@keyframes rwdcur224328 {
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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEW0lEQVRYhe2WbWxTZRTHf71t79rSdV1XDIwJdW44SORtTAaEOIUMwgbEBcKABFBJVDDG+4EvmpibmCgBTWNMlISXBCIR5jQqbDFIkBjFtwEzjLmMbmzdtTSjK1vXFXZ7e68fJhGTdVtRwwf5f3uS85z/7+Sc5+SBB/q/y/T2u7JxPwGE+2kOYMn0QmyHvMYkUGUSKALyGSlCMXQChk6D66B88j8BuLlV3paTN2nLRo58UkC5zYEXKw5MCKjES24RXdHB6e0nX951dqiXjyfXyQcmkndCLQhVy3uW5b3w3k5aKmdRY7PjQUcjQYQYCkkS2PHwOJttkrXj6dJpVX5llfzOvwLQsUTes7T4mVee5A23FQeDhBiilwhtdHEOHY0btDJIiAGCiDipZr+zfNbKnR1L5D3j5R/zFfxaKG+bWY1/l/myx4xInDAhmvQ+2kNxwl/103XEgk0XcT7voagyl8KCXApx4wNgf7Ks/2oju+d2pm/HmDOQnc+mleZ9niF6iRLgBq3qTTqPd/tLt8LUHTB/x53YEFAgnT0aJVC7kBfFGAobrMfcH/i2bKEzvUfaFlyaLldNns0SG25aOM51Lup9tH80Yj66FP/irRHa6r5nr36VRsyIeEt4otknr8sYQHRSZXXgvEIdYZqJoXT1+Bc9l76WETnwbkuhBm/SSSdneCir2Jadz4aHpZ/MGQFYHczRNYQO42t0NIbo/XI8c4Br/rmpOOFTZkS8lGDDLWS5mGNKY5UWwCziFv6ckOvGJUI0HZoIAMANWk+0Gw1c5yJmRKwO3EF/WSojAENHM/S/zgM9hjZRgERyQJ1vepYuzvE7P6NraNOlX+wZAegaMf3vlusnYv6odMWcUtn0G5/hpYSUkcQschvQR4tPCzAco2U4hnrnnOVi4wzpwqhV3C0D3WaxsTaPmRSzmjLTS7rDS2/QXzacKUBDIkI/wFLTbuw55tkdnB53v1+l8cPJ5sd85bxKlAApVM1ut3+XLj4twMKw3JCI0JRS0d34WMtBwUdFbY70aX2ZNJy3SEpZ78QWSD9kFUqXc0XpQL2Hos3LeE1IodLG51w0DgW9lOxL5zPmJkypfKFrlLdm1XuW8xbV7LcA63s4X9nD+TNFUmRjlICzj+gxO56KWdR4fVSQhYtLHOYW0fhgiCO2unUD9wSwavmaw819J59SJ8VrogTEPGYi4qSY1a5CVtTECddc4yw23NjxMJUFhGlG4UeGiWlDg7dOlU6r2huEN+8JoNtfmpwnkd3FOW+UQIXGbYuAZeRt48CKAxcFJEmgEqebb4kTJoaihmhqdB2Ua4NQO5bHuB+Sbn/poE9iRiv1+/poXz2P7c4pzEPAQpQA/XSRJIGORgxF7+G8EkOpy2fh60EYdfLvVkaf0hnShewEkUM5TK/MJt+mowkpVCGG0q9xOxSh7f2pLDhqoGvpNt8/ArhbU6RvHgF8JoSQBVvMQI8o/sXJe8n1QA90X/UHDfG0Qh0ZhdwAAAAASUVORK5CYII=) 15 15, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur224328 0.6s linear infinite forwards;
}
