<?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>2025-10-22T22:57:26</dhResp><ultNSU>000000000183443</ultNSU><maxNSU>000000000183443</maxNSU><loteDistDFeInt><docZip NSU="000000000183439" schema="procNFe_v4.00.xsd">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</docZip><docZip NSU="000000000183440" schema="procNFe_v4.00.xsd">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</docZip><docZip NSU="000000000183441" schema="procNFe_v4.00.xsd">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</docZip><docZip NSU="000000000183442" schema="resEvento_v1.00.xsd">H4sIAAAAAAAEAIWRwXLCIBCGX8XJPWEhwZDMyqWth061Tu2hV0zQZEbBEmqcPn1R00x7kuHw78+3y7Kg093TSRtvJ+fD3nTluatnUeP9sSSk7/ukTxPrdoQBUPKxeFlXjT6oaITb+3Dcms4rU+loctKuU3YW0QRgqPEv/2idV/tt21Vqn7Rmm2wcMVsdSaxe3U5ZWVAkg8SH5epZipyyjItwI1DIkFxNrJrlXEuWMU4B8jwV2VRcCJZzfgHDymlRZJTT4HPKRCh7zcG6uY1DMmA8phAz9s6gTFkJRQxpCYBkZNAfBzWlEDaS0UCz1p+DDk3/ifA8iMXjPNYT9eWta79VbZH8noQu3nS1udfFwKBZOeslL2h4bwZ5wYWYhlncbCTjF8sfM48D4e4BAAA=</docZip><docZip NSU="000000000183443" schema="resEvento_v1.00.xsd">H4sIAAAAAAAEAIWRQXPCIBCF/4qTe8JCIAmZlUtbD51qndpDrxjRZEbBEmqc/vqmmmbsyRkOj8e3y2NBb9qnk7HBTc6HvW3Lc7uZRnUIx5KQruuSLk2c3xEGQMnH/GVV1eagoxFu7sNxY9ugbWWiycn4VrtpRBOAoce/+qPzQe+3TVvpfdLYbbL2xG5NpLB69TvtlKRIBokPi+WzKnLKuCj6G4ECR3IxsaoXM6NYxgSFVHCgnOe/hMiFAJEBsBQyVkia5bmklEnWt73U4Ka+jkMxYCKmEDP2zqAUeclFDGkJgGRkMBwHlVHoF5LRQLsyn4PuQ9/s8DyI+eMsNhP9FZxvvvXGIfk76VO8mWp9L8XAoF16F5SQtH8vBwlcyqKfxdVGMn6x+gEG80Tx7gEAAA==</docZip></loteDistDFeInt></retDistDFeInt>
