroEc7XT515PtpEINTOk55e+l5jCuB9LKabJF11gVdxHUvAoroP9MzC0eOlIqYo1ozZSXTCbhyvldnBPUenNAoMJYZFUey3MD4XM0JFMsPMxhHMUt0p98MdeTYuWvzmbTrhLIqYWktveG0O//f9Uj07WqHdfSDPxhhZmMP7FXylHsMnKKAWMfQU+ziIe/++6W1D+LrtHKBtKz7EYPKBx3e+8fA2Ow/4+S4ffcZ6Wl9Rn91cl2ePXsnmKU5xilP87/E3c0rBGJCoEEMAAAAASUVORK5CYII=) 15 15, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur144181 2.5s linear infinite forwards;
}
