@keyframes rwdcur215372 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD10lEQVRYhe3XQYiVVRQH8J+v52MaH1MNokJlEU6bwIJICFtpbjSCFtVGwpkprSAJFAKrGRrJjdFCFxPEG0HRoNq0kDZtpZWLNhFIkVGZNiqN4zCM4/ta3PO9d997oxlFmzxw+O49957/Pefcc867j/87LcvGVVSCoRm8+A/PuCluNYQV1NCHeiZfxDzmYlzyXx1Ycj/OZ2sPYDYwm2guy5SuORLHP98D+kgozWMhvosBUjpQDQdq+KVD+7M4dhgM4RJmsJgbsBLnTCUjHl+xUa1SM9ec9822r7sNKj1ZiPmVfPHRk0+q39Fv/vq801dPpZ0j4EX8gJ8xjcWqbjqbDDi98hTDPseME0Zcx3UUGDagfRUXHZGyKW67ZfARnMPVFvrdEaEeqmAQG1DYo0Bhv8KkAsdwMI4v8BTWYVVw0cGTCgdinLBO4nDEYUOcVSkPJt3lgnQvbXoXv2PcduwNyXDmRZndQ9iMYROhs68DaTak5d0vaOdPi6pY04rCgS6v0vwd7MRWPBZRWBfjrV06x+1vjQ9iR2Cv0a6yHqrjIRTGFSZaAO+jMKVwrCV7BpuwybFYS/I3sc9EYPBeGL0psOs3OryMwiDWo7CvBboTL6FwSOFo5unRkKX5Dmzv0n05jF0f2B3e552wpH6pJM9ii3Tf5Z3VMKjhuOWx+xpGwVtSeV3ClxnelpBNB891e9xNZTLeH8ZUteu9jppRNEIy6iv8JiXjbIyHYrUmleuczr5xUwPK9luOK9o13wwg/mjtfxqfZmszrT0Jv6ndRXvaeKVbkNFlqY300iHtgH4IXlhi1/klZLdEValj5ZldlluhoTCWJeFYyNL8Wakkc92HcV9g9kR8qQjUcNlUh+xBnDEppeYE+AAfmQjZJPhCqvNECWOt1C0H3KANd3s/2PI0b0Sd81fxesZL7cnnt1yGdawy5XsjduFeDWNg1NtSNpcZPaNdUv3h4fFW5EayKKTxZvyIC9pJ2mFNNQxYGfMhDXvj8BNYjd2xtg2/ZkBn4rvLiFUa9mso+0NJa2P/nKwi8gjUcaVV3zKA8TBvBe7EazbjpwA852PpRVDCjoVeL9Zz+E5qWLN5BMonWfJrJoB2Y7nUzTupbChNrPZKV8ntiZVvY35Xa2VQOxkrep5k41LTPNxz4AGpJ0xLd3ghdpYNqy/Ay/fBJx3ab+AeZfVslF5F07qeZNe6Dh2X4lD28UtS2HIuI1GTrjDnQSmfJrtwn5A9yXIDBjIvBrR/A2aC/86jtC94QDvki4FTRq/jUVrJlP7tZ3lfF175LJ+X5UCp+J//MblNt+lP2l10n9d3z0oAAAAASUVORK5CYII=) 14 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur215372 2.6666666666667s linear infinite forwards;
}
