@keyframes rwdcur152641 {
0%,1.3285714285714%,100% {cursor:url(data:image/png;base64,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) 13 34, auto;}
1.4285714285714%,2.7571428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABr0lEQVRoge3WvWoUYRTG8f9KICnWrRaGQJrEGBDWYCE2YpFUcYpcQAjYh0AaQ4oEwjEsa7vZO1DxBpQYvADdWMUgyOajCiyKSxojQhAeKxthZ97dGafx/OB0h8Mz75lhXnDOOeecc84555xzzrn/TymoS7YAvAnofEhpez9TotzJRpB1aMYC+tduLGQdZCNFxrsW0LPK6cUMa3vJXTtv4exiBljNI1io5AeQVZGMVjt90rdf0DoAyZBVc8qXKm0DDd6dV9g9CJvWbMP78wpQzxosO9kdfmyJhenkd//vim+Kn1tCNltEzKQNNHndgf3TwSbuncCrY4BWhlwZyRbpbYip8mCn/6emyqK3IWSL/zpqvw0cURm94v6N4aY+mIbK6BVwOGyw7GR1Pq4Mt4GjFSHbKSJm0jdQZzb6gs0NNvHJHNyOukAjS7B8yJbpPhYTY2EnPzEmuutCtlRUxLT/wAvGr3+gEYdNexrDeLkNvMwaLD+ye3zfFPOTyac/PykuN4XsbpHxQm+jz/n0dZnPvf49t6pQi55R2n6UU7YgoTfHdWrRJbUorc8y5nHODeg3a6+6Ys6bHtEAAAAASUVORK5CYII=) 13 34, auto;}
2.8571428571429%,4.1857142857143% {cursor:url(data:image/png;base64,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) 13 34, auto;}
4.2857142857143%,5.6142857142857% {cursor:url(data:image/png;base64,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) 13 34, auto;}
5.7142857142857%,7.0428571428571% {cursor:url(data:image/png;base64,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) 13 34, auto;}
7.1428571428571%,8.4714285714286% {cursor:url(data:image/png;base64,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) 13 34, auto;}
8.5714285714286%,9.9% {cursor:url(data:image/png;base64,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) 13 34, auto;}
10%,11.328571428571% {cursor:url(data:image/png;base64,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) 13 34, auto;}
11.428571428571%,12.757142857143% {cursor:url(data:image/png;base64,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) 13 34, auto;}
12.857142857143%,14.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmElEQVRoge3WPUubYRSH8SviJOqkkCGDuEihpCIiOHQwXWwHP0AN9Bv4MoijqLhol3YTN2OHdigdCnHQQbCkpQ7mUJDQDi6+DC6iIjj4d9GibaN3Ett76PnB2Q4P1+FZbnDOOeecc84555xzzrn/TyJoy9QP5AM2n5JOLNdUdO9M9ZhKjL0SUH7GXwtTCVN9xNo/MI3w8fvt8SBaG0X+hzCNxIv9lamF4vkhg0N3HwAiOyyK54eYWqI132BaILceFn81bz4J03yk4mtMnWyciEx/ZQc8fiY2T4UpHan8kmmN2beVxV/N3DthWovSDYBpgMKBaE9Vd0B7ShQOhGngb6fWlTuBpuYzHvVV99WuJ9DUfAZsVhtWO9MM74vV/YEPJkzTUbp/MjVg2mN4srL40Slh2sHUEKn8GlOW1V2RSobFp5JiZVeYnkdrvsEEpi/M5sIOeLkkTAVM0ZJ/Z+rh85Hozdwe35sRX4+Fqftf5oW+RnNsf8tS2iq/0/EA2h4ukk68uKe2IKEHJIGJgM1J0on9moqccxW5ALVNGixwv/iuAAAAAElFTkSuQmCC) 13 34, auto;}
14.285714285714%,15.614285714286% {cursor:url(data:image/png;base64,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) 13 34, auto;}
15.714285714286%,17.042857142857% {cursor:url(data:image/png;base64,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) 13 34, auto;}
17.142857142857%,18.471428571429% {cursor:url(data:image/png;base64,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) 13 34, auto;}
18.571428571429%,19.9% {cursor:url(data:image/png;base64,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) 13 34, auto;}
20%,21.328571428571% {cursor:url(data:image/png;base64,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) 13 34, auto;}
21.428571428571%,22.757142857143% {cursor:url(data:image/png;base64,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) 13 34, auto;}
22.857142857143%,24.185714285714% {cursor:url(data:image/png;base64,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) 13 34, auto;}
24.285714285714%,25.614285714286% {cursor:url(data:image/png;base64,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) 13 34, auto;}
25.714285714286%,27.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABfklEQVRoge3RsUpbYRjG8f9JDqLJQzIkhQ5ObgUpDtKluDgFBy+gCN5B6x2Ill6AbtJNXdq7EFqkm0pBRFdtBxcxpRCqT5cqWjWexNpveX/wLoePw//9PgghhBBCCCGEEEIIIYRwO7mF7ALTSp16k5wj78GSgbuntGzkPeQ8Ye0t5DmG9rvHg2k+MTow8ly62L/JTarnJ2Sv718ATOmNqZ6fIDeTNV8jv6fyqVj8xeizkVcSFV8hj1H/YdTqaYGMKdP4aeTnicr/kDcof+jt9i8m/2jkjSTdAMjTNI5NfaS/BeojpnFs5OnHTi3d8X2HvNah87K/v55NQF7rAFv9hj2c/A5t9/cCtR0jv03SfUmuIH9DCz3GLxr5ELmSqPwKeYahIzMwXCx+YNgMHhn5VbLma2SQv6C1gre/buRN5GTJN8kvqJ6a8mT3+PKkqbWNPP4/87JCp+Q18q8ztHe7nHkGv0ZXaWez/6itkKILPAXmC5xcoJ19f1BRCKEnvwHIiQTRofynhAAAAABJRU5ErkJggg==) 13 34, auto;}
