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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABVElEQVRYhe2SvUtCURiHfx5v9x5visoFIYgQQbQoFYcoCkGjoMYmc+iPaOh/aHVvbAqcW4pCiaKooQiU1MmPIMryMz+urc3vjRPBffb3eR/OeQETE5N/jmRUwIwMyzZ5BsC+0Qgyq1ubu5FE/N2Ig/wCCud8NhzdOUqnVVmRvcIDFiLh0HIsnrD45iV7MrUkPMCteVwOpyaXul3m3U6Sj5Ec8KkoK9ZJFSHnBHRYpoUHONyuvcWAD9nOELXM8brwABuT7A5J0u+7Y4w4jwkPsFqAu/6YBSUOqCr5BsiDVsZwNQZqD9dgI52qoQe0hyMUXhvIXGRha7feqB7yF9RbrcvH3Dm0tQ30ysWc8ICnxsdBpfwMLTgHyTN1Izxg0GxW0fvSm7kzDF7qJaqHfAO8Xqv2i4VC5fTE08nnb6keMoo/AMUfOASQEr78B9G/XG5iYvIrfAPTc1w4cxQRHgAAAABJRU5ErkJggg==) 0 0, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAl0lEQVRYhWNgGAWjYBSMgmEAWCjRzESh5UzqfDwyA+YAdgUFIZ6gML0Bc8DPBw9+cMrIGQyYAxgYGL5wiokbDqQDGLhExEwG0gFSnKLiA5cIdS0t+biEhCgxgjIHmNrY3mLi4KDIARQD//M3/lOin+JE+PrHD4r0U+yAZw8fDawDfty9PbAOYHz88AqlZoyCUTAKRsGAAgChoRhA6K9bUQAAAABJRU5ErkJggg==) 0 0, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur220962 2.4s linear infinite forwards;
}
