@keyframes rwdcur229711 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYklEQVRYhb1VbUhbZxR+7s1XE/VGu8Zcjd53+FHjjdI/rTOsIC1FV9knjP2ypT9W6UdEOjrdBjJkm2zINhAsQv+MrjLXX4JDkG1atlLUJWOZ0ww/2t7YhsQvTIiKcebdj3EvGo1erfOBcM973uee87znnvMG2AF5eXmc3V7y3k6c54Um2YYoinqWNfyq0+ovZWQcXZqfn334fwhgk21EoxpTiikFtuxcaFhN6/HjjpOHKsDvH1nU6QzH9HoDLMesYBmm/VAFFBU5KlkGAgCYzRng0sxl9qKSLw5cgM1mK7DZbGUFBY68jX4WzBs6nV5xWCw8dDpdg72wpPogBTCCICxdKr3xz+DMfc6kSXmwGo/9/jj89zmGYUSGYZCWZp47YjCaGJYxrcVimF+Ye8Rq1ovHxsZiDlGknNmMSDgM+RldWoIkSYxaAVoAD45oTZVtFfcQXYucNhuOnnYNvA0pPPGQsqgLR2ZjYehjiNNqgL5MGeb7jckv1NTg27t3FREAQAihqkVkZ2cfFwRhtfeyl041UjrVSOmH1a1SEjoLAA5RpC6XizqdTvqH200dokidTid1uVy0t7eXOp1OSgihavKzgUBgHMD1Ns/HitMfnZwThNL0bfhx2fB4PLhQU4OrdXWILi0hEAhgoL8f79+8iaamJlWH3wRBEDo/eOVz+sv1x9RuL/WIoqhPxnWIonLSdclN1yU3/fObzyghhLpcLuoQRXqrvV11FQAAhJB0QRCmG6paqCO/tHkX7qbkiSLk5GoEaGVDkqTFnJycui5fxyfxePzn3V6MhMN48/JHAIDu2y2KDQBjPp8cU/U0qAYhhK5LbvpaZSX1jC/QT1tvbbI94wtU5qipQNKbMBGzz54owUYH+vDo6VPYs1iI+Vnovt2i2PYsFqkpKRgd6Nv23QMBIYR2Xju/pQfkX+e18+rHcD8CJEliugd9m04pY3SgD92DPgz9FFMVS1WTzD57Qi22FxWufLqyF/5zncrnAQC/TQUBAH6tgGBI2tSEiTFkqKpAYnLeSpREb1k6Ib7bgpzIl/BrBQzPU1gzefBWgo2fYbvkqgUkwprJw2TkEAxJSM9NRUX5KaTnpiIYksBbCSYmfbBm8qpi7UkAIYSajBy8I0NYXols2T9R+hKCIQnLKxF4R4ZgMnLYrRn3XIHCgmLwVoKLlkb0NNfi6o+vwz8zj8XpKLwjQ+hprsVFSyN4K0FhQfGu8bS7MhJQdbYcff2DKF47AccZA3oAVJ+rAAD0NNfCcaYKf323Cq/uPqrOlsM7MrRjvD1flduV9MaVK/i6o2Nb/m7X8b7valmIycgpvo19ofZ/YF9TIKOhvh4cl6GseStBQ339nmI8l4A7Xd2wZvLguAwsr0RgzeRxp6v78AS0fdUCAAiGpC2+QxHgHh5GaCaorEMzQbiHhw9PwMmyMlW+nbCvKSCE0Fer38H0tISJSZ/S/SYjh8KCYuTmEvzQe0/VJOxbwMa1nCiZfyf8C2xL8nTxwd4uAAAAAElFTkSuQmCC) 5 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
}
div.testarea{
animation:rwdcur229711 1.6666666666667s linear infinite forwards;
}
