<?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>2025-09-18T04:56:32</dhResp><ultNSU>000000000001781</ultNSU><maxNSU>000000000001781</maxNSU><loteDistDFeInt><docZip NSU="000000000001781" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>
