@keyframes rwdcur117864 {
0%,6.4217391304348%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmUlEQVRYhbVWa3LGIAgknd5LbuZ6M3Iy+qPRGIMPbL/NZByVuLgi4SAHAOjVHhs22vS7a/QXvp5M4rDRzusDAM0krRP1uOFgS1j6X04HlmQz7A7qSP7tccAg8st4K3FsO4AEQoQ57iH3E1dBNnoGyryCzxUDn4DzLlbeR2M+PWz3ZB6Rq6qKyK+MaIS35t/YPAKQanyuJyz3jhOROW87MeCxk0jZfQbRb7+oMJr3OtCN4pakcwSP+R3MnCivXudZt/X8X9A6UTszywXe7GhmQgAHCIoIAnUWzAFYXceFTPjC9Ba0KRfAgYSbON3kVnregiXzyjEM46eDaWWTwcwkIuVX2y1KLhWQsPz7ngJAyXKWEu2YiKiqLimx7CEAjTHSeZ4kIlN7ZqYQAqWUPqPEajtTwe1ZT4l6x439kGOrIrKOoe57JN8qSEIIxMyPsayAF9sKZLIQQumf5+leays6R4HljfjtmjDGWI6BmSlGq0b7JwesQsU6htk3FqZy5WtHRK8rNkL9zXYiyolnhFWbHsf0Fqzs2qNMix+XEEQxfWXWPQAAAABJRU5ErkJggg==) 4 12, auto;}
6.5217391304348%,12.94347826087% {cursor:url(data:image/png;base64,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) 4 12, auto;}
13.04347826087%,19.465217391304% {cursor:url(data:image/png;base64,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) 4 12, auto;}
19.565217391304%,25.986956521739% {cursor:url(data:image/png;base64,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) 4 12, auto;}
26.086956521739%,32.508695652174% {cursor:url(data:image/png;base64,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) 4 12, auto;}
32.608695652174%,39.030434782609% {cursor:url(data:image/png;base64,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) 4 12, auto;}
39.130434782609%,45.552173913043% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmUlEQVRYhbVWa3LGIAgknd5LbuZ6M3Iy+qPRGIMPbL/NZByVuLgi4SAHAOjVHhs22vS7a/QXvp5M4rDRzusDAM0krRP1uOFgS1j6X04HlmQz7A7qSP7tccAg8st4K3FsO4AEQoQ57iH3E1dBNnoGyryCzxUDn4DzLlbeR2M+PWz3ZB6Rq6qKyK+MaIS35t/YPAKQanyuJyz3jhOROW87MeCxk0jZfQbRb7+oMJr3OtCN4pakcwSP+R3MnCivXudZt/X8X9A6UTszywXe7GhmQgAHCIoIAnUWzAFYXceFTPjC9Ba0KRfAgYSbON3kVnregiXzyjEM46eDaWWTwcwkIuVX2y1KLhWQsPz7ngJAyXKWEu2YiKiqLimx7CEAjTHSeZ4kIlN7ZqYQAqWUPqPEajtTwe1ZT4l6x439kGOrIrKOoe57JN8qSEIIxMyPsayAF9sKZLIQQumf5+leays6R4HljfjtmjDGWI6BmSlGq0b7JwesQsU6htk3FqZy5WtHRK8rNkL9zXYiyolnhFWbHsf0Fqzs2qNMix+XEEQxfWXWPQAAAABJRU5ErkJggg==) 4 12, auto;}
45.652173913043%,52.073913043478% {cursor:url(data:image/png;base64,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) 4 12, auto;}
52.173913043478%,58.595652173913% {cursor:url(data:image/png;base64,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) 4 12, auto;}
58.695652173913%,65.117391304348% {cursor:url(data:image/png;base64,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) 4 12, auto;}
65.217391304348%,71.639130434783% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmUlEQVRYhbVWa3LGIAgknd5LbuZ6M3Iy+qPRGIMPbL/NZByVuLgi4SAHAOjVHhs22vS7a/QXvp5M4rDRzusDAM0krRP1uOFgS1j6X04HlmQz7A7qSP7tccAg8st4K3FsO4AEQoQ57iH3E1dBNnoGyryCzxUDn4DzLlbeR2M+PWz3ZB6Rq6qKyK+MaIS35t/YPAKQanyuJyz3jhOROW87MeCxk0jZfQbRb7+oMJr3OtCN4pakcwSP+R3MnCivXudZt/X8X9A6UTszywXe7GhmQgAHCIoIAnUWzAFYXceFTPjC9Ba0KRfAgYSbON3kVnregiXzyjEM46eDaWWTwcwkIuVX2y1KLhWQsPz7ngJAyXKWEu2YiKiqLimx7CEAjTHSeZ4kIlN7ZqYQAqWUPqPEajtTwe1ZT4l6x439kGOrIrKOoe57JN8qSEIIxMyPsayAF9sKZLIQQumf5+leays6R4HljfjtmjDGWI6BmSlGq0b7JwesQsU6htk3FqZy5WtHRK8rNkL9zXYiyolnhFWbHsf0Fqzs2qNMix+XEEQxfWXWPQAAAABJRU5ErkJggg==) 4 12, auto;}
71.739130434783%,78.160869565217% {cursor:url(data:image/png;base64,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) 4 12, auto;}
78.260869565217%,84.682608695652% {cursor:url(data:image/png;base64,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) 4 12, auto;}
84.782608695652%,99.9% {cursor:url(data:image/png;base64,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) 4 12, auto;}
}
div.testarea{
animation:rwdcur117864 3.8333333333333s linear infinite forwards;
}