@keyframes rwdcur167601 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElklEQVRYhe2Wa2wUVRTH//fOdNvZbh9st1u60NJ2SykI2OgC1QRUHouGgFAeGjABI03QRBLUL8TIBxAJahMqFiUiCrGaamN8lVqKGNsCbaUUCNDKsxR2KdMt2y67s7PLzL1+IBhcUtpSQD/09+nO5OT/Pzln7jkDDPEfQyJfvLt+w3CTJK3hAcURlmWaEFQOr/pi59sAwg88gXVr3sxLpKQ6obraIrpcOCQIR1MtyWWNCfEdFYcOfvkgEhBvO1Pmdu/KOVBn+d3nw1G/UmMEn/OpfNX/IIz/Mb3tbBplSZro8njQ6g+cmAmWPonxT+ZSwfKwEkAoFII7rJ3tYWxBLUORh2Lac8DJZ6kw7mEk4Ou80HZ5DPjaOrCze6B/DODVMwzduabYyq9SbQWLqNibzv1huT17w/Q7Sy6+Ex9fXJGZxYusKWd+S0tfWU5F4/3yjLyGZgAKADUycDcVCrzAyx4Q5xRAOwD+06MgTYeBLQ7AQC1JeY2ervoPmcYGk0CfzKXC03agdDyIjYAjGaS+WYqhYmHh5HNbinfsBCsciB7tO+TfmEHaR0dHmzMtSWgGICRb8vVY8+QM+1iIC+bfUbm+EAYSvJqKGU8A+0/rmqVVUcBAYA+pyBGh7j/BTrScl15p8x9XBqLZ7wpspOKS6cBJDTxDBlgXyL52xtfv1fVf5B5fzDRvjfaBsSG/v3p+38351q97tZSK8Wag5BK4sQME2YA6GvguiZLdTqapQSouGtl1bStU9eeWjKzvL3vk12f5/e67aZaXla3rcHds61cF0oASY5zJolqt8ABoAzceAN8etCZf2pcyfNEOppUHwGeEA8qppnCoIHVkekODNSX3bprypvcW1tbWbu3zGyik4pMOoHhcihWNXq8Wr+l1XiDBB8S4AgFjpxIsWENo5WqmH/MR+m2PP/CYP6TmmWNNK/JiY5uq/NfPRWrmCgZz/o3w+3GPO9Lv2oJvqLikEnztBQB/XrnCVE37moHIGnDECpJNAHgBXwXQDgDVTPPkCoZZ7QFlJfUHimaMsFU1pKXXt7jcxSbgCG6u9MRmzjcmMibe0PXEXhOYCeGNvYwVgRJVBulWNX3Z50zf01fFWvUwWoEdFwVDeaP7yq6FwxLnjR9h0/5wubcbgbHdQKCRYGZmdDSiSC+D6EUqGghjzXZKWQ3wfA3Tzvdl3BuPCIZ5S6TorU9J0uVQ17U59SCbRgGr7OCQN2++cw4UUZHmiEJpCLB0As/8yDTXvZoDQCfX/+rU8UObEhwWBFnVAyyeCC4IsUZ0OWefjmxBjBGoHpacnJcZCExa3e31DMb8Fif1cJskGOAHZ7M5DARAS84Y5OTmfhZ5DcOljB1XdD3Mfdfv25/QJCHKLIEvdXLMt8WbEJU2EsNfWnbK4XB8FNkC3g6+z6YE81QQ20HOagZrPkWImmyONlS8JsVkJxolRKWk4NLyFb4JTufijKyMiwPehv2hsqJSrNpT8Vbcr1UvpHI20SsZaTYBrk6dxuxO57axEyaUZGVntQL3sI77y7HmY05ZlqfeepYk6aLNZqu7ZTzEEP8b/gY9NtST7WKUxQAAAABJRU5ErkJggg==) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur167601 1.0666666666667s linear infinite forwards;
}
