<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>2023-06-15T13:58:11-03:00</dhResp><loteDistDFeInt><docZip schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>