<?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>1.7.6</verAplic><cStat>138</cStat><xMotivo>Documento localizado</xMotivo><dhResp>2025-11-04T10:56:40</dhResp><ultNSU>000000000001181</ultNSU><maxNSU>000000000001181</maxNSU><loteDistDFeInt><docZip NSU="000000000001181" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>
