<?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>1.7.5</verAplic><cStat>138</cStat><xMotivo>Documento localizado</xMotivo><dhResp>2025-08-26T11:56:22</dhResp><ultNSU>000000000286589</ultNSU><maxNSU>000000000286610</maxNSU><loteDistDFeInt><docZip NSU="000000000286589" schema="procNFe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>
