<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>1.6.2</verAplic><cStat>138</cStat><xMotivo>Documento localizado</xMotivo><dhResp>2023-06-09T21:29:52-03:00</dhResp><loteDistDFeInt><docZip NSU="000000001264896" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>