<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>2023-04-26T08:33:08-03:00</dhResp><loteDistDFeInt><docZip schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>