<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>2022-07-04T17:37:11-03:00</dhResp><loteDistDFeInt><docZip NSU="000000001094386" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>