@keyframes rwdcur17979 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 27 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 27 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUElEQVRYhe2XXWwUVRTHf/fO7Oy0u0sX3EIpbREQvIJB4ldiUDFIjBAVv4horBoDaIIREjE+GECjISGKRn0gPhijvhofTJRHTTREI29+ZANaFcG0pXTrttvuzsy914c7hVYSaCv45CQ3u9md+z+/Oefs/9yFS3wppaRSqvTGi4u2xLuvHFNKXT7xe3mpgwOlHY+MPPZsIN+VQXMA5P8TAKWUD7Tt2Ta8fZvIHfCCVmmx58T0L2Hw9tefS55f31t4RgZdoAfAmnPuvegASqkAaH/nheru2wdmPykKnaATSOqAd879F7UESqkg44uuD/d5b91em/OkKCyEMIf1/oDQIgJBGGYvDYBSKmwK5RUfvDp68PoBeY/IL4QwBH8Q/CoEFpH1ZD6XDSbuuyglUEo1d873lh3cE76/5Hi4ilw7yADMCNYcg8CAtSAM2GTS3n8NoJTK37CysOqlp6oHF5+UV9M0D2QGqELSh5ENZCDBAOhz9s8YQCkFMGv1quTGV3ea99p+KXYRzgPPA/kXmH4sp7AZAAPagOXiZCANPmfT+pZ12zePvTnvaLadsNWpeRUQfVg5BLKOsB4YsMKAsSy/6oriQEXLcrlsZgSQutucTeuGN+xdFL3v/dQuaSqBZ0Gkwb1BIAKTuKwL9/MTvqCtNZfHNf/0Ac5Ya7f/yJZseMALOyT+HBAa7CDQhxWnQTacclLDxjm32QBCYHRtZk6Yultpx+ZTj25l9n4vu1Aii66muh8rekFUQTTAr6X1ThecfWNGJulOCWDc1/c9G+/YeLp1l8y0g9UQHcPaCpjY2awErA9xDhL3kdU+pH2AAauHJRP854IAZ3x956nn1/cXnhFSYhs9Ti0EPANGIkQJyGFNHzoawssAGmzsAWcB2ua3F6E6NYC05m1v7/pj/5qeyzZbzyD8BggnhgZhWyFzDUgPkh8gGUXHHp5xt8nEwxoQGEigkG+aNZ0M+K88/eddRo9tThpgpIsjfTdWRLgY/GscTPQb2CGSCNf1wgl4RmLjlCYRWDM2KcCFZoE5/OOCryvD4SeH1clRoyGJ3BL+ZSCWQSwhqkP9NHZsBD0mkbGEOANRFmIPkUiIJMSArk1+wvNFL5fLCaijh77q2r640+s6ftuJh2c1j91//1BbF/4CMM2QWNBDYCrEDbBWIoVBxAWsSVyDanmmZNbWpteE5XI5AnpBDbz20fzeJ+4eroqW/B68VkBAVIHoe7SpYrVASpCZDIgmhDXYeBCsdFZsBMW5c2fD4BmAKY9jlw3kvWvNBpFpd8Hr32BrX2CjEWQs8Y2Pl0iIQ4hyEIUwBowCdQM6IZsNxp1wahkYv5RS4Z2rzcql3+Wux69go5/dFyLtNmFTVYlIcmCbwMREw9LNJx8QI2Dqk3SncyApbrzl5OPoCF0/BcakTmNdhwvpYIQPohnwsLqCjiBuQFyHpG6xSf/MABa05WcJ6usaI04sroOOAGPdsum4xYAMAc23y1u+OdTVV/5yyQmjY7en0v/TpJPplEvQUvDrlap/5MulJ25dc7TDNxqkdOfN8RQLmZq/TTA6Mq+8G7zc8/uinkc31K4dnDfQvXB+4+aWkdyvQDSuK6YKkJ52S2tvjFbetKK/e3ahfoc1urS2pxMxblDp8sIWjlx3w+fdOw9vBXqBACimr1WgOn4emDLAP0CKTVnmbruv797OuaMPSeLla37ukAiXlSAv2Vtd8dDHn/3yablcrp9Pb9oAE0Ak7m9W6cF1tWuXdQx2l1rqa6Ww+UUd/pGNuxY/ABwvl8vn1ZkxwAQQcHOxCIwPmioweKGn//8C+BtkSSf7dpiIjwAAAABJRU5ErkJggg==) 27 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 27 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 27 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 27 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 27 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 27 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 27 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 27 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 27 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 27 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 27 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 27 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 27 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 27 0, auto;}
}
div.testarea{
animation:rwdcur17979 3.2s linear infinite forwards;
}
