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Add Nutomic
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@@ -92,7 +92,7 @@ func Assets() map[string][]byte {
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bs, _ = ioutil.ReadAll(gr)
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assets["img/logo-text-64.png"] = bs
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bs, _ = base64.StdEncoding.DecodeString("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 truncated
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bs, _ = base64.StdEncoding.DecodeString("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 truncated
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gr, _ = gzip.NewReader(bytes.NewBuffer(bs))
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bs, _ = ioutil.ReadAll(gr)
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assets["index.html"] = bs
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