<?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>2026-03-27T21:57:29</dhResp><ultNSU>000000000002324</ultNSU><maxNSU>000000000002369</maxNSU><loteDistDFeInt><docZip NSU="000000000002324" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>
