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14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 33 34, auto;}
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50%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADf0lEQVR4nO3YzW/TSBgG8CexE9tp0rTdhVJQAaE9VGgXpNUK0F53D/tnUglx5vPEoRWVqrYgUErUpqWlxSm7rdMkTWMnY0/GL4cqUIr7sWxsL9H8jrZHM/OMPfZrQJIkSZIkSZIkSZIkSYrPUrFAcY8hNpOTd4mIIg9AjbrDINNTz0gIEUvfsQewVCyQ03KgJJOx9B9rANtbayRIAfeB4UEDnHuRjyGe2AHULJNGfjwHQ1OQy2hQlBSsajXyccQSQM0yafjcGNRkAkZmANmsASE4NDX2JzJ8rWaFPuPke/vUtqtUKi32/1vgYM7NL7pPpAzoKR0ZXYffiX4PiFSjvkNEnIL43j6VSouR3wGR7gGuy3DcTZdI5XB+ZAjmP+X+/hpcKhaobVc/rXzNMmn2+RRZ2++JiMjcXKVKxervEGqWSUSczM1VIvIIOHg8usFsb61RYbGP64KaZdK7tRK17SodPd7dI3xvn169nKO368X+CqLweoFKpUX6UN74amLdiR9Ws0x6PjPdHyG8WJilFwuzdFLZe3h/+Myl+bmZUEKI7C0wPzdDjuPA9wWu/3wzcdx1RH7A0TRu3b6FhVfzPQ8hkgCePnlMu7t7EELgwsXxE6/lHR8ADziTxmDG6PnYQg9gcvIubW2V4XlteJzjyuWrx64+AHidBIizwHNKqvfDDTWA+/fvkaokkM0OwLJ2MTL8w6ltPObA9TiArz+LBQ96PP6b0GqBh48eUD43AACo1+vwPI7bd34/cfUBQAgOxjrQ0i4SKeBgjVTUK2VMTNw4tf2/FUoA01PP6MLYKACguW9DCIGkmj5T2xZj0HUNzE1C9QkpLYPKjomG0zy98TfoeQBvVpYprynIZfNo2g0AgMsFFEU5U3u3zcB0HZqmg3cYlpdXoBl6KKsPhBCArgqMX7kG5tgQlAMAjOQJTfts7YXw4QoP6+sbqO/t4Y8//wpl4l09DeC9uUmXxy8BUKEP5AA0oSTyAADbC97Zj9qpVFD+exu/XJ/Ar7/dCXXyPdet6Lp/e4hc8liDGvWdWGr9s+jpazCpHN7oVABppDQdhqFjbHQU/8cKr6cB+CLol9ZBCNnsEMbOD6HvqrujNt8WA395dYuad2ul0AqbbxHKJvOhvEGcOdANHQDA2gxM+GjZLShKErncIK79NPF9bXCSJEmSJEmSJEmSJEn94iOHozbeGXi0fgAAAABJRU5ErkJggg==) 33 34, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 33 34, auto;}
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}
div.testarea{
animation:rwdcur8661 2.3333333333333s linear infinite forwards;
}
