<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>1.5.11</verAplic><cStat>138</cStat><xMotivo>Documento localizado</xMotivo><dhResp>2022-07-26T14:55:18-03:00</dhResp><loteDistDFeInt><docZip schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>