@keyframes rwdcur227447 {
0%,19.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAChElEQVR4nO2bvU7DMBSFTxBiYuJHMLQrIFa69xVYeQZmJsSEmJh5BlZeoXtYC2UtQyMoExNLWOzgOn+txL3nFnqkqmkS+fp8uXbsxAV4yt2HqoQUN7/d3AUAXHy+MeuBNULM/KbfJ4StljYAU+YB3dQrzG88DmcOMJsBowmY0goAuwIA4O4IlFuiFgBznZ+XiQxgygwAVjMwA4ClFQB2BUIxmoEpAAytADCCfp0cM8JWSnUyBABVEyI3GWLUiaIn/DwNMvFU6F+LkW5NV1y9Pup9QJ7X+0+Sojpq9dIIVBh/ef1oPfmgs6UKQjrAQua9NCFIFp4DwGg8LXYcdLYAYG4Yh91tvylWT1EAsflFssDLQVg6AI3mgytbKDw/liSEdYlCY8Xmd3qnpXMOu9uNEKQkMRfIB+mw8kBs/vruvtje6Z1WZgYAuPJERoxqk6HQfGg8/N0EQUqU2eDV+Rmu7+5nvknqqPQBofzV9qY9hHCfptQBeJNGMuD1N5vA0bwnxubjPkFTvwnguengaDzFe/oAoJzq/vd7+qB+KxQbCA3SIfb39koH6sYBdeYnWYZ+7xhYxoHQJMtKEEbj6dwjwUmWidXNS3Qu4AdEVZnQJm9e8uqLFgw3cotHhU0w4ivuzANLCgCogTCPNMyLF+60MAQt8yoBArWC0DSuHiiQqafC/160pbIV+yh1Ue8DgJ/3g6EuBwO/qQpCK1ixOLrtzbADoQZB/YFIvEw2lssOtRemlCdCbRA0RVshYgWCFoAkWgRhRpoZUIJgIQvoi6TYELQBmGsK9AxgywSAsBn8+YEQjDUDExnA1AoAKa6ZZmAqA7Q7QMAQAIZ5wAgA9h+omaIvlv4Gmy3waeZhIpoAAAAASUVORK5CYII=) 31 31, auto;}
20%,27.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28%,35.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
36%,47.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
48%,55.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56%,63.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64%,71.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
72%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaklEQVR4nO2bvU7CUBTH/zXGyUkwOMAKiavdeYWuPAOzk2EiTs7ER2D1FRhNcCWRVQaJymRi4nJdeqG0tx8C5wPKP2kC/Trn/HrObXvvLSArEy5i8gRtm4fzSwDA7feHmC8nEkYBmPt2W8j0uiQAqAke4E+7ZfBnL5O1DVJlIFUCanQEIO2AVXhHYL8lcgJQ1fhZqckAKakCIFEGqgBI6AhA2oG4uMtAHQBuHQFIGf69uZYyvSb2lyEAcL0QhS9DVmx+SXWIuBo5yc6Z8kqCetYtjt0fToMGAEbjSeoObX/ZMB5UG5AbeFycIKgN/Dt4Ky4IlCffOHgrDgikD0LbBL+L44uIiqzZpfNhJpD4Wvp3AQqqmVf/qlZL3fY+n6duo8qC012fMK6sgPP2zQKyK5GWQJHgm/ULNOsXGx+/rcgAFHV+OltgOlsAgBMENQQSAJs6PZ0t2CGQtwEutRqVxLrXty8AKwg2K6jFDqDVqKDqB871EhAoSsBzXWEgPXgAqPqBMzPscdj3B6Gs4K2iELhKgApAahZE1R8Mc/ehvPoAcQa4IKQF7VpfBOK2ogTgAckget1OItj+YIhet7O2LnLc3vYHWBkAifqPQogH/zl+sj8PqqfYADBVPzCPzz+m6gfLxf6HwMTJ0vcKl16lHxliHxcAVmODUd2NRvYnKwguY8uJ0XmjwiEINgjsfYLxKbJxhdlx2DNE8iBwSqxXWAsELgBebAKEGnFmQAKChiwQHxiRhsANQF0piGeAtFQAiJbBwT8IQVkZqMgASR0BCNlVUwaqMoC7AQQUAZAIHlACQPLjaWmJfz7/ByrGvAD0HmbjAAAAAElFTkSuQmCC) 31 31, auto;}
84%,91.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
92%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur227447 2.5s linear infinite forwards;
}