@keyframes rwdcur13439 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABfElEQVRYhd3WP0vDQBjH8W/jHzCcTuKgi4MgODoZBxEHBV07+kZ0dxZcfQGODuJgJ50yiS+gSydBF4dcU3UwDrkr5yWaQHMX8AeB9lryfHLP3RGAPrBLWxEiyoBhW4hAIULgtg1EoD+0hQjML20gOksiyezBVzmfAkfAvRdAyv54IKTnFRHYAxrjqx0FgBkfiD8BPhCVABVniFoAISJniLoz4AxReg6YMbeojpRxY1u0cA6YCemVAppEVLZAyvizbFztjstJikONFqgT8QS4mLRYKUC9D4wjZfwOfJEvOJ1nYMUF4EcLVF8PgIH1vwVgzwUAIaLMeCvaUcPHQAJkxnXnDGAVB5gtAYyAZReGvlVc5xz4sABnLgC/ZVUVNWfhDZj2iXiwAAnQ9Qk4pLgWHn0CAuDFAgyBjaYKTFX8npH3fBuYUWMdYA64aQpRlUWKi3EIiCZuXjUDACmwCayTPz0KMQCemkDUyRb5U4/UdQ2s+SqucwWckrfk/+QbjcuB+SxyNcwAAAAASUVORK5CYII=) 0 0, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur13439 2.3333333333333s linear infinite forwards;
}