27.142857142857%,28.471428571429% {cursor:url(data:image/png;base64,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) 13 34, auto;}
28.571428571429%,29.9% {cursor:url(data:image/png;base64,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) 13 34, auto;}
30%,31.328571428571% {cursor:url(data:image/png;base64,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) 13 34, auto;}
31.428571428571%,32.757142857143% {cursor:url(data:image/png;base64,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) 13 34, auto;}
32.857142857143%,34.185714285714% {cursor:url(data:image/png;base64,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) 13 34, auto;}
34.285714285714%,35.614285714286% {cursor:url(data:image/png;base64,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) 13 34, auto;}
35.714285714286%,37.042857142857% {cursor:url(data:image/png;base64,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) 13 34, auto;}
37.142857142857%,38.471428571429% {cursor:url(data:image/png;base64,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) 13 34, auto;}
38.571428571429%,39.9% {cursor:url(data:image/png;base64,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) 13 34, auto;}
40%,41.328571428571% {cursor:url(data:image/png;base64,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) 13 34, auto;}
41.428571428571%,42.757142857143% {cursor:url(data:image/png;base64,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) 13 34, auto;}
42.857142857143%,44.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABm0lEQVRoge3WMUtbYRSH8SfiYoaQIQUHp2yCSClSELGDk3HIByiCu1L1GxRburbqVtyqHdq5qJMoKCIIGhFETIcWtA4OJ7QiOPjvIMFgSPomsX2Hnh+c5XK4PIe7XHDOOeecc84555xzzrn/TyJkydAwsBKwmkuTWG0t6YEZajd0PMucgJrzlnkZOjbUHjG3mqHpPU7qxgNq45F2KcrQdLzaewxlStyUJpj84wGAxplSiZuSoUy06EqGFpbZDIovzxe2ZOh9pOQ7hh5/41JPGG7ogBwj+sqVDPVGSr9laOMjnxqKL88Sn2VoI0o4gKF8gQulyDZ1QIqsClzIUP5vt7bVeH7QQer6GQNNvXSAQTpIXQP7TZe1ytCbdQpNfYE1DmTodZTwMkNJQz9eMNNQ/ASvZOjUUDJS+h1DoyecKUNXUHyGLhU5k6Hn0aIrGcLQziyLQQe8Y0mGtg1Fa65i6OkpP9XPUN34fob0nV8y1Pcv+0L/Rhd3ORw956jmTifd9NHzIU1i7MHqAoQe0Am8DFidSZM4by3JOdeI3wh+H2Hz9pkKAAAAAElFTkSuQmCC) 13 34, auto;}
44.285714285714%,45.614285714286% {cursor:url(data:image/png;base64,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) 13 34, auto;}
45.714285714286%,47.042857142857% {cursor:url(data:image/png;base64,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) 13 34, auto;}
47.142857142857%,48.471428571429% {cursor:url(data:image/png;base64,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) 13 34, auto;}
48.571428571429%,49.9% {cursor:url(data:image/png;base64,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) 13 34, auto;}
50%,51.328571428571% {cursor:url(data:image/png;base64,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) 13 34, auto;}
51.428571428571%,52.757142857143% {cursor:url(data:image/png;base64,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) 13 34, auto;}
52.857142857143%,54.185714285714% {cursor:url(data:image/png;base64,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) 13 34, auto;}
54.285714285714%,55.614285714286% {cursor:url(data:image/png;base64,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) 13 34, auto;}
55.714285714286%,57.042857142857% {cursor:url(data:image/png;base64,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) 13 34, auto;}
57.142857142857%,58.471428571429% {cursor:url(data:image/png;base64,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) 13 34, auto;}
58.571428571429%,59.9% {cursor:url(data:image/png;base64,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) 13 34, auto;}
60%,61.328571428571% {cursor:url(data:image/png;base64,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) 13 34, auto;}
61.428571428571%,62.757142857143% {cursor:url(data:image/png;base64,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) 13 34, auto;}
62.857142857143%,64.185714285714% {cursor:url(data:image/png;base64,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) 13 34, auto;}
64.285714285714%,65.614285714286% {cursor:url(data:image/png;base64,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) 13 34, auto;}
65.714285714286%,67.042857142857% {cursor:url(data:image/png;base64,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) 13 34, auto;}
