@keyframes rwdcur144333 {
0%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB70lEQVRYhcXXvWoUYRTG8d+sQUIKUREVtJDYiJWlgojY2lhaWFmLV+ANiJVYWOsNeAFpxE6wCYJF1BBjxM8ENDEm+5Fj8c7Kus7OrrNfBw47O3uY5z/Pe94zs4K3wW3TiiDynA5EB8B0ILoAJg9RADBZiB4Ak4PoFm4SjUlCdIq3iF1ii/g1KYi2+B5RJ34S34lvxI9JQLQB6sR2LrpOfCLe58fjhKjBHlpoFuQ6vqTa++OAqOkQ7wXxER/GBPHHgSLhJhr55ypWxgDxlwNlEA28wdKoIYLY7Gi6ZeJdmgeNkiHVzjvD6meRtp1N6W734STNjGd40FV/BA8x03HudMZyZYIgNogVYjXNg0awEOwvqH1S4MJCZfE2wNfc/j7iZ0qWYr6qfo3k54lk+1NczagX1F4puc7lqgAzcDAdl4nDVsl1tqsCiBLbu+rmgsUC+xeD2ar6WXAOr0ruvBNiFjdwIT/1HI8zdqoCTD2yXj/knT0v7f3DUqscwgHMSW7UpEm+gw3pkbGEFxlrlamCi8GjASZhWb4MbvXrrSLxa0MKd+fr4Oyg4rVI/5RGCRDB50hL+U/Uur6fN8RUK4mjuDkIQCHliOJY34rgeLA7hiWI4NJAmMH1EUM04n9fXoJTwb28eaqItiKN6LvRp6d+A22DKHoG2LjKAAAAAElFTkSuQmCC) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur144333 1.3333333333333s linear infinite forwards;
}
