@keyframes rwdcur227443 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,27.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28%,35.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
36%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+UlEQVR4nO2ZsWobMRiAP5cSKIQOSUM6JGsCWRPo6FfomkcomTOVTCVT5tJH6OpX8FhwVkO6pkNMnA4lUMiiLtZZPks6SXeST9f7IOD4zrK+//+lk2To6en5nxlsugMJEcrrwvvVBjqSGgGIm+09rofDtYuv0/cnCUW2pfQLsHU7XbuxawEQgDbTOnnoTgCM4mCWh/wDYBUvc/n8CKWJP9cAOIvbsg/5BcAr41XykE8AvMR9yGEhJELEy9nXjX9o/0KoEXkbuQwBJ0zipuxD+yvAGZ+sq3QiADZ5W/atF1qEdh5wyXiVPGQ4B7iWuou80w0REJZrpv6Im+095y9wlYe0FSAA7u6fjDccH+7K4AQnxkce0kyCAhB3909V8rw7+8i3H3+LzyiXBwsxK77y3jcHUJl1WMpLvnz9zqcPb+S/ah+NQyFEHuJWwJr80cHO2k06eUB9z1oJl8+PwfLBH3JEjCdT3u/vW28qBwCWQQBkJZT7qT3gDCFWBYjxZPm40mUezPJXF+cAXF2cq3OCykD5q0WsCigCYKsAXQB0zCcjiNTXGBWwkv2H2axWY/PJSM4jtvVDMK3eCyjy0UgSAN8qmE9Ghbxp/miIt8lWgg+zmXY+WIzvFWJnXSXpZqgchJSiBv4knwN8hsPRwQ4/f/2O2JsNTYIuQUghDwnWATaqVomS48NdiNTXunNArSWprATXQMQgNKoCQN2ZaTYkTlWgogtEzOyHNuy6JRUAvkGAZSAW8mqbjePbcOXRVFNBGJ6dyJdRzyx8Gnc+l6sbhFTyPl/QxKFkZSBSivt8kbP8y2khwOfx2NR+yKlwNKoeg07yqrgDrfoxxtYZq7yLtKUKWoNpKVxbPhe89wJdkgf9HKDNftfEJU4VECKfw/gHzbO6nH1f+YW4ru1W0tiJUG7iEmsAPB51kJm4xBiAKvncxSVqAJxWfV0Rl2grQJf9rolL1gKg2dBIOiUuWQnAy+kJW7dTlN/gOymtsnKGZ3i/p6enp6eno/wDvBosQeuXz1gAAAAASUVORK5CYII=) 31 31, auto;}
48%,55.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+UlEQVR4nO2ZsW7bMBCGfxVBpkxxgnSw17jwGu9+ha55hsydikxFp8x9hq55Be/OaiBdk8FCk06dvLCDfYJEH6kjJdKiqm+JISkSv//OEikDAwMD/zPZsQcQEVX6XHh/OMJAYqMAqIezS3xfLA52nsQfTxSKapP0FsDp0/rgwL4FoACwlebkgf4EYBQHzPJA+gFYxXW+/P0NaDf+VAMQi9uqD6QXgFPF6+SBdAJwEnchhYmQ8hHXq899/4HuT4RakbeRyldAhEncVH2g+x0gxqXqZXoRgE3eVn3rjg7B3gckFa+TBxK8B0hbXSIvOiAAyrLPNB71cHYpvoBUHojbAQoAlDL7Z1lGO70L4yLf6EIOFOK/Xv/UHnw9PkeWFcMqj6+2C1zlnQ/2wEme8AnBR97rHxxQAPD88l5suB6fA4A4jOlkRB+NIezF9WPEBA1Al3fpAmIfgj5O9gWnD6ECaEWeMITQClGeArp8qbULyoHFJEQAarniJyskfjH/bNzHBbFcrbGYzxQCdEG0ecB0MmLFCdo3nYyidkOUxZAu/+3HT/YvsAuC+4oEYhw8AJv8/d3t0UOIvhi6v7sFsBMmadp2BF7b7IBP3Mbnl3e8rR4r26j6ACpdQLytHqPdB0I8W9VytcbHq6vKxrqbIMHJb/Ici/kMCDDeYBMhUwgA/xikLokpDzS/B1inpJs8r4RActKJ0CbPGw6vHt9UFQAwi5LKooUmRHonSCD5kNX3PbF0SaqA3SyujC0MveJ7ed9xinA9setLCTYECTHkXU8ufi/XNIRY8i4XaOOlZG0QMcVdLiSW394UAvi6XJrO7/NWOBh1j0GRfFlcQKd+jLENxiovkbZ0QWcwrQUay6eC82KoT/IAfw9gq983cULUAT7yKXz/AeZZrVffVX4vzp27k7T2Rig1ccIagMOjDkhMnDAGUCefujhRDkA06+uLOMF2AFf9vokTBwEwCxqiV+JEJYDtzQynT+vGv7mnROUdnmH7wMDAwMBAT/kH6LZB++7+99EAAAAASUVORK5CYII=) 31 31, auto;}
64%,71.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
72%,83.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
84%,91.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
92%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur227443 2.5s linear infinite forwards;
}
