@keyframes rwdcur127647 {
0%,37.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHY0lEQVRYhcWWaWxc1RXHf/ctM8+zeCbj8dixx9hxHDMQk7gkIUFCCUvaEpRQVKBQoNBKXfjSL63UVGrUD22kqlKrIgFtoQpFNNC0VG3S0iQoKjRFNCTKPk5w4thjx3gbb7PYs73l9oPBTvHYMeVDj3T1dO9555z//Z9z7r2CJcqG258Kjg1dbFYUq6y+xtCwlcKrL//jYGzP87/kyunEt/a/se/F6/nVlhL8yMsHfPt//cyz7wbMJ1QhUHQNAQhFQXe5MEsmNpJ8TvDaSy/x/tk4q6fUJW1sSQCe3XvgMV9l8IlYYwTDU0E4WoPLbRAKh4g2NDDQ348jHd46eISei12kJ1LoUiwJwHVhPnPfV54/OZX5ui9iBPzL/LgrPcQvOCSyd9M3HKb7qpfB0RCbNvhQVYVHv/Y44xPjdPePvdHZnzj1qQC0xB57M1dpPRqu0QJVNWGCNVWYpkX8osmYbKT7zO/5oPcSpYo2Iq4OTKvEyMAQOx78Ao7Ht+OBQGDgYEfH6f8JwHcf/vYvIr7JR2RAVRRVw7YshCJACLq6suBvJdPxKzzuEivX3klVRQ+p4SRjw6MMDwxxy7o2clLZ2mwZmRO9l08sFGfBGnjtvYRnw2fcWtHZyJRZjShAxBkiYFxi1Q0aUu+gdfMahKLjLZ4hNTJK79g6ciWDS+MSl3+MK12dnpFssmExBhYEoAgAQdpezqQSRdfATudQi1luaAzj7znBvZoCK5s4bIwwNJhlKN/Ai7tbefX1Yd7797tMJxP4hLNY/MW7YLBwG9mKKkoSHAkFux67eD/ZrJuN9NPWu4e818NA6BF6cyWy0s3ly1OMpxwGSjF0mcDHguwvDsCRUFut07wsDWRAfqQxyOdNkqrNWY+HfCqFEnGI1ulEGefvb48DcGMUBgs65BaNz7xmvTF2x0/cIh0qWlWb16yvi/kCnnlG+alpert7AXC5dJpjqxBift/3XUkwOlQ8azrqifXR2Jt7j7zw5+syoIip73/xqYdJdCfo7uwiUowQbYgSrFpG34jk8mAltlmAqpsBKGluLiUVAO7bouP1CLrOdVJdX0Mul2PN+uXtOLK9uisRAq4PAGzu3v55Th47Tio5warWVtrb26lvrCfeV8TXPWOiqQqBoDGbGiHg/h3VeL0axwPv0LS6BdWtcdMtq0FKjvX1zw9VHkCZvHwoVcEiG1abgMSl6jQ0R+ZKA9CEA1ISDIcw3MYCXpYAYCEZm9Dp7HGBIpC2A+eGkI6DqmnYtsWXtlQSWRGY0S1RPhGAaJ3FiqggoHtJFlIgQVUF1YaXZC6PUeGQH8lgm+Wv7E8N4FLCzeHjLty6RalUgWTmwHK7TKZzOj//QRVaLjdTEB+TvFDK+iy7apomtmXPW3cswU0hlae3ZgjlX6Eq9wot7r/yvYcU5NXfkekfxAj70Vxz+7JMC8uy8Dvl01KWgVee20NyJImuzqk/KjZFgKZJhMwDIIQHITSmlj2Jr74e1a1xbRnv3/s6UkpqyrCyIIBtn7uXeDxOPB4HIJvJksqkgZlDyWUYbFp3G+1r1nL6zGlAYKMzPZRGmxbYpjnra8sdm5FS0v3O0aUD8Pl8GMY1baQLcM9lyywWOX+xgyuJblRdY4Oc4ccxbZySQDpzzen1erEdB8O5tmGvA8BbF6Tiqn927pQs7PxMZR+9bNOd9NE98hAAhq5ydV+JqRIkcyla1rYzmcnM2lZUz/jJKuWLsCyAfx2bInG5MDsXuoqiK0SXm3zjfhsp5azpzB1QYCvgMmwGRwbIF+ZuoONn8oBDhfwEDLx1yiQ3nEebHMV2HIZHh/FerCzr4FrpPDfzlUWL4MkQnRfeJ6nU4VhFNpUnYPFzoFbT/hmcSDVdmphoCgaD838Q4Pf75y1PTqaw4xcOa+PpdtpE7WIxyuLavtnDups9bGxecWhtOHwFCVLK+cORCMns+Og/AaypufUv3QVj8K4NBvds9C0IoCwDG9d5UUoVFMcEYsWKo5VmMXVtBitzueaubPbW6nCY0fExhodGqKurO6hqag5AUVW8YrJHVfOsaTNASt46uUAR1tZu9T13V+1OTZGuSV+YQ53n6b3Sw0RyHJfJNrN3bOehgwd3X2vUumrtNxtX1rxwxz1bWF63nEw6TfBU4urg6u0/3vWdzw4CPPbwVx+4ze+t+6D3Koqi4ra8bX/88uM/LQSqIFo/+uSunT8D0DyeXOuPLnTsaom1INIDVN8S49yx0/hDAc7buTuTfQMPwvyHXeWyALG1q2luXYlZMtl95OjTxbcP/AYYBPjh6QvbYjdHauMnz1FTW4O6MhTb15uIFYcTVI309QAzAAR5dJdGrO0mNJcOQKQmQn1TA5OpSaa7EmWpS49PEj91lvOnzmJZFuPJcXyh+ll9g1fS3NpCKByicWUTLs2Fb1klmXSGic6uuRSYTmUqmxlL/mnvH1wfDyIQVBuBeU8Zy/YO9vd9kNr321fnGNHc3O4eso58OC9Y07kjfzuckvx3/wsEG5sae8vu6v8h/wGJtg/xVQs8FwAAAABJRU5ErkJggg==) 4 11, auto;}
37.5%,68.65% {cursor:url(data:image/png;base64,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) 4 11, auto;}
68.75%,99.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
}
div.testarea{
animation:rwdcur127647 0.26666666666667s linear infinite forwards;
}
