@keyframes rwdcur107530 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACF0lEQVRYhe2Uv2taURiG30rJ4BRKA5IqFOlQanEQ0kECgpNQCOVSaBJK0+U6ODgUwVWoBByK07VboQo6uDRLJO4JyZAWStA/wA5tl0AjBgLl6RCVJtcfFa/p4jOde87hPO/h++6R5syZAuAu4J7mDNeEwgXABawDdyStS3pyYwEkvZa02h3fl/RUUmPQRkCAF7g96sCRiwP4JGmxO/6az+djHo/nh6RbA/a6JT2QdCHp54Se4QBuIBaPx8Hr5ftvqNVqdOeXr+1dcEz8N6ZpwvY2kUiEk5MTAJLJJMAqMGlZR9NtuueAJKlSqYDXS71ep0c6nUa/IJPJAEzVlIMCLALvAZdlWXB6SiwW4zrVapUXZ5BIJABeAiUg6USAh8Abv98PhQKhUMgm72EYBh/PYW9vD2B5qnIAz4Bj4HEgEIBmE8Mwhsp7FItFPl9As9nEids/2tjYgFSKy8+r5HI54vG4bb7RaFA+B0lThwCJcDhsk6ysrACkgLflctm23mq12DobH2LsQ3QkdHBgf2dM05Ske5Jetdtt27rP51Nu+iJIkjgUA0vQ6XQolUq2ecuyyCFHSnAlxO7u7tgmXFpaclzeD3G8Btlsdqh8f3+fD5gzkfdDHAVgZ2fHJo9GoxRYIxgMzkzeD3Goy/+9hyTeEZzpzW0hvmzB5uYmksghKpXKjcklSalUim81ZtZw/8p/lc+ZM8cR/gDeh2JzAN9AOQAAAABJRU5ErkJggg==) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFElEQVRYhe2UPWhTURiG35uIOMQipUKR4HARIxmCCIlGvGbJkCGEEoqDENNBCGYwHa6CZIlkKgQhOAQURIjd4tQOnUqnoAhCQMQ9i4sIsYJTHodeA2nSxPxcuuSBC4dz4LzP951zj7RgwQwAV4CUM55qD2NGgWVJlyT5JAUNw3gz6R6eKYM9wJKkrmEYXyR9leQDgq4KOMG3JQUl3dvd3f25sbGBpGeSbkr6PqnARADngDxwOZ/Pw+Ym8V/QaDQAnjqCU3X1f4IvOON0KpUCiXq9jiSeHEKtVgMIAXfcEIgDDwGfbdsgUS6X+Yck1IG9vT2AbWAFuAWcAVbmIeABXrfbbfD7sW2b46ytrfH+D+zs7AA8AK47nz17CyQFAgFIpznyGU6z2eT5b+h2uwDLjrhv1L4jLwxwFbgriW+Fggp+/8gHJxqNavXdK3kODRmG8UPSNUlnp6i3JxCsVCpwcMD+/v5AxZKGdsQ0TS52oFgsAqxOLSCpd9uP4wi9BDzr6+sD69lsFnV6kicy9p/9KJTJZAbmvV6vJBUlLSUSiYH1SCSirfMzvfRHJJNJPt9naKtzuRyxWGxgPhQKsY09tvpJ4IOGSxwnHA6zheYa3idRKpVODG+1WrzlkSvhfRIa0olqtcoLbrga3idhWVYv3LIs6jzGNE3Xw/sk5LwDbp35WIlPcU4tXICy2ezphC9YsGCe/AWfVkK2zw5WtAAAAABJRU5ErkJggg==) 15 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFklEQVRYhe2UQYgScRSHn4sHWWLpsLOHkD3YJToMtWJ4yA7hIaRDxIAI0sWDByUo0lN5WJCQSiQCRYQUFrx0EwQPQSCGdVyxunYqWFisSCyJr0Npm6NJzoyw4Heb/7x5328eb0bkOAOcAC4CJxftsWYww0BEPopI32AfcwDswPr/PGN0ApO4ROScyT1nA9gnrh3AhpXC0ZhvAmeA+8Aly4RTAlwBMsBZYH0wGJBIJJhR6wC2zRILoAJbwFXghohAOs29ryAiHKnbAtZ+19+e19s+r2AKdbfb/YNgUG4dHEjy0wc5P0Be3k0gIqdFZFtE9m022z7wZoH+c4HdXVqtFkd50odGowGwaYGR64BDVVVot4lEIkyiKAqlPlQqlak7YUS+AbxNpVKgqsTjcZ18RDgcJvAFqtUqwANTlhBw1Ot12NsjGo3OlI/I5XK8+AZOp9PYJIBN4FG5XIadHUKhkE5WLBZRFEV33uv1ePX9z9exMJqmQSyGz+fTSfL5PMA1QIbDoe5+s9lEPhsPQVt+NZkkGAwCpIEL05YyFouRQYxP4V8hDg8PqdVquvNSqWSa/K8Q3W5XJ5skm83ymMumyschOnfA5XLNlIuI6W+uC/HaA51ORyf3eDw856ml8nGItoDf7x/Lk8mkZWOfGeL9MygUCuOxBwKBpclFRMTr9fLuIWSQ0c/o1FIDAKJp2lLHvmLFCkv4CRnfqTaleq+7AAAAAElFTkSuQmCC) 15 16, auto;}
}
div.testarea{
animation:rwdcur107530 2.6666666666667s linear infinite forwards;
}
