<?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>2025-11-06T02:56:18</dhResp><ultNSU>000000000184278</ultNSU><maxNSU>000000000184278</maxNSU><loteDistDFeInt><docZip NSU="000000000184278" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>
