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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzklEQVRYhdXXP2/TcBDG8Y8rEAuiqFXVIhSV/hEoA4IXQBEDYmDkLTCy8jJYGVnY2JAQDExMCOiACkFRJVpUBam0JVC2TjFD+KW1Y8fBaZXk2Zw7x/d8fb6zo7vVWzGsb39yVBv7vyLlFBfEE/97quRFelcQZ9cQRd2eOgXcf/AwEXjy+FHMf5Eocp7OixIFHIeC8yynefGuAnZ/7uKQSB8k8pyn89N5cWYBZVTkvFPRv/jR/M4Z4Wm4ce8OWH3/DswvLYIXz54ik0ScKqCoZxL5EwXJJ66uavNInJ2aBG9fv0SCxEAEjqUHiu59r/zcMwOJyzevg62NTdA62Ae1Wg0DTUwYwR5IK5CYvloBX9Y+gMrMLIpJLJ2fSjz/6bzRJxAUSJy5eA5sNdaRTyI4n5ydAX929hLxoPEhENQviSLnQeNHICiQOD3dAo29HTBfuYL+58X4EghKT8zm7yYyd0amhk6g9DJKOw9qfm6AleVL7R++6vlGNXQCpedA2A3BcdCr+psIri0sxnB7eQE8X/2IEZyEpXsgOA+O01r7ttl5Y4K5arV9VK8ntuPQCQw8B/pV6J0frW0c7oihEziRj9Nempu4AL4ftCfm0An8BU3Mz1nQH36bAAAAAElFTkSuQmCC) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur253389 1.3333333333333s linear infinite forwards;
}