<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>2023-03-21T15:39:10-03:00</dhResp><loteDistDFeInt><docZip NSU="000000001238833" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>