<retDistDFeInt versao="1.00" xmlns="http://www.portalfiscal.inf.br/cte"><tpAmb>1</tpAmb><verAplic>2.0.10_2601050115</verAplic><cStat>138</cStat><xMotivo>documento localizado.</xMotivo><dhResp>2026-01-05T01:15:21</dhResp><ultNSU>000000000012805</ultNSU><maxNSU>000000000012805</maxNSU><loteDistDFeInt><docZip NSU="000000000012805" schema="procCTe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>
