<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>2023-05-30T17:21:56-03:00</dhResp><loteDistDFeInt><docZip NSU="000000001286185" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>