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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRoge2ZP2xbVRTGf/f52U7sxNhu5DikBHCbqglWGKCVB1o6oLJUtNAiRiRg6IDUGTOQpWFCqBJIEUJi6MIQMlSUgSwtrcCCUkQSJaGExA0JJCGJHcexHdvvHYb8oaGM90oU8puf7vc+ffeec64u7LHH/xtlauF0hihwDhjoS7FiSscysWg6Q1TBhY625FngwpYZI2hNoFfGbFmfTznZyy8+0ZY9GW1+OLlcmBsdnbw2CFwykYTWBGQjfwqlPoweeuW1cKgzKQiRUFuy++CzL2EoCW0G0hmikp98VQXiPWvejnBZPYogCBAJtSW7Dhw3YkJnAucl93XRqizM2qWZKQebVesoFSvB+NTNgbmF8WHLslqA8xo1sTWu9YGz2t+gqi8crBWm315t70zU8eKVVnLrjy1J7eY7W99VNGrqM9CXotArYwBxt5ILgEuZEF4KSH242pdiUZfWvWgz0CtjFpAEEniDAY8UiMmPNMg0SEGXzH3oPAMBwAfMAzh4sShhy4JGifvRZqBXdReBEjAr67OLAZkj4A4jUtUl8Y/oPMQAt4GYm/tmPthaQ8RFxNUssRutBnpVdx34LZ2hJHKODZWgau0DO2tvetOP7gR2qKsWst6zlAlhHzj8NJw2omNkmANAqmwQBEDZgSZTMtoN9MpYGEBJjsfrn9HmfEd9ZuBb3Trb6D0DMnYKOOJ55KNDwhc01G/j53vurl0x1gh0J9ABoPyRJoGtYU40S+xGt4HPgRH3jxtTIi6OiiDKq1liN7rL6Awwk85wrGK9RdGTREkVPOMWjOuU2sFYFapZMUTAxYfydflM6eg+xD6gW9Z+PbFm1bBljYAzipQHtY7Q96I7gcPAy6q5o2fVSlBRMaoqjvI+Y6xh6hvmNu8CYWAVxG0hQdA6TtnqwNp3Jq5L5+/onEYBlkBNuLmfbxXlFgtM4pF1pLpsbAvpjnYCJO/OD03EA6tHcYu4qon5lctLmnV20F1GXTan0bxyTm42MYO3MTBYRgXBxX3gOvEO2z8v8oAa2P550wkYqc/KPmLXVSeoKkpmTUjsYOI+gIqejtWtVmrWfmpWl26JXWhLIJ0hBDQ4c9dCKK/loijZTyKA8v/SkM5cjW19WulLoa006dxCbyql2r35d8Mq8np0xX8GaMTnTONv6Um4+a/er5WKeRGZA/p0iercQv0isvRQS7gnFv7hRGN9Cp8zjdfJEo2OPBdsaesRkSWgX6OmPgNbjxeXFrIjg+slGatbEQLVIfz165QLd0Zzd+8YeeTw6FzsxseUj73BcCn3U6gpGGx3Gp+Krrtdi8WV+JCUrl/817/QwF9J5H4vXylVGiY3qs0Tnv3PXzX10GekkfWlWJHiJxery9lPVWP0PeWPfGlCZ4899vgP8CeS96vNSWfLGAAAAABJRU5ErkJggg==) 23 23, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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83.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,93.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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96.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur225133 1.5s linear infinite forwards;
}
