@keyframes rwdcur6976 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFcElEQVRYhe2Xa0yTVxzGf29v0FJQaEG8AHJTQFRQnInK5uZQUfESjTqcWzTDLcuMX5ZtJkNj4gc/uMRd1GQzU9mG8TKNd93KRGFDB0y8IEKp0FYKciulFKi0fffBbBFBoeiyZNnz8X1z/s/vPP9z3vccARB5toQB3j+XJP+m+UAATzW/X1cn1jc2DZTcoCTz1hzg8JGjGJrtXMgvFJMT4xmh1Qw5qf4SeGaxz/fliN0SH0DA0PaQoxfzufTbtSGn8WQCA85E6elGExvHrLnRdPe4CPKLw2wyUXLjtpgyOdHrJB5PYFCDU1NTGSZ1Mz0yhGljQ1D7yJgUF4vT6eROVbXXSfwF0Me8o/F+v8Xi4+OFgnPHuVtjRCYRGBOoxu7oRKJUc/uu3lt/JP2ZW2srxJsH11FUVNQHottUJq7SFFJ2/CsM9+sprjLS1WGnqLya0xd/HhJAH1kqShkuvYPKqOv1vGx/tmjP24jHbUWQ12NtuMa94hyaXDImtOiIiI7xGqDX7PXn9oim81s5VqdiQbAbp1pGxIzNaINDaK8uxdd4gI6AUTycspGzOdlkrMggnnOcsaxkSv0lylp8iU6cyYO8fdSMz6RRk0hCVBgxoUFMS0npd4312gXqEWNojHqV98MKGDZciloOzeZtdNWK+CskBCXIaLXOJi4yjhNWCDWeRhEF84RD2DtB29oFpVVMiPQjZEQH6peT6RTU6Ap+xWA0i9ERYX0gerVg5NTFwuyMrXisciobZZwwamiV+vHJlQk0NSuQqyDW9yQO/WVWrdyIySihpwM6asDpgsJWX5QqOV1+ozElrMfYoyYmfDSrly7mQtH1flvQC6DjgVn8YfsmdHaBIzVJpC1ahbV+DNt2fUeebRbtTR7UoU56bu1CqfLjVoOctjsguqGuA5RygRtNAo7hsbh8A7E5PZSamujxiEycPJmcYyf7LOonWhAm3C0rER1ugbA20KgLUUikRGsCiZuVQaXxMpMEOFwRj7/Yxu81LtJHQqdbyoFyD+ZuJe9t+pDWm9+i9TtM0/gVNNm7sTqciB43NrcUs6VeDBs1UugXACAu6dFiWbPxJzF6eRvllVZMZ2sZ6y/D1SJS3TqKuAVZOFpbCJU/RO8O57zsNdRJ7XyWtYG7ej1nVRl4LhWj0jsZFjWJsfGJNBhruH+viu6XJj49gceV0rMb86kHdDlE/IF4Deh6khHmfYAqKAyJ+VMStW7qYteQOmEmieEh3Ko0YOmCTruNzHc2YWtpJiAwiGvlZVRX3CYiSI2j3dbLp9+tUWmoETd//BEJSVN5d8kreAr34hc5Cen09bgEGe3NDZTnbuebglpmpy9DFhDEsoXz2XMwl9rKCrLeXMWcOXMG9WnvN4Hx0ZHC5aJisbC4FItiJOErv0Tt54PhgZWCqwU4Gk3U6vKYPHEuNw/tRJGyFLraSU97neMNpkGbPzWBv5Oo0ot79+cwemw0xZcu4pIqWDs7Fs29czTfM3DFJHKjazi7Dh7FV6kkP/8yqbNmkpCQ8GIAHtf+H8+Khrp6fGuv0PZHHuuSJOwodGHRTEFVcpXMHTt4IyvruX7Hz9S65QuFlIgQqvVXCPd3cgtodElZMX8Oi1pauJCb6623dwAAS5csFsbHhBMcrCRA2sPuDYGkB0tI1WoZl5iMxWIZ8nlg0Ep/+wu+vq6lJLed70/40LzzAFFqNb5yH86cOeNtOe8BkpKShHCtllB3AHW1NsYpFJCZSdCMVK/NhwQAMGPNWwScyidg9Vpcul9gyxba7LaBB74ogEXp82lpsDAqIRlznYUGWyeVN0pIS0vzutaQz/M5OTmiTqdDEB6VyM7OJiYm5h+/Sf2v/57+BMSzHrlUAMu5AAAAAElFTkSuQmCC) 0 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur6976 0.83333333333333s linear infinite forwards;
}
