@keyframes rwdcur241268 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 9 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvElEQVRYhbWXW2wUVRjHfzOzM3vvBWgXVmgrlUoQFCqBmPpAUNOQWAJGo4mXmABqRBEkIiHKLhojJL4YjKIPmkg1oOGBBmOiplTFYGyUWwABLbeystLudm+dnZ2bDxXSXem6U/H/djLf+c7/+5/vckaI+HfbVIAtuYeFSuycQhzrQzQaJRqNXltXStQpXE6My5EYr0LXVeBq5JZlszkSIRKJYNt2kSJOyJWDMHpj6QEp1SDgljAtm6RqUhdwIQpCWSJOlShSoMixX6K6wY90kxel3kOoVsayRlS5kbh+EsoChDwQdEGNDBNkCMq4amTSmsmrmyM3jMC1JCyKXhLAI4EM5G3QbMgYDKYMZElgIGeQK5j4Fek/E7i+AgULLBtMQBHAtLBCS0mJzciSQEo1eXb9K2Q188YRKFLAAvpVGNBgsACqhRjbS8O8JQxYDeSNERUeXb2RIdUochjx77adVMTYZZg1IKHDkA5DBZi6HFfDbCYtfx012Eo8Cwf6sixdsYG8bjkLeywCpeVlqCZ6Rifpa4Pmu0FS8E6czJwnIuTq7yGZVxjIGSxbtYGh4WIlxkVgNIloNEo8o3MuUSCrhECUwCWDZeCTBDpWrmNm6xLqgx76hwp0n8mMi8SYswDg5/4csZQ+snApUBMCTQU9jw+DjsefpnbKPHr6bO58cC0f9w6y/0zaUTMqS0CRRE5eVon5m6C+EXxBsExIxCD9J17BpOWhjSgLHqHrgo/k/DV8F17lqBP+YxiNzoODZyXCNTI2wJWLI9fg9oH097ZEP966JiJbXsO0obOzk0QiYQOVKzCmXH4Jv1tEN20magOg58EoQH0D3HwHhKZTaGpFy6ZRzh7hpTXP0dHRQSAQAKi4DMcexzmTeEYn6JZGvNU1gOxBz2Whqg5XoJadm9dhnOlCEnTODWr0Hs2SzV47uyIlyr4HVN1CEgQMUQFJJpFM8s2+j5AaZ3Ff20Lsgooo2JiWzaSAi9ZpChfTGhkHDbJsDix+bD0uScAURBKZLLu2b+XkL1/RkwkT3v42bXNvw+3tRULDBoZ6dvCiZ2RvpZUgljN2ywIp1SCZSnN+58s0539g/69JFii/cejoMaaFp1Dr8+BTRPoGNOJpvfLQSxUYTeJqL+86NkTBsAkPfkjrFJsrGY1JQZFFt1Rx5PsvSc5+BtU3HyHew+FLwxy+NEw71Y4IlO0DpgXhGpmWCQX2HU+wcu0mrIM7GMzp6LGfOB5P4Zm/jJhaw3DBoj9VQDOczYWyBAQBTsXzdJ/O8NmObbywKMTilioCbolaj8kfvd0E0NGrZ2Li5t233iCTdzaiyxIIukUCbok9H2zjgdtr8coj5p3vvIlXFpmeP4h24RhzmhuZEQ7x+0CeozHVUSse07DcTNcMi2ntq2mc4OauWXPxtbTTe+ALPvn2R97vzYz/UToapVGMXrtdIi31Xr4+lab7dILz1bcy2LKUc1odOOiC8C+NqJyUu97byoz7n2fL3kOsb7vMgrbFaJ/uAfqcnO/sz2g0ptYo3LuiikP9w3R1dZFMJkmn0wiCgG1XLoKj+yrNixOXVVj4FJ+fKIzbb9kqKEXplcya7KX9yU2lB/8vf9FFcPryLYe/AIJd/zEl1SonAAAAAElFTkSuQmCC) 9 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 9 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 9 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 9 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 9 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 9 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 12, auto;}
}
div.testarea{
animation:rwdcur241268 2.6666666666667s linear infinite forwards;
}
