@keyframes rwdcur220166 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 14 12, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD10lEQVRYhe2XT2gTWRzHv0mnf6mhhLKI7EGWZWtkW8lalG7XZdmioG7RguJBShVE8RTwptfC7kFK0NhDxVsPuoSleBJsQ5Fu1kqFImKlu1uLlTBUO01np5MhM5l89/CSTBobMwm7B8Ev/HjJe8l8P+/95vfmDfCRyJsLib29rYzFvuLk5Jc8fdoHQCoa/1+MJcbj3VSUCC3rL6bTNt+8IRMJ0jBsWtZLJpNjjMW6imD+G3OOj++mpk0wkSAjEfL4cTIQIDs6RAQC5MCAGFMUUtPuc3T082ogPGX6Jc7M/IDu7t9w544Pt28DppkbkYCdO4FsFnj7FshkRH9TE3DxInDhwhoWFgY9weAUgEwtM5f45MkxqqrBoSFntqEQGY+T6TQLisWc8XwMDpKaZnBm5keIlFQlL0Oh3Uyn3/HsWXHBQ4fIuTluK03bmpLOTrK3lxweJm07yatXv0AV6fACaKCi3OfoqGP++vX25nktL5OyTOq6A7W0RC4ukooSBdDgFkJiOPwNZdlmZ6cAiMc/bL6dHjxgCiA9HgEWiXS7SYWYfSIxxnBYmF++XL15Xn19AmJ4mFxejrhZBS+AFmraC/b3C4BHj2oHiEYFQDBI6vpLAC2VAKRZ4DMahs1AQNxYhlE7gKIwBTADkJZlXQH85dJQoDoYDPqwseFFNgv4/aKua5Xfj+bGRpgAsL4ujfT1tZf7qbMsbW0Nhc/ZbO3mpdfweoGnT8tuSAWA0PT0GtraMpAkYH0dSKVqN19bg2FZaAIAny/zi6puVgS4CZgwzb+xZ4/omJ2tHeDhQwCAZ/9+YHNz4RpgVgQAkMWrV1M4ckR8u3evdoBbt0R76hSwsvIHgIo5FWV49Oi3VBRRPh0d5ORk7SVYX08qis19+w7ARRl6ITYLPxcXo1xdJVVVXFDXxXY8P08+fvxh87k5srFRAITD5NLSBEQJutqOJQCtK8DXNAyFQ0PMAEwVhQk4YKW6e9cx7+8ndV3+E9gLoBUun4rOKpw58xNVVePhw1sAUgAZjTqmskyOj5M9Pc74wACp6xovXTpZzeyLIVoAtPP8+ZNUVZkjI4WZFUzq6sj6+q19zc3iZKRp73jixDEA7XCR++0k5SGmgC4+fz7BZNLm9evi8VxXt9W0p4e8cUPccM+e/fo70FVkXvWBpBTCD2AXPZ7vOD09Rlmep22nqetkMklalsHV1ReMxSLcseN7ALty/3FtXu5MCOROxBA5LMReoOFncWPhHPDPhjj3mSWRgYvarwSQhyi8E+D9d4BsLjJFpvlwpUoAxSDFbamyJe0nfdLHo38BHeQRhVhGN4MAAAAASUVORK5CYII=) 14 12, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwUlEQVRYhe2XQWgUVxjH/wljQoLEGmMpKlpKSVDRCCmxIU3BWrGJHorLnlQ89bAE6lk8iXgIi4iGUFIQG1KQpIQQ6EldgoRUqYccYg21WDFLWETGMB13x81k99fD281sottdF3sQ/MPjzezsvP9vvu+9781I74iqc80iHG7g5s1PicWa6excL8kquP6/GFvEYntZXBzE9+fw/QzpNMTj4HkZfP8vbLuf6enPCmDejjmDg9tx3QkSCThzBnbuhIEBuHoVWlrM+ZEjcOkSLCyA645x7drHbwPCYmamB897xrlzZCVSEmzaBI4DoRB0dcHu3QakpQX27DEgnrfI1NRXMtGo0Hxq6mscx6Ozk1TOPCXBxYuskufB9DScPh2AHD8Oi4sed+58UwlENWfPfoLnORw4sNp840ZIJimqe/egszOAcN1n9PZu1xuko1pSDbY9zvnzxnTDBmht5aUEfX3FzfN68iSAuHwZbHtCUk25EBaDg+0sLEBVlQGIxczAtm3CXY6mpw1AayvYdoZodF85qTBP//hxPxcuGPPu7vIMX6dIxEAMDEA8PlBOFKol1ZNM/klrqwGYmKgcYHLSAITD4LqzkupLAVg/Sk34vr8SfsepHCCZDJZmOu2PSk3F0rBC9V04/KGeP7c8UF1dndTQUCptxVVfLzU2SktL0osXVnjHjqKDBWG5f39ZVsW141Vls0G/bVvJga2fpY9IpzMrKbDtylPgusFK8P300XJScEJ6qVTqgdrbzQ83blT+9Hfvmr65WUql/v5VWi7218KZmdX8/G86dsycXblSOcDoqOl7eqSHD29Jypa6xSzDtrZ2HCdDba1Jw/Xr5c/6eNwc375twt/WZgrRwYOfq4xlWC1TLBp59Gicvj4DUFsLMzOlAfLb86FDsH+/OR4agrm5EUmNKrMcW5LWP5B24boJDh8OIEZGipt7HnR0BLthSwv09kIyac9LuyTl35pKKohCJHIMx3Hp7g52w44OGB6GRGI1wNDQavNIBJJJl1Co502evhCiXlITodBRkkmbaBTWrVu1NWcl2LrVVMuuriDnw8PgOAlOnfpWZumVzP3rZOUhfpf2MTv7C7YN0aiJQg6GaBTGxuDkSTMHHCfD7Oz4LWlvgXnlb0W5ARolbWHz5i+Jxfp5+vQPfN/DdcH3IZNJk0jMMDn5A1VVX0jakrunbPOq/7hWnRukprB9IFk/SQ2S9L30z7wpMktr2rLKWPulAPIQK98EevUbIJtrywWm+VaWSgEUghT2a5Vd07/Xe707+hdRaGmtXLMAzgAAAABJRU5ErkJggg==) 14 12, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
}
div.testarea{
animation:rwdcur220166 1.2s linear infinite forwards;
}
