@keyframes rwdcur125519 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACh0lEQVRYhe2WXUhTYRiAnx3nGv4cf5o6xIslBjasEExqFy0yCMQohQiC2mUFQhc5RAOtIAtOdwlFd9KFEN0ZUeEUpYyIvBDyB02H2bTWzC2duh3P6eIcQcVm0SSEPTeH837v4X2+w/u9fJAgQYKdTm1L283N4hKYJRAlMMf6XohD8aaNEhLkAlYgG7BK2jP+Apuh7zhFf80HCoBCCUR9fR3GeAsAJrRiVwEHIAOvgA4JJoE5SYstuSESNwH1sk0ExKGZZbHz7fTt9KNnq8KBAOGurlngIjCqy3mBeUCQ+MM/IIGx+EhG0cmSTGNykmHY8NArr10XFVkALLKiGmVzwQn7KaddKDpAijWfUGVltreujiDsBab0miZAAeQtBSTIBO6X2lKFFUUNJycZ7gDj6wTUqBHHsmU5rFyx9387s0ddVIY9HvzeMKkX6hEdDoJ9fTWARy+MLiHEFJCgvBTeHazMw1KWxfP3xQPd+6tctS1a77Y2upprW9qo/3L3MZemR1NzgPYa0sZ/sNsfICVnF77eXpKjUYxgk6Fkg7ycFEvg2PHTL9SJkVzz/AJPuv0MHj6fF07PdAJOwFleUS0ATYumYpP9UGcZaWgbtDTw+c0zQrNRIn1DhHw+gjAAdAAqEASiwFxMga6JkQe2G49MH0sqPiiWotlg4b52DIYeoAfoaW10NZdXVAvXpu/VPR1usIpLOcrCeFbg01SGOuh5mRYY+8nXKASgH7gORNBOwAzgd8OKIZbAVqwOIuBWa6OreTWuzwIHcA6t+78Dg2hzZxLwufXc7ZgDuGFJgtd6MSOwhNZ8ITfMrc3dFgFdIgKMbZUX91H8tyQE/rvAP/O7C0mCBAl2DL8Af1LZvuGRRyMAAAAASUVORK5CYII=) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur125519 1.0666666666667s linear infinite forwards;
}
