@keyframes rwdcur42319 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOUlEQVRYhe3WP2+bVRQG8F8S943rmsRNkzRp0wKSicIAchjKzB9lqMTCwsjMB/Cn8AILa6cKIbEgxBR1YaHKgEQEoQotCqUKrgnBcoPrOI7DcG8U17VVO0Kw9JGu3lfX5z3nOc85516PGAIlpjCB0Y7nbpdZrfj0Xl+MDhE8FYNCghwWMN3lJ4m2A2Fgwxi0M3geaTTj2kM7roETG4ZAMz6zMXgOL0ZCzeirEt/bgzodmGmRllDbHK7izUjkspN+gFa0/XcJRBI1/IKLghILQmNW0TgmUBrCZ98SlIK06UiyhUYxvNexcoWlNG4zcYGbyET7BDsl6oMo0VOBUnCU6fg9hUwpOCxgtoafAps9YRLymBUUmcVEaQCF+ymQ9NgbFeqfxehjQfOxJ8dTJF4TkuAZZ8JY90as39no9Hx0eIQRIcuzGGvwygFnXubCAe/h5+jvEHNYxNRKWNVV9gcisIqV4GAeS/G5HzNPRQLnM7y1iDM4hz2+xwGu41pcc0Kjzq5QXuHRale8fiW4hA+jg2rM5o5Q31eRT0eJKpjE77yN+iSFw0jqYShDPX5TwTfRX38CpdBQBbwUAyZC/cvR5H2kj0+e5SjPJouZKE82Mt4kv0W+xceR73Q3gV5dOi00USV+NIdtoZnuCyfd2j02bwkprqNN/e/Acvu3oIijkwzbHesJ9CpBG5uH3EhITeNzdloU5pm4TPovFtbZHGexwd0suYTMPjtNWm22quSy5B5RzXAvJvTURPQisI3pP9g6IP8VMrybw7eC/vtcmuf1h/iR/JTQjCky9ajxCF4IEv+wzFpUr9odbKQHASVSX/NlmcYd2u+QnSS9Re0aVxOShOSAfIYHFcoP2D2kPU7qTxq3aZzDRUY/4oN+p2JPAv1QCtMxhTfa3CgwOoNbfIHP8F00rRRD9z8Tw1zHhKbdw94RrWWSeJCkddwDgwY/DYG6MBn1X9n4lEKK2jifCNOxVTz53zAQhr2Od4URvf849IeNMIVN3B02+NAEOkjswJWwFpAUw/QMjaEJRCzOMNsRcemUfobugWOstWhVMUZ5Opzx/x2BIs0Z1q+zW6b2GhunJfAcz/Ec/zv+AcGs4MgFAgfVAAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur42319 2.6666666666667s linear infinite forwards;
}