<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>2022-06-21T16:13:40-03:00</dhResp><loteDistDFeInt><docZip NSU="000000001089180" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>