<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>2023-07-26T18:03:10-03:00</dhResp><loteDistDFeInt><docZip NSU="000000001313639" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>