@keyframes rwdcur61138 {
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,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFB0lEQVRYheWXW2wUZRTHf/PN7K2d3S0LbOmFUi2X2ECL1AuGRFOVSwUT7AMajU88qMHEBxOJIvHBgPGB+GCI0RfxRYkGNGq8AEWUGDGYlnK3DbcWdrftspS9dGdnvpnPBwyamHR3G+OLXzKZ5Jtz/ueXc+bMdwb+70ufiVNXV5c5ryd0X1w0XWnsMfuaxJ2ZZDJpz0RLzCS4WJNu9YaCRyOHzuENBY+KNenWrq4u8z8BcBwnVjoQPmXuH0I5YO4fonQgfMpxnNh/AqDfk2/RQh4NV338/a7fk2+ZCYBWrUPHiqXK/HwILeTe3lNFnfwTiznZf7pqvaocVtzboXShYfiBkEf442HyzyxCFjRk6ZZN//GTVUPMaD3waPvRZw8uUA9tWKae3Lzu15nqVEyb3P20ErX+EUPaLcW8RXqyeHlX3fVWtaDAnvElpy1faGlR952VObu94cWPK9atyHDi3fVqTmcnmDG4MICqifPcL2l+W/oTubSga2AJn/TMQ2tbBtnrpE8MMPelbyvSLtsFF95ep+Ys64T4YtTYOESjaE2NtJLikchSeot3ssm5AdEaVGoM6hczp/NuhnasVpUAGOUMovE41Ib/sf9a73q4kYduE3ocVPLSXw9rw8QaGyqJP30G+l/vVrF4FIq5isRur2KOWH2UX7c+WDYL0wJM3cxAJAjFAkymQE/w3t5+kmdHobYAhTEIF0ieHOX9T/pBT9yyKxYgGsK6kS7LOi2AI3xgF0BZIHIwZfPWvnN8eHgYZZdgVgBll/jw8DA7952DKfuWnbDAypOTZSs8PYDCD54FPgc8yf5DaVzXz9dHLnK1bxhiPq72DfP1kYu4rp/9B2+AWwLDAWXjqPKH7bSIOctFOUU0MwA1JXo7aujdvQrP50PcEYZFPpqzYY7GOxCOA5aEsATbA2lR8sp34rQZqJndiDVWAk3gnkhwJlWAQBAxtw5rOEPig0Gs4Qxibh0EgpxJZXFPJUAI7GsWkfrWsgBlEQd2PKaWr4zxXd84PTvPAhYEgyAVaBooBYYGlgUE+fbVdtatjXP8xwnue+P7svpl35IJJ4J9Jcva7ka2D2c5diFHSzxASNNRhkKTGkXlMjJeYmVbmLUPN6IupZmQlY0HFX0uD2zfpFb3xpCDSfb+fJ2UDTVCx5EOPsPHlOcyzw9PrZqN0dnAN59lWL/z04q0Kz40vtnxghr5/bgtQRaMklH0S8PRXCF08Eud2lwIv9Ro7VjJhm27K9Yt36hA3w9bxG/ZI7Om2kqxQrpoXEup5gnb+yiwvNCcPREgGjJTc+YX1rfPnnVZTI5NVhq8YoBHund7wOSfF6u2NBn6bJXVdIUbUDgambTmt155fjADg9XErwwAoGPjPFN5KqJpREpZtzkUUxE0hVIgSyqSHbWalz1eP4mmZU99mcr/6wAAnlTvGGHVrEKqxfW7EaNNog15TI4UIrIgdnkuZ3W/trkazeqmYsGbrlSx8MZ8nfl4PqJqXcwNecIb80I6noHgzar0qOLPaOx83o6310r/AplwLhvd0bscU29yEWlB5quajAirbW5WHzj9xdjNagCqKkGgXmWti8Z5o85L2DqmmBCmp5N3JvSEnBTngw0qW40eVFmC1oUNUugiEWiT29J7zJRbFOPpPWYq0Ca3CV0kWhc2yGoBqp7h798aN4qjqlFvcB52Ro2XffPlLjfpO1wzX0sce3u8aoA/AOZ4JaAv1FfjAAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur61138 0.53333333333333s linear infinite forwards;
}
