@keyframes rwdcur78245 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 10, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 10, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 10, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 10, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4klEQVRYha2XTWsUQRCGn15jDEnYhLCKhCBRlqwNsgQDGgIByVlMDqIgQbx48qJH/4ngX/DkIQeDIKLiIeBBsKOiF0XEjTGGEOMmbnnonqHnKzs7uy8MM93V3VX9VnVVj6IgRET8tlJKReSGAeAAQGn7TqxhKKs0QR7lMX2ISMKIzPmGCjABVPqKGNADzAFjwFap05nB7n0PuN0n3HII1oHvwLOOXeDTH+jz24EbxDAKTAJVpXmUtV5hF6QxEMMyMAo0xVBSmlZRXXHFAoj7lKBdryHS/JXXBSEKu8DftRcDsG47lfbmGKawrljx+k4AE4Vd4FMeo3/MvTe9vkGsO3xMA4NdBeHxEdvX+O1kO+/hS+2Y0jQT8wwl4AqwqTTPHSuTHR9DH9cvw41Fr2NoijTlDoPAKaAKoDQflOZJVwykyPxjOAVUlOZVKLcZcA8oA3eAh10xEGB+JrX7JDYPhFCaDaXZAbaBt8BWzxlgXdWwWW43qwj56JqB21fh7k3X2P0MZCsVQ78Yyj014OlrWH0Js3XgzyeAOaXZBpbEMB4bfg24L4aKGPrEMN1VNYzXAkYuQIPHTlzBRr6Pd9h8MIGNkeIGiAiXLioWF0D+NVFH+qFvBLd7lOZBZLxhGJt8TgNrwBaw1taAw0rsxk/QZ4BmI3V87IKy55S+Ab4BP5RmL89Ow+LjP/GiFHzPz4RtO98wIIZzrjwn0PYYZh27tGLkfYcTxHAeS30NWAVe+DvvSSKKGRW39iv2aDaAYZJFqe2iEYrv3UKkdZBwQdDOihkxVMVw1hWlzhEq2PkoYihHDWiJGMZFWjJbzzYiDbmtUUopEYGhanjU6jUnbO0DLPC3wbKrjmISOaA7xHclIlKbJEG77wrPNZnI9yORchWH6G2Y1j6UjmbK8/60ZBpASi5o98zPJPJGAh2l4kMZyLuG/WdsBtf0XEEYBKCKImKIygE3fInYRaUbBBQXRk8zYRH8B/KjuGqFH4zyAAAAAElFTkSuQmCC) 15 10, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 10, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 10, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 10, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 10, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
}
div.testarea{
animation:rwdcur78245 2.6666666666667s linear infinite forwards;
}
