@keyframes rwdcur43094 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEm0lEQVRYhbWXwY4bxxVFz3uvqknRnBEzFgaTsTXwwh9g5AOyDuCvyI944b/xJjvvg2yC7L1WBEGZCJIgzFAU1dPsfjcLNmWvpglrUgQBLvrdOnXvq2aVccT4nh8dOAXOgau04RuTnwEnhqXI98Bbw18AL4HXwPpnfsgp7XIMwPjcKXD1fvnvv27m//1L0DQ9d+7ZpLuR7NqT7dXfvth+9RPQAlugeyiAZgT4Okv3p0dlcWZysA7omekLZHXZN5s/s+WfwFvg3f8D4EKmJ0UzDAitADAMCXbRXQKXwDNgDmymhH3qge/5kVFsJe//qLg7rcyIbkHdnlG3Z/vfzJAPi/Td0xG2GXvn3nGMA2UEWGJ5NmPhoYK1j9959+gG8GG+eWL1w7Kxpqh0l3T1dKwpTMQwSfgbgNNh9uHb6k2JrFjGS0y/YPrFh/rSVZizROXuAliONQ/iQDMKrobmw9UjFkjWS+U5pmdgblmLZf02PEpX+nP2ESzH2vZ3A4z5HwAeV5p5UUMmbS9/a6Y3gEu+iqydO2UX7Qo4ARZj7b1jyiJnzN9iuIzw06KKDbU1+dawjWFrk69tqNuihuJlgeenGKYacSqCcnDAQheNzUpQ6TM7wzozG+211oayDRkNTbMLXWTudwITjTgF8MmBcM6r5gQFy6E1rHP2AIl1Ju+CYMYjsugyd8c14rEOLKJwXjXbr1dqDesM7wEM6zXExuQUC0rszne/9sC9cxzrwLxaXQQFBGS2ZuzcrAOQMThkqGAYgRag+UM44AcXCrW4ClKCfGuod1kPeEo9WAYFk1GNBrpmrL8X4Jhd4EAtlCYUuALD0rDezXszT8MgrbX0dAVBcSCO0J90IMcvrkhXwZQYjkmYDvpywzxU3AlcU9MeD3CA2JHeRRSSAZO5gZu82H5ygmjCKoZhOXTAcID/HICDA50pulDg+0+TGgqYgzlKNzMPBYbjymS/9z85+DkALdBaeheqCBEW856cIWtG+2tYNKGK45j69lA3BTDVJP24km2feRMqOEEQc6AYNMgKUApl7gQm52N/d82vR7L+cwAODmzusrv2DEKFmTULZI1kDViDzMP2u6RkQ0pr9qehSQemIjg4sGnz7hXpvZuKE/s3pJgDGLaYM1u6gkz12/z4YgSYdODYHth22l1roA0vyxnzpWFLiSWAoAlKcQWkdSm9PdaBeyP4mR84OADcdupvQkFjdR7EE6Evhb6slMu5zRehyl3evRsY3jD2wKjxux34LcC61d3rVT7+uqJSqd+0ansBYeUiFO5ybnP9DLgB1jzQsTzZr2a9yfcvNJx/V6J6tXq1ye0cyLnPziuNK8mNNi/GyVsm8j8WoB/F1mu9f75T383UzP9gq5VHrABW/hinkKl+UB5Wvz0GYPLPYrzftcCN0BuT9ybnxB/z1K946k9Z2gmezkd9XHd0/xkBJvM/CmAc3Sj6akf3uqjg6UQWIiuuYHxL3gCvODJ/OP5q1rFvrBe3uv27m52aaWnyklKPCWBzy+0/2N+OHxygH0VfXuv6p1e7V/8K4iuh056+rdSPPf210HPg0IST+QP8D0szLLgbbi3MAAAAAElFTkSuQmCC) 16 16, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur43094 1s linear infinite forwards;
}
