@keyframes rwdcur125314 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdElEQVRYhb1XPWsbQRB9F2zYdKvGqDSkOUgjofq6FCkvQeCUtklxzg/xTzCqTnVAsVQ4kELgQj/g0qUKqHEU0tyVh128FMuu7mPvwz5JA4OOmd17b97OrCQHOzApwLp8ksKpyr1qA3CGW57htgQiBSgFeCrt+06l8jqClcyqiHzFR0eDF4HXyRa4aOvErkQrBYomBXh/Xo7rim12f25XorUCtuqnvspdLOr3Tn21xqZC6x7Q4FnLAkfXXglUexPBHFCx2aqab9AHAeW8C4zrGABGgVqnvfURVFWsbdAH1wkQzwI8Dd+V8sfREgAw/DwxMd2gdSOZI5D9tBFg6JlKHx9mxpFRgKFnKtdefFdtD9Sp4FyuQBK+m4/rGEk4lysAQHyj+qPVGDbJb4BCD/h+hfmvfFFPf76ZGEPPtjVfSOOKCpMCjGeBAi30QbYHms6+FGyrgCbx7/fMmjt5MzbPdY33YgWyJGzxNJUQItkvASnALND7dG5yP8QHpKmE21e5n3+7F1sClyI/glKALnwzcrwLKCAZBVuV9KXUGZyhx8eHmbkBs7OuwRl6FJAc9FEioZ+PuhA5jpbojdVtF994wMnb7URES/S+rJCqYyYASEoCwPp1Yt7RaQz1swbPWm88yTXfoA+uN+q7OnGS/fRD1iMEhN/xrNuagGTR4R+WBEejUc4BHJSEAc0RANBE4kW/CZ9lCzhDfwIs7A2/FwJxHJdIVK3dOYESeIMdRoFDEniuAru6karGrPH9nQkISAOeIoFA/q9Rih1fu0XwTUR+wpwufApIuvDpwucmIjcRmSVos07sBCR9TAEAC1yYuI7peJ0K/wGzxHHg6qOGhgAAAABJRU5ErkJggg==) 5 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur125314 1.3333333333333s linear infinite forwards;
}