67.142857142857%,68.471428571429% {cursor:url(data:image/png;base64,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) 13 34, auto;}
68.571428571429%,69.9% {cursor:url(data:image/png;base64,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) 13 34, auto;}
70%,71.328571428571% {cursor:url(data:image/png;base64,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) 13 34, auto;}
71.428571428571%,72.757142857143% {cursor:url(data:image/png;base64,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) 13 34, auto;}
72.857142857143%,74.185714285714% {cursor:url(data:image/png;base64,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) 13 34, auto;}
74.285714285714%,75.614285714286% {cursor:url(data:image/png;base64,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) 13 34, auto;}
75.714285714286%,77.042857142857% {cursor:url(data:image/png;base64,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) 13 34, auto;}
77.142857142857%,78.471428571429% {cursor:url(data:image/png;base64,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) 13 34, auto;}
78.571428571429%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkElEQVRoge3Rv0vUcRzH8eeFyOFwk8INQugfEELSYFyDEBwN/gEiuLT6o7khzugPKBoSt2yx/6FBMEWIwyQHUVCHrgaP8JUROPhqiEPpOvvemX6W9wPey5c3X55vPhBCCCGEEEIIIYQQQgjhr2TKMs4w5dStTWS6ZLYfP8fQeiovsMy2TFfC3GYys9Wdi+MB95H31i6WmU1X+weZ3vopR5PT/z4A8MMZXD/lSKY3WfR5MgvvVrLFN2blPZaZT5R8RmZIP3D5dnsHlB7gn9+wzK1E6b/JLL9cai++MfNvscxyknAAmbHDfTyY7+yAwTw+3McyY1fdeqPF981CNyd373f209I9KHRzAmx0GnZpMs+qHzt7gc0qlnmaJLxBpkfmS+VRe/FzU1jms0xPovQzMhNbNdxfzBbfX8SfalhmPFn0eTLIrC8uZDvgzSsssyYnS24mc6f2HY+WLo4fLeH6MZYZvs6+XJYlmcWDD0ys7rXeGRmAm8O8LuSY/F9xWWQ9oAg8ybBaKeT4ermkEEI7fgHL2zq/uQu0zAAAAABJRU5ErkJggg==) 13 34, auto;}
80%,81.328571428571% {cursor:url(data:image/png;base64,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) 13 34, auto;}
81.428571428571%,82.757142857143% {cursor:url(data:image/png;base64,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) 13 34, auto;}
82.857142857143%,84.185714285714% {cursor:url(data:image/png;base64,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) 13 34, auto;}
84.285714285714%,85.614285714286% {cursor:url(data:image/png;base64,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) 13 34, auto;}
85.714285714286%,87.042857142857% {cursor:url(data:image/png;base64,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) 13 34, auto;}
87.142857142857%,88.471428571429% {cursor:url(data:image/png;base64,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) 13 34, auto;}
88.571428571429%,89.9% {cursor:url(data:image/png;base64,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) 13 34, auto;}
90%,91.328571428571% {cursor:url(data:image/png;base64,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) 13 34, auto;}
91.428571428571%,92.757142857143% {cursor:url(data:image/png;base64,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) 13 34, auto;}
92.857142857143%,94.185714285714% {cursor:url(data:image/png;base64,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) 13 34, auto;}
94.285714285714%,95.614285714286% {cursor:url(data:image/png;base64,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) 13 34, auto;}
95.714285714286%,97.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABk0lEQVRoge3WsWoUYRSG4Xd2A9lsMYXuJzuSBLETRCzEToRU0SIXIAHvQHMHIYoXoJ3YmTTmBrQNKGKnQZCgrYmwsQgqkkDyWWgkUdf8uxv9i5wH/mY4M7xnmGIghBBCCCGEEEIIIYQQjp4iacqaBB4nTF6h6DwZqOjQWUNYK9wdN9D93GsbawVrKGPtH1gzvG39PR6sBuZdaayZfLG/slrsVBvcOHHgAoC5eczsVBtYrWzN+1gPeFqmxe+eZ8PGup+peA/rPF9G3J7sIR7M1eOuf8VY5zKV/2At8Wist/jds1gZaylLNwDWVGMdnz7VRzzf72usY6ypf51a63J9uVmy9fFSfw/dvAzNki3gZb9hg7Pu8Gqkv09ouTDW7SzdP1lNrLVyrrd43cJY77Gamcr3sKZZrcxoLW2B0ZpZPWmsa9ma97HAelGfT3v7jQWM9RwrW/LvrIt8apmJAxaYwHwujXXhf+al/o3O1193prffVF1H6mfW2D6rhxSd64cVlyJ1gTYwmzA5R9H5MFBRCKEn3wAfo/eP/EXulQAAAABJRU5ErkJggg==) 13 34, auto;}
97.142857142857%,98.471428571429% {cursor:url(data:image/png;base64,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) 13 34, auto;}
98.571428571429%,99.9% {cursor:url(data:image/png;base64,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) 13 34, auto;}
}
div.testarea{
animation:rwdcur152641 7s linear infinite forwards;
}
