<retDistDFeInt xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns="http://www.portalfiscal.inf.br/nfe" versao="1.01"><tpAmb>1</tpAmb><verAplic>1.6.1</verAplic><cStat>138</cStat><xMotivo>Documento localizado</xMotivo><dhResp>2023-01-18T17:29:47-03:00</dhResp><loteDistDFeInt><docZip NSU="000000001209376" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>