<?xml version="1.0" encoding="UTF-8"?>
<retDistDFeInt xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" versao="1.00" xmlns="http://www.portalfiscal.inf.br/nfe"><tpAmb>1</tpAmb><verAplic>1.7.5</verAplic><cStat>138</cStat><xMotivo>Documento localizado</xMotivo><dhResp>2025-08-08T13:56:15</dhResp><ultNSU>000000000178740</ultNSU><maxNSU>000000000178756</maxNSU><loteDistDFeInt><docZip NSU="000000000178740" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>
