@keyframes rwdcur70891 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 9 10, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADT0lEQVRYhe3VT2hcVRSA8e++/zPzMslkbGJCYgjWaEsNrVJRYyuCVdGFQUSpKzeCGxctgXShUrQQShtI6kKslJQuKrjoQiTgogspIoiIiotQUYzatGk6GZtM3pvMu+8eVxXSqplkkl2+9eWeH4cLF7baaquttqqn118UnhuQzbjaqutUJQLPhZcPCG++sqEQZ7UD1uO7pWNJc6W9Gfup/QRdfUQ77pOWJwYpP7xXNQpYdQOSppTKZdh+D9n+AfKtuwh27qH404O44+81vI3VAcsJy66Fc/kqnl3AsiyCtvspXhWy+58hc/FCQ4jV38D3U0qamnBa7yZMW4jVIp7OUphXhJUO3EIHwbmP1o2o7xEGAa5XpHT+AwwaK3JwtaLpegbXDhFJ4KWn14WoD3DhC2WLi7E0euJT4toctiWo+QyuyqFsG/p6sE4OrxlRHwAwlkaMRpKE1rFJqinUYo/8r504+W2wvRvJZej4dvofROc3f64KqhuwcPyooqawagY38vnhl3H8aYX2NH7YixMWCfr6CabyDA5VZXCoKjOPdKn+8wv/i6gbABCPn1CFmSaMAqkqrs+eRFjGdYqophxeSy/FyxnKiSIC+obOyo+v5VXPl7P/iVgTAOD3z4+qJRGMZzCB5sbkGKogBJ07CaI8hZuK1BJu1hTpAwfpfv+MTD/ZrjJfTf4rYs0AgJmLR5S+SyNuClkoTZwipB2nGjKbKtJQMV+AaO813H2vEh4blnjgeRV+9/UdiHUBAObPvq10tkZqEgLJEH18jpzTTLxH0DlwO1MMmkpxhuILh2k+MSKVhx5TvRPxCsS6AQCLoyPKEgelfXzxKZ8ep9ZdwU+EpbaEfKUN1/hoqdG56zC73/lMMgv2ijsaAgBURo8pV/uYyJCGCWrsDCTgV32SSxm8pTxVJyINhMXSs5jbRjYMALjx4RFlfE3umgsGpn4+hYkdvF6QOZcwbcGqOaT32ugevfEAgPnT7yo7UUQtoERRvjSKdMXIbz7UHPQVcApgcisBDf/nt7ft4HEhDyKC+cuisO8QPFrBWcqiEmHqQLBi5oZt4FZznwwrACkpLA8W/hhj2YuJy4t3DIdN2MCtim+MiCkYVGqj0hylsbc2bVZD/Q2de0XycxjbMwAAAABJRU5ErkJggg==) 9 10, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNElEQVRYhe3WTWgcZRzH8e/zPDM7s7O72cxmmphA86K2JoTEUqRR8e1gECwKSsFehepBvIhFJV5SENtCWnxBFNoGlPiCIASqFZTqqZiiiOTkoWoRu9akTVeT3Z3deXk8rCjB1t3spp72dxye5/l/+M1zeKCddtppp51G8uj9mtvH9fU4Wja0KtcBYQR37tDsmdxUiKi7YGJM96WzXCiv1T4M9kFhFXJZmPu47v56qduAEILLvy2BocCxwa9CwoTODM6Hcy23URcQA1Xfh/xyDRDHMNiHvHmIyLXZuvhrS4j6d2BhUcRxXGsg7YDXCbvGMEd3ojJpiCTq4LNNIxq7hFLWav/+J7jtVszefmJDYyoXVVHoYgmeeqwpRGOAcz8LDAWeizjzLVamH4nA0d04Zw2wLQgj1Mm3NoxoDAC1BtIpVNbDnz2Bl53AKmbo/cNC9dwACZOo7GOefvcfxPHpuqDGAQuLQmU6IJHCsrZQPHEMVIxVEFg9w6jRW0j0DUIckzxzSjsLpzX7poX5+Qf/iWgcAERvfyRMTJS2kLGBcWiWSiBw7GGM7eNkO0bQZZ+wcJGgvETywH4dTO4VTO27JmJDAIDy0SPCiCTWqkCUNd+sTpOsuBgdOXQQEJ7/gWA5D2FIuL0fe88DmpePC/vU1ZvYMABg5fVpkbpgUcwGSJXg4hcvYVqdaFvBpQL8+AtxYYVIRPjDA6SnntH+g3vF7v2VfyGaAgCc+/I5UclFBKkKUpoEc+8jI4m6aRsA0WrxrwmS0l0j7Hr4Pf3JjCXueGE9omkAwOXZAyIyqkihIIhZOfw8XSMPocZGoLRGnM+j3C14vfehJh7h3idOaq+6/oyWAADlI0eFRhH6v2N721h+80UyQ3dDfglKPs7Oe/C+GqTnisDNTqLk+r/QMgCgNHNIGFYXQXAFK9VNYepp5PgoYmAryewQXLr23k0BABRfOSiE6eAvnYduDz77mtyO3aRiF278HwAAlVdfE9gmidwASXcAjs1j+hZVN/57zfyMve4NsakAAN6ZFwmVIRlmkKHB2huzhIvyqsOhgRdRs+l6/LBWKxbJUOHGFt99+uR1m9VS/gTaygcRxo64CAAAAABJRU5ErkJggg==) 9 10, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
