<?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(s) localizado(s)</xMotivo><dhResp>2025-12-06T08:56:34</dhResp><ultNSU>000000000296353</ultNSU><maxNSU>000000000296353</maxNSU><loteDistDFeInt><docZip NSU="000000000296352" schema="procNFe_v4.00.xsd">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</docZip><docZip NSU="000000000296353" schema="resNFe_v1.00.xsd">H4sIAAAAAAAEAIWS226CQBCGX4VwLzvLsriQcROqtrEBJB7a3iKi0nIwQMTH7yKmqb3pzcyfyTfzTyaDddqEz6l2LfKyca/NfqKf2vbsEtJ1ndExo6qPxASg5CPw18kpLWL9B87+h0dZ2bRxmaS6dknrJq4mOjUA7jMe+s9V3cb5IWuSODey8mDsalIeUl1iclIrSsZNTk3OQFi2wwGA2ZyrbClpMscEh1ocmHBsSpEMPTgNo1f52IPkVsRrWBWpXLz4W226DOar6cLztUUQLVcbb7ZceZq/mXlIBgwXc2lbNowFt4BSQKIKuD/Ni0yaYPIRNUdgb0C4wF2AETAVkQwAtufwWaqlbhkvKrAxGEIBvcZ9dnyLcwnReBpdkjlvtp/du194eRBsuutTQ74matQAKc9Vmuza6q+tcNkv2zuDZVRXraT97ZgALoRQEslQxmSdtf2Z+nvdJZLhI+Q3Q1uT6xoCAAA=</docZip></loteDistDFeInt></retDistDFeInt>
