<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>2023-02-13T17:07:28-03:00</dhResp><loteDistDFeInt><docZip NSU="000000001216280" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>