@keyframes rwdcur113169 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFcUlEQVRYhe1XXUxTZxh+zjnQ1lLaU4qICgjElM0FskA2QDJdFrYlaJjJAAVnFiPBHyZzZBfLYnZnTEbmMq8WdUHmssUNhkMB/6ibHRbWAWKn8ielUP5LyylwoPSc8+1CNDNaeya7WnyS7+LN+33P++Q57/udc4Dn+B9Cq9ezJQDW/Bdk0QBU/2I/W1lZeXva4yHHjh27vazKkZGRuU1NTWJ9/YW5goKCLwCogxyhjx49et5utxNbTTVprK0lALTB6tCBEgcPHtyZqtfTwuSkuqKiovzIkSMWAImB9q9du2Zb4Y4dW1sbG7Ca1T8gDiogJFBCrV6hpQhBalQUGn48i7KyshSWZZtLS0u3AIhQKhXr162L1+j1bEhYWJiwYcNL+wkIWEkERVHg53kAmHhmAR0dHX10zhaoVSuQstKAX00mFBcXR2u12rasrCwYDAYolUrQNA2KouDz+eDlOHgXFkAYBpMzs30AFoMJeBq22dvayJTJRPrrfiEVn35CJEkKulwTE6Tmm1MkLy/vpJwiAXuAYZiLtwYH3bRKBYqioI4wAAAkSQLHcZAk6bEzHR0daLVaoYhaBZOpqVOOACZQghAiTLnddHZOTnaI34+kTZshiiLq6+sxMGBHT08PYmPjoFAoAAB2ux02mw1O5xD8fj9WRa9StLa2ngkmIKADANDU1HT8dG1tjz49HTExMbBarejs7EReXj5iYmKgUt2/IubmZpGQkACO4+B2uxEbG4u01NSNwfif6sCSC/6bN2+ipKQkR6PRgOd5GI1GpKamwmKxICsrCzbbLTQ0NEClUmF2dgZjY+NQSSIS9BGhlWfPfgvA88wOAEBkZCTNMAyIIGC9RgPX2Cj6+nqh02lx7ZoJCoUSIaGhYBgahAAHDhxAfn4BWJ0OuH+TLg9arfaD0dERMj8yQqYuXyYCzxOXa5I0NjYQzsuRCxfOk3379hKLxUKmp6fJwMAAkSSJ8DxPUlJSPl62AAAFvb09j4za3NwcEUXxYXzuXO0j8YNVXv5RVTDyoI8AQJfD4XgYSJIE1dJoAoDT6cT5ujpYrX9gYWEBnJdDd3c3BEGAwzE4Eoz8qU24hPHVq6ML0jMyVioVSgwPD6O5+XfwPI8b5uu4890Z5ERFYailBT+3t4MOYZCcnAyz2bxw+PDhvYSQqeUKQEtL65+a8LA9RqOR0oZr4R0bR//Vq5gXJaj8i/BQNDSZmSjYtQuhIaEwmZr+KisrK+Q4rj0Yd8B3wT9RWFSYXVS0k75WUwPN+Dhi2toRJ0no6eqCOjcXaWVlWJOQAJfLBbPZfKe4uDhZDq9sAa9v3lx46NT7KLWxgGcaDooCx3EI9fnAV1XBJoqYKS1FUlISEhMT43G/tx6/q58AOU0In8+n+PB2BOhpDprwcEh+P15YuxZJaWmA0YiRujowhGBmZgaiKCrk8gIyHbhy5YqGnZtFpCRCEASI8/NwDA0hPDoa84KARa0WNMPg0qWLoCh6EIAgV4AspekZr6p/eg3oYnlYOjux4HbDw7II0emwwutFhN+PqtOVyMzMRFfX3UG5vIDMKUhPT9/6Tva7cbpeF5Qj42AMBoRMTYEfGYHrxRl4srdjZ8l+xMbGITk5Ob6trW3Cbrdb/zMBTqdzdM97xUUp+dspsjEDJ50XoQxlIW16A874VwQ6TLsYrtEiLi6OVqvV6Ovr9Vy/bq6Vwy0b5eWHbN3dd4kgCOTE91+Tii8/H9Xr2Zex9Nn+1ttvfjY+MUZ8Ph/ZvXv3V3J5ZTkAADqdztPT2+MVRCFJr2Yp82/Nx2/csPyApYa7d69/mKGp3Orq6oXBQceJ/n778v4LAsFgMGgAsE/KZWVtlN18z/EAfwPLM5sU4pKbNAAAAABJRU5ErkJggg==) 6 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur113169 0.8s linear infinite forwards;
}
