@keyframes rwdcur85615 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGvklEQVRYhe3Wz28cZxnA8e/OzM7MzuzsrmfXu/basZ1NnJYkDWmoQwmlKpGAgmgh7aUgIXHvgVOvSPwBcO0FCcS9B4QahVZNK0hD26hpG1zyg8bYsde/1t717s7u/H5fDmkPTZ04FBAc+kjvZV7NPJ9nnnfeeeGL+B9H5nPcowDWx0MDhoAHJP9VgGEYM27Red7I6qezqlKxDCOvGrqWpPHQHwzbg2F0ue95L/aD4OJ/GlDaN1b9pes4z03sm7SOPvwIs4cfwi66BFGMTBOGO9u89/abzF/5QGx1tt/Z7PRf8Dzvwv0A1HtNOo55qjEx8caB/TOPP/3cT7L7j38dciUGQYjrugyHPguLS6x3POqzRzn5tVOZvK5N+judn6qaavQHw/OfG2Db9hP7a2NnT8x9tfyVb36XxdUWC9fmKVvw42d/wPHDs0yNVzj58EMYxPz18rv8o7nB6NQBJsarmUF76xsyQ7XvDc7+ywDDMBoHJutnHzxy1B174Dg3rl/HURMOzUzw/aeeolhy+csbf2bh9VcZoDD36KPEQR+vvclKc5WMNUJttEzU25mL4yQc+P5d27ErYN947dfT0zNzo43DrCwt8tDsNA8cOsDU1BSVShlVyfDBmxdYfvsiSrlCqTxCoTjCwYMHSUOfjfU1sEpomRQR+qd7Q/9iHMcLu+VS7rxQyuefrrnuM85onVvLyxyebTAzPc1Evc709BSlgoNjW0zWKgghGMnnKDgOTt7Ctkymp/ZxaP80iT/AqU3hFItK1S0+f7c38FlAsfCjfMkl1QwmqhXKZZdyucREfZyJ8XHKbpmcaUJy+7NP05RisYhtWeRtm2q1THmkwJhbQEgFs+DiFoo/tG3j9J4AA2acvP09LWcj0oRGo4HrFim7JXKmiZSSVAgkQBSClAx7PaSUGIaBlBI9m6VaHWWyPoZl6pjFUbK6TrlQfHY3gPYpgG2fzBlGQbeLOLbFWLWKbapIcTux7wdIKdE0DQNASpIwJI5jwjBg6HkIISkWC4SJYG27T2u7Tda0yerZQ3sCcqZ5JKvroGoYmkq/12VzK2boh1iWBUKAlCiqipfVaXzrO5g5k+3tLby+RxBFxHHC9ZtLqIpKJg0BUHUTTVEqgA5EdwWomlLIKAoZVSPwdrj54WU60sG2HiRKUtKhT5ykqKpKKww5+cgx/vDqnxhd30DK289I0oTFW2ukaYK3uYQQGpIMiqKaewJSIbw0SYiCgOrYKF8+MYfndanXavSHIaaRJYwSpBTUZxq8dO487c0WzdV1KpUyKAppChP1GlquQNsts3zpMkhBKuSQXX5Yn1qEYRhfTeMY0gSRUUmkoL5vGtN2CMIEb+DjhxFRkqIbOR4+MUfWMHntj+dorm8wDBL6fkSlVkdVVTbXV0mFIA2HpCJp31n9ZwDDoPeOH0W9xPeQqk6/2yVKBLHU8GNB1wtp9326g4gdLyBMJY+d/jb50ggXzr9GpzcgJUuUSPzhkHZnhzQKSEKfMEg+AsQ9AVHER72B90rQbyNQaa6u0NvZQckaZDQDqegINGKhIFWDbK4IWYvHnzyDOzbJhVdfJkoiVN1ke2OVQSyQvkccRbQ7nZfvTA67bMUZmckVLPOMoqhY5ToyGjBSrpEvlFCzOmYuRzark1FUwjgha5hkVI3J6Qa97g5pKonCkGvXr6GbDluLV9nY7pxvdTq/Avw9AUEU3dT17HEtCWfzlTpBnNBtrWA5RfJOETtvY1kmC4uLvH9lngcfmKU44qKqOoZVwOvv8Lf5KxTGGtyaf4teu8XS2sbP4zi+BMg9AUDkDYMbTj73zHB7zRpvHCFGYeXv80gpyTkjFEYqBGHI8tISx07MEYYx681lbsxfZrPdYWS8wcJ7F2it3KS53vptp9d7ERjcVwsAhBCbAz/cLtnWk+3mglqbPIBTnaSz3WJ16SYba6u0N5q0Fq8iFY1rH7xLs7kMRgHTKnLj0uusLlyl3fXeWl7f+AWwyC4L8K4AQMRxvNDteyuWoT/aWrphpVFA3q2hGDZRmuINfMxSmZ3+AKmZpCJDd2OFy+d/T3tzlc1O59xSc+0F4H3ucWC915lQAUqqqp4aGx39mVuwHzOyWbPgjrLv4JdwRioM+j2G/S69zhadjSZh4ONF8eJmq/W7bn/wG+DW3Sq/H8AnCAuY0jTtibFK5Uzeto6pIikpmqoLiRBCBjKTCeI02WxtdV7ped5LwBWgt1fy+wF8EjpQAMaAKU1RpjRNKwghkkQITwjR5nafFz9O/Jkd798FfBLaHQNuVxlwu897VvxF/N/FPwEYbiF8SNmt9gAAAABJRU5ErkJggg==) 0 0, auto;}
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62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur85615 1.3333333333333s linear infinite forwards;
}
