@keyframes rwdcur106355 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 7 17, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 7 17, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 7 17, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACUUlEQVRYhe2VzU8TQRyG35nOdrctJa2N/aTUYiQhWPxo0QjRgzUmoFyMJ+RgTBSNhnjjYLQHTh79FzzKSfRKjGKMIU3oQawfAW0LigaElu3HbtMdTySV7I2tetjnNPMmk/fJTCY/wOR/JpfLsWgk/Kg/0Tf8V4tTqQcI+r2JE/3x2Z7uLt59MFK/c/vWRCu6LLuDgYGTdH1947WqVKa41oiCAJxzWijkkjfGx78RqEc6OyO/8vlC0QgBohceO9o3XS1vXwYAi8UCm12CoqgQBKtWKZepzWGvgaBnYWHx614FqF4ol4qdO+tGowF5uwxRFEEoKGMMjDE2Onq1ttdyQOcGPPtcB3xeT5YxQSIUoISAMQZCCBxtdmxtluBsb3v3am4+ZoQA2x3E44lL+dyypNQUkCY9Qik4AIuFwmazPzSiHNB5gt7ew2+5pv1RDgCSJEIuybBaxeeTk/eftExgaXkpI1hFuTljAkO9Xkco3LGiqMr42WRSbZnAzMyzis8fyOzsHU6HJggC2p0OeDz7Uysra3ajynUFAEBV628AIBDy5WOx44/LcgUTIzFA/u66eP7MvZYLfPyQnQMATeMd6fS8F+D4slZClUpTLioHWy5wavC0BgC1ao1KkjBMCMFsdgPuBuihHzSjd8YwgXQ63SWJ4hUA2NosQrQKiETDcLmc+Mm1T3dfvjDsCwI6s8DtdldXV/OyKAnzgWAo4Gx3+G02EYQQcM6fLr7/PG2kgO4saOZccvBmIBga0bSGNDZ27frQ0IVlIwVMTExMTEz+Ob8BdXe5vwNRnv8AAAAASUVORK5CYII=) 7 17, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 7 17, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 7 17, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 7 17, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 7 17, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 7 17, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 7 17, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACS0lEQVRYhe2VTWsTQQCG39mdnc1s0qSpWm3iRwkoKggFbaxRoaXUQ/FskbaoJy2ePfkDxLPgOfWzogeFll4khwrFgmD11oOaRoxt049ku8km2+yOBy3UNrfuood9TsN7eR4YmAF8/nNoov3Qi3NdZ/q9EsiNxpZoBNeu37isMjpq1cxLpmkOjIzcLk1NvZtxO4BsH+bm5sJ9vd2TTU3BFFMZ6vU6NqwNyLJsXRkYHM7lsnszmcz4t+z3nCcBANB1tnOiuLbcDwCyLINrHFatBpmqjlkxJM4D1cWllRP5n0vZ3QZIjcZCYaF982zbNox1A0xloBSSJEtQGKOv34yv7lYOAHT7cOF8KlEpr5+s2xYAgDEFQggIIRAMajDNGkKh4IdkMql7ErCysjwEUYfjCBACWLXfIZJEQAgBD6iIx488AKbd8O+8ggDX3oo/8r93DmO9DBAy9vjJ82eu2BsFzM9nZ23HMbZuVKGoVqvgGv+qKPSmW/KGAaurxQqRyCwACCEQaQ47TFFweH8zWlr23MnnF1s9DQAAxgLTABCLH8hVTeuhYZQx3HMcbSG093VfvOt5QEfH6Y8AIIQ4aJTLCQAo6FWUbHqP1PSY5wElXdcBoFIxpWg03E8IwcSnBZzSQqxTa5v1NCCdTieEYw8KAKWiDkopjh5LIBxuwg8e/Pyldd99NwN2vAPCcfKR5sjTWKx1Rg0EBzROU4RIkCSCtbXC+9FHY668gJs0/Au20tPTdUuhSi/naogx5erLV5NFNwN8fHx8fHz+Ob8A5LfKOUNs5KYAAAAASUVORK5CYII=) 7 17, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 7 17, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 7 17, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 7 17, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 7 17, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 7 17, auto;}
}
div.testarea{
animation:rwdcur106355 1.3333333333333s linear infinite forwards;
}
