@keyframes rwdcur86824 {
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48.780487804878%,57.217073170732% {cursor:url(data:image/png;base64,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) 63 63, auto;}
57.317073170732%,65.753658536585% {cursor:url(data:image/png;base64,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) 63 63, auto;}
65.853658536585%,74.290243902439% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGBklEQVR4nO2dv08bSRTHv28dic5KKNFd5YslJEeJhFMglt4d1CYl6bi/Ad3fcNdBSagjqlATiSIuEiUhRWQXXJHqYssSRQp7rlhsvMuy6/Xuzg+/95FcsFg743kfvXk7O14T7EeZ7kBOyHQHkvBMd0AwiwjAHBGAOSbmp0xzulJulwBEmYdYa0wkAzBHBGCOCMAcEYA5ZRQciVVb1qIurohyvTBMYo6isdCYSQZgjgjAHBGAOY8KOEdoQl7m+VkHaeNHRNE35KoJihCgVOIGhFthWCYyBTBHBGDOIlOAzPkGiY533ppAMgBzrC8C5y34pDBcDMkAzJknA8icbzF5awLJAMwRAZhjfRE475QjU9NiSAZgTlyBIEXfEhFzeRw6IBmAOSIAc0QA5ogAzBEBmKNNgPHFBTAa6WrOXUajYKw0oUWA8fk51OkpxicnIkESoxHGJyfBWJ2fa2nyETRc93ubmxh9/QpcXmIMwHv1CqhUCm/HaW6Dj8tLoF6Ht7lZyGnTbhbpmQKqVVT296Hq9UACyQRhZoKv6nVU9veBalVL0/qKQJEgHoPBB3RfBUwkWFsTCYBw8NfWtAcfMHAZqH78CF5EvCWYDT7RdFx0o1cApaA6HRAAmhQnHCWYLfgQjAUBUJ0OoPnmm14BiOC126CtrfBxThJEgj+BtrbgtdtA9mcK5UL/SiARvL09wPfDxzlI8EDw4fvBmGgOPmBqKZijBBYGHzB5LyBBAqVxKVQX6uLCuuADpm8GxUmwsQHa3jbXp5Kg7W1gY+PugAXBB0wLANyTQPX7UMOh4U4VjxoOofr94A9Lgg/YIAAQkoB6PYyPj4HBwHSvimMwwPj4GNTrWRV8wBYBgKkEan0d1O1idHS0HBIMBhgdHYG6Xaj1dauCD9gkAAD17VvwIloOCWaDTzT9fDZhlwDX1yCi6Sqh0xLMBB+4Xe0jgrq+NtyxMFYJ4LVa8HZ2QseclCAS/Anezg68VstQp+IhWPhFEPXuHdTbt+FjtRoqr18Djx+Hjke/+FB2/1PbeyD4tLsLsiD40f5blQEmUKsF2t0NH3MhE1ge/DisFABwUAIHgw9YLADgkASOBh+wXADAAQkcDj7ggABAsgQHjYahXgEHjYbTwQccEQC4L4Gq1UDdLg6bTSMSHDQaOGw2g0WeWu2unw4FH3DgCSGzTAf2yRN4L19ifHqK1ffvcdhsAgD++fJFSz8mwV9dWQF8H5V2G+rDB6Dfdyr4gKXrAHOjFL7v7aFWreLnr1/4q9PB358/l9rkn8+eTYPfHQ7x9M0bq9b208i9DkBEoZduQu17HlpnZ+gOh1hdWQkyQZmF4WAQCn7r7AzkefaMxwLtO1MDPETv5iYkQWlXB7fV/mzwezc3xbejGecFAMISlHKJOHOpt0zBB5ZEAOBOAvh+UJlfXRV2bnV1FVzq+f5SBR8o4ClhJua9We71TymoT59AL17Evj+tvw99XvXxI+j583sFn3WfP0LaU8KWT4AUFhVg0fOVTV4BlmYKEBZDBGBO7pVA26cI1yl7YU4yAHNEAOaIAMwRAZgzT4Vm9G5h3l2/eYvQvO2ZHi/IbwYJSYgAzBEBmGPdljDTc2heYh7Nmvh/00gGYI4IwBwRgDml/2yc6TlQ9zpAXooeL9kPICQiAjBHBGCO9nUA3TWBbdfdWSl7vCQDMEcEYI4IwBwRgDm5i8CsCy1pN0vS3u86eRemii4KJQMwRwRgjgjAHOu+GZS1RnAN22ogyQDMEQGYIwIwR/sXQ8p+QEPWmsR0e7o3gESRDMAcEYA5IgBztG8ISZsDTW8iLRvbPp9kAOaIAMwRAZgjAjBnniIw/GhRokIXhpbtMXOmf8cQ8y3uTZEMwBwRgDkiAHMWWQgqtSaIkrVGyFozFL1J87/f/sh1vqztIeOcH0UyAHNEAOaIAMwp4mZQYk0QRXeNkJefvz9N/P/qv98zvT+NOWqSQhdGJAMwRwRgjgjAnDI2hCTOUWk1QhTTGybyssA6g9abH5IBmCMCMEcEYI4IwBwXdlu4XQVaPsaSAZgjAjBHBGDO/50Z9ZIlxFFoAAAAAElFTkSuQmCC) 63 63, auto;}
74.390243902439%,82.826829268293% {cursor:url(data:image/png;base64,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) 63 63, auto;}
82.926829268293%,91.363414634146% {cursor:url(data:image/png;base64,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) 63 63, auto;}
91.463414634146%,99.9% {cursor:url(data:image/png;base64,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) 63 63, auto;}
}
div.testarea{
animation:rwdcur86824 1.3666666666667s linear infinite forwards;
}