<retDistDFeInt versao="1.00" xmlns="http://www.portalfiscal.inf.br/cte"><tpAmb>1</tpAmb><verAplic>2.0.4_2402011015</verAplic><cStat>138</cStat><xMotivo>documento localizado.</xMotivo><dhResp>2024-02-01T10:15:04</dhResp><ultNSU>000000000007225</ultNSU><maxNSU>000000000007225</maxNSU><loteDistDFeInt><docZip NSU="000000000007224" schema="procCTe_v4.00.xsd">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</docZip><docZip NSU="000000000007225" schema="procEventoCTe_v4.00.xsd">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</docZip></loteDistDFeInt></retDistDFeInt>
