<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>1.6.2</verAplic><cStat>138</cStat><xMotivo>Documento localizado</xMotivo><dhResp>2023-06-27T14:36:43-03:00</dhResp><loteDistDFeInt><docZip schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>