@keyframes rwdcur235366 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 20, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 20, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 20, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 20, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCElEQVRYhdWXMWvbQBiGH7eCHPiGgwis4aCGGCSowYM6FJIh0CGFjhn6A7p0KPQvdWy3Ftwt3WLw4EIKHeQh4IAGBVRQQAEFDq6DbZrS6e5CSl4Q3HLvPfd+p+8keOg6Svs2ZP6jUAClTaiFv44nf3Z/e+yioAS0XO/+KO3bcdx5eTgDHE/6dn9vvdvxULC/17fbMrx+seOcQuQ6Yav3+zu2rFoyBcVKEEkgdvdxTkBgmJ1f99CGsoHnmSRTHbGET99ueq5+zgnEEt7kj62q4fBAE7c18YGmrhuY3bjauQMsqoh3hzHjZwItKpSG+Rmc/WydFwePEszOr3sA89OaFs30RCNlxKJRXgBeh3Be1LSdQYqWD+WYt12BVC3pJLXLH0unc+DVB4QaAXDCS7TWTE9LMvw6ohfA59W/i32sRvcHcFvGGEiGAHSdezf0AuhMx7SMKYqCJElYlJKmbrhYXjj3Ab8z0DQAtFFLVVU+FmEAACpR0ECzgVHc02UEsLy86o2iGiklq2ZFFEUsL6+c4/cGAKgY+k79S86NKH2aWikkcRyTZRkAdV0jpbRGGWZfZk5JOMf2Kt+1AI3IiKINf1UgpeHr91/Ofl512yrPcwuQsPJaHAI+SACEEOuB3wsQDuDT+e4UoDVtsEvYXWA2T4CCL6P/qvzJrh0MBkG/ZsEKBXjYJbgL/Qa8t6YYkWiXVAAAAABJRU5ErkJggg==) 16 20, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 20, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 20, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 20, auto;}
}
div.testarea{
animation:rwdcur235366 1.3333333333333s linear infinite forwards;
}