@keyframes rwdcur227892 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfElEQVRYhe3VP2hVVxzA8U8SDS9LokFitKJiFcHJoQiWEKp2URGhlCIUSwdpl+IgDg6CdMigTro1YEV0UhC1JRpFgyBNJ9uaNFEaX4ciT8gQogkO+vJzeC8vN+l95k/f08H+Dmf43fM75/u95x7u4X2PmgXMacO3WIdFeIpzuIZXlVP7d2xGn43CaeGe0CucF9oEnuCz6sEXG3FBmBCprVdokccXlYa3WGzE5TLgZHtQkmirpMBR3yQg48IhYbnQJHwp/JMY/0HgaqXgi5DzR3HxCWGnwCWFQ9iCDh8Ko4Wa/mf90bikMbB6rpAcPikztsmGxNv9KvAXamfUXTp26lhk89nI5rOxZ9+ewFdzgdeiVYPrZSQaLU1kA+AXTMyo6xkaHColTUubCnPnKECXTBmJMc8S2QawJWWdrWvXry0lz0efY9rMN0Zhe3uEBi9mSNSrMWwwcQbaBc5gGTI4vGLVirg/fD+y+WwMjA1E87LmwPr5CZSX6PBdomZUOCAyDZmoq6uL7bu3x51Hd0rf/8SZE4Hrc4VPF0iXWClj3M3pdY9fPY6hl0MlcDafjdsPb0frB62BTxcukC7xsQbjfi6MJ6GT/caDG5PwA/OBpwuUk+BvW8TJH09G1+9d0d3XHZ1XOmPbrm1RU1szgq/nCy8vkC5Ri134CX/iEXqK4MxC4G8WKH8wKxqzXzJVlphdoMoS6cBbgtSeq55Aj/C5wh9vTGiUN49b7b8JTG1xTm/x2UGBjuoLTMHbccj+osBDgWHUV1dgCg7N6r0wXJTYIbCvmgK5BHwyzjpeFLgocLeaAmnxkTVCt7BX4PzbFoDv8RuOYMm7EPg/3o94DY6F1K0GocHgAAAAAElFTkSuQmCC) 0 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur227892 0.8s linear infinite forwards;
}