<?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>2026-01-28T10:57:20</dhResp><ultNSU>000000000014037</ultNSU><maxNSU>000000000014037</maxNSU><loteDistDFeInt><docZip NSU="000000000014037" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>
