@keyframes rwdcur137440 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpElEQVRYhb2XwXGDMBBF/3pcQFxAZnJzCWmBPlwAh9SRAwWkhNxTjmeSOyVsDkiwWn0syTb8GQYjG72vv4sYA7mUjG2mg4FOx6C7mjjOn4aMqQBkawMHOjoo9kpCsMS+qBf7/S6K9Y+9sJtiD8gK2I89PRE/oW08xYfjf2b8hw2tTZDDrb7D+ZrcfpeZY/knBBz1ZkxeJV40Gakz4MFM0cxkZCljrurYNFlhhYbrdO7DtAPh90gf8VJc0wwFIxFsIQwedQbQBX5tvWgaHlyCn911B2lsQgK2ca/BPdiqyQCLGqGMPSQjW3AHwQ8xx19GFXCiuZxnAgcgHWm5mgT0VkN53Yo7mLCTSXUCjyhEbzeqeNSXwKvnjzGNmZiYdZeBipiTgfdwjMRE01NQAHsTOlb0TsmADtAWcFLnEzExQnHC8r4olqAFPkJ9zHIq7PZ39UCXN2CyUmOClkEvv7PJUgmkgyjbwUpi4JfL3zTp1ysQFlDThH7zmG+uVQTTyVsmKiiLm4Ht6p9tYDaxtmIP38IAEJorNJoFU96W/3ySl86GnMf0DwCnjd4ggSB2AAAAAElFTkSuQmCC) 1 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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87.5%,89.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmElEQVRYhb2XvXHDMAyFH32uUqTODqpcqMoEmsADeAWNkRUyQCbIBMksrrMAUhCkQBDij2Xp3elk0zS+pwfIOgO5yFjbTScBJQBEuB1q4hxeMFiKALi9DZysRcINRyXhsMQuFj/l54co9D/MwmEKM+BWwHrt6YnognLwqIG+2dBagQye6Mpf/tpups/AtVBoMdNlpM1AAbxiJLaxxiy5JeoAAwBGLjpzgQ+DPqfsWlwEAFUjYw6x4FED4Ca/tbVfdhpjvlSED2rvJJ4FXRJgGfcqfDDWWH0GjKgRejkbAyfAbgLoOy9pPoxa4IaWdg45HIDjc6KWBKg4UFqFuNmETMq1J7BBHH0AO3F0tEBJ9l8uWzEbJqIeM1CPOdXFH3TPTfTdBWWwNkEMLKqWgB9ANdWl/RC9dm/GBpVCvQXtV010zwCmCamHZiDc1xoe3ywmzDb8/C0mazPge2n8gtVkgX9f/Pn91dduMRBN6LUeMwFsFu8pVFEWtwWWV/9sA9HE2hVr+B4GAB4uHjQJNnl7/vNJHjo7crbpHybIe+9RQ31HAAAAAElFTkSuQmCC) 1 1, auto;}
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