@keyframes rwdcur85010 {
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14.814814814815%,24.591358024691% {cursor:url(data:image/png;base64,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) 4 4, auto;}
24.691358024691%,34.467901234568% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXklEQVRYhe3VT2zbVBwH8K+dF9vpmj9Nk6YtSZs0aZp26VYoTExQBAyJcui2AxU3UCXEEY4c4YY4cUNISGjSJKSBmCakIZCmbWIDdbC1U9etg7mpmv6Jm7lO4qTOs5P4caC7lI39abvL9pV88O/y/fg9Pxt4mic93NbBxMREj8PhOFyv1388duxYZrcB/NaBx+P5ZHx8/ItwOHxucHDwjd0GOLYOhoeHJ0ZHR/tGRka8kiQdZYzlZVmefmyAffv2vRCLxQ6m02mk02nR7Xa/2dTU5Nc07Yau6/quAwYGBlKRSOStaDQKxhgSiQQJBoMHRVF8fWVl5VKpVFJ2FZBMJjs6OjreTiaTPKUUtVoNra2tiEaj7Xv27Bl1Op05TdPmKKVsVwA9PT3NgUDg/f7+ft4wDNRqNVBKIYoiEomEz+fzjQuCEJFl+Xy9Xjd3HGCaJkkkEu8MDAx4LMuCaZqwbRvVahWNRgOhUAjBYPBZSZL2+/3+ywsLC+s7CiiVStzQ0NCrfX19cQAo6TpYrQbONGGVSzANA26PB5Hu7l4HIUdcLldlfn5+ascA7e3tdjwefzkWiz1HCEG9qOE8ceOb7n7cBoFVqgCaCqFuwed1ez1e32GnKAper/diLpdrbBswNjbW4DhuMBKJHHK5JFQ1DScDEcyu34ZSKeM8CeBKyYlFzQAt6/A6Gbra20a8LS37GzaTc7nc6rYAs7OzSKVSveFw+IjHJWGtbOCXlmcQPP4Vhq5OorlmYGPmCubzBUypFq6uGVjWDLicpK8/3n3Urtcyq6u5uQcFkLsNKaXqxsYGTFpFrsGj8FcW9euzuPnBh5B6kyCFk/Cf/g6Uc6LiaMINW8KUBfgloe353tTxd/emu346ffpLVVWt+wH+8y8AgLm5OYVSSqvVKpZ0E/rkFbBgGxyJXnBEgHt1Eb5QJ0LBVvR4CIZ9NbzYZqNDolDy600cL3zE81zXI6/A8vJy3jRNpbKxEV3JlWHfvIqicg3tkgu8KNTzbt9FvnjNIIQQnucJIURwODgSaCa8KILPyDcndb1sbT6g/dCAUChUqVaNfMkwokvZFUCRockypD9/Q7Gza0qrVr9emp5e3SwgmxfPcRzPcVydMZZnjNFHBhw4cECvlCuKIDVBWVyEra4gld4L64dvZyfPnv380C3l4+Snn/m1X8+9NP3e+J0injHGM8Z4ABYAer9y4B7vwIkTJyxq0vzauo71pSxEroZYTxwzMzOnAMgcIc0c4Gt95bU2ADqAIgANgAogv3n/QIC7rgAAFAqFIm86YRZUDKZi0AqFP1RVvQRAAYe9YOg8Ews81Jl/KMBSNrvk7/LA3exEOBw2Llz8/WcAMoDimWgAALZdDtxjCwCAUrrMw7ZT8QhUVZvSNO0C/l3e+57tHQE0u93ZzqAXvbEw/r5163vGWBZAZSfLgbt8iu9EklyKk0DKZOYvZ+YzpwAouwH43wiCIADwAQgAEB5r+dM8MfkHuM/YGdBNq2oAAAAASUVORK5CYII=) 4 4, auto;}
34.567901234568%,44.344444444444% {cursor:url(data:image/png;base64,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) 4 4, auto;}
44.444444444444%,54.220987654321% {cursor:url(data:image/png;base64,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) 4 4, auto;}
54.320987654321%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur85010 1.35s linear infinite forwards;
}
