@keyframes rwdcur150678 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACG0lEQVRYhe2WPW/TUBSGH3/ETmuoaZVQVeqAKiG1KerWPZk6MLBaTEiIiQ0GllTqAIxISC0DQmJgID+C4nbO1ikdqqZCLYREKUkUx0kcm6FENR9OneDCknexdK7ue5979Or4wlhjjfWfJfypmDdID9q0mmPn0gDyBmnPw/TXVEWj3WmebxLIRAUhBy2sZM++HRWuvk9ircn0ZmoU1qM4NgRAX0obrNunuIpDYT3a2wOIQQuNbz6IrwrlV2rkhw8EiDV0Wsc6AO51i8SjKrKEeVFAIwOQbAWpJbH3FOqtJkobFu8nI4cIBLCTZQq5KoJAprgF1omGbEHKmAWigwgEONz8KXCZg7dNGnELYcpmMQtKTIsEYuAg8gfuR8288RCmBB0qcfZyJfQr+p2b89MLwGtho2hFAhAkP8T08Rz2Up1PL2US+uTjhK6+EDaKgReIBOA3iMosriNS3nU5qZQyqzl28gbpXg9TFMPNjMAMBKmfieIWnCZKeAufuXbPxvPOguk4mKln4Lrh/IYG+BWiboGk1kg90fA8zOXnw3mNBOCHONyE9pGO+mWSlSyItgZAzyVUD0YG6EMIApn9dzV682UAtI9zCN3wHhf+jAYpb5DuOmzfujtD+wgmJqC7XEWt6EAtlMfIHcgbpDtdtpceaKIXA7Er4R3EIQae6oT2+asOxGTE/TdN4PyxwofhPIaeA379y6fbWGNdmr4DxtvE8rbDF14AAAAASUVORK5CYII=) 14 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
}
div.testarea{
animation:rwdcur150678 2.6666666666667s linear infinite forwards;
}
