<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>2023-03-08T09:28:04-03:00</dhResp><loteDistDFeInt><docZip schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>