<retDistDFeInt versao="1.00" xmlns="http://www.portalfiscal.inf.br/cte"><tpAmb>1</tpAmb><verAplic>2.0.4_2402021215</verAplic><cStat>138</cStat><xMotivo>documento localizado.</xMotivo><dhResp>2024-02-02T12:15:04</dhResp><ultNSU>000000000004241</ultNSU><maxNSU>000000000004241</maxNSU><loteDistDFeInt><docZip NSU="000000000004239" schema="procCTe_v4.00.xsd">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</docZip><docZip NSU="000000000004240" schema="procCTe_v4.00.xsd">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</docZip><docZip NSU="000000000004241" schema="procCTe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>
