<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>1.6.1</verAplic><cStat>138</cStat><xMotivo>Documento localizado</xMotivo><dhResp>2023-04-18T13:35:11-03:00</dhResp><loteDistDFeInt><docZip NSU="000000001261292" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>