60%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADT0lEQVRYhe3WX2hbZRjH8e97/ufkLDlN2mlDzSqUoWwqtm4q+Kcy2UAKliHeKF6NIXjhkMFE3O7VXrTeDDYnCBX8g6x0CCpu6FVFbwqKGmXqYF3a2rRZTHqSnLzn9WJMDXMkbbq7/ODcvc/7ft6H5xwOdNNNN910006eelQxfLe6FVtrba0ydLBMeGxEMbpnSyGi1QLt3p2qvyfNgi7Bsa8921PgWDA53bK+5f7tLCoUCpBKguvA7iHI3g6A/eE7HXejJSBqSOqRhF8uwfYU2u67cIYfxNq/Dys7xK6JtY4QrTvw40URXZ8Bx8ZMZ0gln8DyB1CmiVd2MY8f2TSivSHUNHAdtMsFDGK40qNeXESu5QnSAvO+YTjx4qYQ7QHmfxYYJloijX52jlqsAsUScilPJSmwd+yCTB/a7MkNI9oDAHgJdNNB10yWTx1H5n5CLa1g7YhQQmL4KYRS8OyBfxFHnm8Jah8w+4UwrCTSUNSXF4jmczQuX2I9USRYyCECrs1JKgkHn1QcOqiYnBZNoI4AQGXqLREUfkMEZVivkQjSXCleIPz+W/SYT2JgL87YGAzcBvUQ55ERxUefC2Pm1E0RGwIAhO9Ni6geoifTVIwi4dQZolIZeXUZfzVLzx2PYzy0F8oB1UwvsWMvqcb4YfHwy7X/RWwYAMCFb4Tq85FXV6FURvy6iLJ11EUbL/DxBkdgMAO9PmrfKPc8/b6am7LF+NHqDYjOPqWje5TmeYhkD0k1TOqFV1COJPwrIG99iajV8QYfYFuhn8zUZ8zNPCfGj1bVzITzz7mb68D1fPWdwHOJaTvRPZ3i2Um8Pwz689vw+0eI33k/Fi6NnipR3zOMHZpVMmq+c2cAIPrgU+E4CYRUGKsaxXNvY+cEbqmXeCONLeM4oYvrgeHvp2w313cMAFg5/ZrQShp2TSBKgh9qb+L86aApA2s5Qex8HE+AjARm0DwGWwIAWPz4VaFVoJxpoK0bLH39BhV7Df2KTjYfEYaKtXWFazTXbRkA4PfzxwRGRC0VIJXCPHGORjUikIKcr1MW8N8B3HIAwMqZ14UqK2ILcfS6QHxyGtNQaEMR8yedG966jv9obpbsgQnlSIMwrhOkbRbfPXzLzuoofwNDsyXYs1qRJAAAAABJRU5ErkJggg==) 9 10, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
76%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADL0lEQVRYhe3U3WscVRzG8e/vzOzs7My+uUl3I6ZYbFOJaLUXYvANsehFMPhWeiEoCIXGS0U0iv9AgzeKqUKFEqK90VZ8uRCxAZWCFGprGkxJX9A2uk1jw2422Z3szs7xYhVZq+4mu7nb53LO4ZzPmfPMQCeddNJJJ81keI9mYIfeiKVVU7McG0wD7t+pGd7TVkhDgOy6R980cxmcCJQrkE4hE6OaZwbbAmkM0HBt/ipEnRri4hx6ZhZyBdj9SMuIhoDA9yl7HkyfAysESuC3BVjMw9IK5scHWkI07sC3JyVQAkpBEEAqUTu9aUC5gv/VJAw+sG5EcyX8K7kC0r+9dh1RB2wLih74VXhuaF2I5gDT5wWAVAI9fhRj6xYwTbDD0Jv58ysxSZ+ZXTOi+Tfg2BB1wbKofvo1dCch7sK2zXBLL0ZfH2VdJDl1+m/EK883BDUP+GFGKBZrXVACU7Nwex9Gpgd6M7j3DRIiQnQlzeZjCzr00QHN6CExPn/vfxFr68CXx4Xl5Rqi+waYOo9UFeLGcMwtOLkUdjFJuBAj0jeAPbJPV4eGJXbq+/9ErA0AcGJaiLsQdVFWCP+DI0T678ZdMrAvQfWS4B1XuH4XMvQ48dH9urBzQO56tfyviLUDACZPiMSi6EpAaFMv9sR3OHNxbMNGxUzEFXzfp3zlAvGHn2X704f16f2W3PH+6nWI9QEAPf6JqGiSCF2EcxEWj72DoQTyEHtQ8I0cQW4RKlDetZutL3yoz+wNyxMve3WIdQMAqu8eEudqHJHaj+ry0THspTLFU1AtFTASmwifTaBK4O17iMf2fqargdSt0RIA4MqRN0SFFZVVQZUCspNjqESAGGEkkSL9C2zLBrg/d/HTU/eSXam/hZYBAHMTr4t4Gj+k0NEqv/74ElgWASXwFQ7gXIRSJs/yk/VbtgUAMP/Fa6LDmmL376AUpfGDON39KKs2HvEFL+STvzG7MQCAxcMjgqqAGFhBkvTIN9h+bWy1R6OA7J0315WgrQCA1bfelkghTM+FJCEM5k8eBGDZWeLajlvln/Ove9Cu3Pbom1ph4sUhn9EsjL24YXu1lD8AOSILi2KQXHQAAAAASUVORK5CYII=) 9 10, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
}
div.testarea{
animation:rwdcur70891 0.83333333333333s linear infinite forwards;
}
