<?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>2026-03-06T10:57:06</dhResp><ultNSU>000000000014415</ultNSU><maxNSU>000000000014415</maxNSU><loteDistDFeInt><docZip NSU="000000000014415" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>
