@keyframes rwdcur164606 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 22, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 22, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 22, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnElEQVRYhe2WTUwcdRjGfzM7O8zCdhm+FrpdkJZgamojojUlLcRgjU1NNTEYIZrYg0ail8ZGi0lNTbxw0HrQmGhiDGqDxUPXQ0lttcVIwFXSQkpoqQUJC2X53IH9/prxAI2EYLtNppoYfreZ//PM++SdZ5KBDTbYYIP/G5qCpCkc0xQK/4vhbk1hSlMwNIWwptBwJ49oZgC5b3Bv6tnGkpXLbANOXlesz/1rAUaxMPv0QcJIAPiQ5VEsb93OYzFruKbgTJ27+MqsYKm+OTDAFBKLCAAlNTZV7kxELq7nE8wKMGPLOpbMF99P6XFmFm2MCRbs6SSLFplBq40UvNCq+TvW+kzbgMVeNJSoKWi4VibmyVVOtDwLk36RG1IW+rLE1h0Lta/1SWYFaNX8c/7q3U3W+/f9HHY/qdTK45z+tI3smI35hTRan29dXyYlNDJO0fx9YUjMlyZCEkYySc9EkBI1TG3DrrnGVPRdTWG3prDtbgNkRNT70XZpvPOIXY5KxeIMiQUfD28WeaS+joJ4VMtPhb8GeoXH958JBbQPPZ6zEmRWQiMT3ZKnuV0qrmiM3bhE7/Uo8eg0tVvsTIeTTLZ5qfClKHq+kcDRd7DmqRgGR9xu1wnTNqDHtI9DQ7/3d/8yyAffeLhPSDLvX6DjB5Vx7QE6nE9192wp77KouRQU5JNMJo97PGddppVQbfy2p+uQerD3z5D3aH2lMxuLNDIi8ZP0DGpFmEml6LSjPLbHOjxCMpHi0uUrDlEQ5bWrXa9wwm3ur0vXIfXA+ciJL0vKF51lW30cP/UYgPbQ9khT1Y50m1WSnOFY7Fo0Hq9Zu4H1HppRB1ZzuKt5dFP11khlQMcmrXx+hqEO9EW25SgTbwSDwaaKyspX32s5rJlWwltUlbcowIjoLHXllD5IcH5q+SAVh4mrF/rHWp9YrTetA6sQAVd86g903QB74fLwhYl/FJtKmcN/AFnBMHSMOR+MX4HJYYgEAfqrylsc9yzA2/XU7Si+elLeZEd2FCMIYid6+jUMPbIieZPcwjMv1TS57iZAxu8/W8blzvPKu2yd2LJECpXFR/vHWj+PJpY+SZCEolJIp/Zm679+cctjagd0A4ZvgpG+wE55FEFO8CNQ5/7u8p6ddgryVQKBMN4hf/U9CeDK41zZZn7LUnDMTI8xOk07gEWcXZoPzJJIQGAJnLl/e0z7IbkTn73IeTmHfQvzYJN4+fVTfAXwF7lGWx62mlrTAAAAAElFTkSuQmCC) 8 22, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
}
div.testarea{
animation:rwdcur164606 0.8s linear infinite forwards;
}
