@keyframes rwdcur229837 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrUlEQVRYhe1WX0hTURz+7v447zZhM7KBTiaBPgV7WELJwCCiJwnytSKUXhbBQCN8Uohg5NMeohcJfNCH+RDzQcKJA11JIm0I1UBZTZ3onVdnd+puzl8PiXSdq647KYQf3IfL4Xe+7/fnfOcAZzhlcCw36+29RfX1VQAAQZCwvr6Fjo7XTDmKIhx+RERRItqgZPIZEcm0uOijYPABeb3NVCxOx4Lc622miopyLC29wexsAjqdDnb7R2QyEpxOB3i+DJubOerre1dQDS0LAdms3O1wVCKZTCMcnkM0uohwOAStVoOmpieord2EKK4jGJztYcFXFG73RUWpW1udNDr6kIiWaGbmMbW1XSlohYalgImJeUWJh4ai3PJyBoIwiPJyAxyOyoIYpgKOwurqNwhCBjbbBfC8vmCdyRD+DoHAB1itRuzsxDE19eVf050I6kmvD5JGM1T0bKuBapfS64OUz8sH/3t7rSU5neohZEl+bHDc4KHyvzh2Oxhk8Cv5NIBXqvYs0Qc6CUgAALTawjN+AgKe72eb2hdxFcB9Ve1g4IRvAYwjn/8KnjfCbL6uKlohwH/bTwu+BYp1xVRkEeF+fuOQpE8wmcwA7v11vEIAX8aj5loN5O8yPG6PysmOcMBTbmXFrypKcReIWyLAA9vyNpw1TnX8Bxg7/imIr8Qx8nIE7stuNNY1ov9Ov6IKHreHpjunKeKNMLFh4JAP1J2ro64bXWj3twNxIPc5B4PZgLXVNSQWEpB3ZdisNkg7EgbeD8AX8pXsI4on2cb2Rg/Hcd3ZmSx0aR2qb1YDGsC4a0RaTMN11wXreSuGx4YRiAaQyqRKfmIdmUHLpRayW+xoqGqAxWiByWCCmBUh5STMCXOIpWKYnJ9kcg/8cRNXrYssvAUAEIqHTufyOcN/jR89OwMVfqLdhAAAAABJRU5ErkJggg==) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuElEQVRYhe2VXUhTcRjGnzPPMt1yfkzFLmZ6GSgLDuGFIZpLRKgr14VooEQIGbRJMJmSUKEXdql1EzTBC7dGMFNQnAYTxTFNFoaIla3alqlZHNzU8XaRF7PN9nVKCH/X//d5Ht6Pc4BjjhhGSLHeXjUpFBkQiUTY2OCxvLyGzs4RQT0OZXi4mQKBfiLaoECgn5zONiJ6RlZrC2k05XRYXZIQ5lZrC6lUFWCYLExMPAbP76KoqBXAR+TknIBEIoJUmnzXbv/QKXgAo7GRamqa4XLNYmzsJQYH5zE39w7T08+xufkZSuUd8LwdYnESzOaFkAAJodGU77eaaGjoBjU0nD/Q6traczQ5eYuILNTVdTnsGNhEQ/j9BIejDQ6HCwbD7IGFMxrnmZQUMRmN81hY+BS2PuEN1ekuEQCYza+wtPTl32z8EVJKwNVDTyoe4tiBSgCV+yGuJ9xyUWzPbUGGu4l6xxNAWPP/i9RUMwGNMS+oIHcrk1mIZVmwrBhe7wCAJ1HrxrkDwTygrS0npNI0yGTpMVcLEGAYALC6OoPMzEyUld1DPKOIGVOTifRV+n2jUgIuEtBDavUe1dXR3w1gajIROYlsWttvRr9CaLVEWm10IUJGoK/S0+jNUepT94UV6L7STfkZ+cBJwPPNAwBB78YZQMv09DyEXA4A1yKGCAlQcqYEqkYVOAUHQ73hgEBrRSvlpeWhQFGAqUdTWPQsAmEvScvodJUAnka8hpB/gee7B9tz2+AucOCUHOpv19O6bR1urxs+vw9r/BqylFmwT9rR8aLjDwbjUZ1iSAdG3oxgYHwAvh8+QAHABbi9bsjT5eBaOLBJLNrvt8Py2hKNfkTCpqw+W02F8kLknspFtiQbkmQJAID381j5uoKZ9zOwvbUJ8hGLKFJ8upjkUjl29nYEMz3mmGB+AmPZE+jelhsTAAAAAElFTkSuQmCC) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur229837 0.66666666666667s linear infinite forwards;
}
