<?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>2025-12-29T18:56:38</dhResp><ultNSU>000000000013613</ultNSU><maxNSU>000000000013613</maxNSU><loteDistDFeInt><docZip NSU="000000000013608" schema="resNFe_v1.00.xsd">H4sIAAAAAAAEAIVSXW+CQBD8K4TXRu4DjwOyXoKKqa2iUWNq3xBPoeHDAlHSX98TTBv70nu4ud3M7GwmB6WsgonUmizNK7epDgM9ruuzi9D1ejWuplGUJ0QxJuhtPltHscxC/Yec/E/uJXlVh3kkde0iyyosBjoxML7PeNCfi7IO02NSRWFqJPnR2JcoP0pdQBSrFQVhlBFqUeI4fYdhZWNzppDg9liMEtznlNomx4A6DYyC5Yt41ABqm9AERSbFzlt52toLxgpGi+l8qHDsa97Wn3krbbYZe4A6Jkx9wRnuM86xDUhVcIj9LBEUU9YjtEedDSEusV3T7mHTxWqLjgD1OZgIAqhFuKjL4cwxTAboVsAhOW3DVIyaT/nVNPmEL8xgOHwOdx8l2r4/vW6qgZrVkZTpSkb7uvjja2IXm7++dw7ky7KoBb2FpzLiVp9YjrLt2hCtk7rNVgV2fwLqvoT4Bu9vWicbAgAA</docZip><docZip NSU="000000000013609" schema="procNFe_v4.00.xsd">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</docZip><docZip NSU="000000000013610" schema="procNFe_v4.00.xsd">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</docZip><docZip NSU="000000000013611" schema="procNFe_v4.00.xsd">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</docZip><docZip NSU="000000000013612" schema="resNFe_v1.00.xsd">H4sIAAAAAAAEAIVS226CQBT8FcKrgb3AcstxEyrY2ig1oqR9REQh5WKAiP37rmDa2JduNplzTmbObCYLTdoG81S6lkXVOtf2MJWzrjs7CPV9r/aaWjcnRDEm6H21DJMsLWP5h5z/T1byqu3iKkll6ZI2bVxPZaJifN/xoD/XTRcXx7xN4kLNq6O6b1B1TGUOSSaeyAmjjFCDEtvWbYaFjWUygQQPx2AaoZrBqGHbDNCogVmwfuWPGkDDEK5BXab8w924UugGnoDZ22L1JNDzJTfyl+5GWm49F9DIhIXPTYZ1ZprYAiQ6OGR+mXOKKVMIVai9JdTBzMGmgjUHY0AjAbpzMOcE0IBwuTVUs5ip6oJza+GQn6K44M+TyNWK2Uu49Jqvia7p0YV8Wt6uaHdTsW0kCdtNmuy7+o+zuBr5db5zoFo3dcfpLT6RkmkwQ8gAjWNIwrwb0hWR3UtA46fg3647JFwdAgAA</docZip><docZip NSU="000000000013613" schema="resNFe_v1.00.xsd">H4sIAAAAAAAEAIVSXW+CQBD8K4R3uL07QCHrJUbxowUkatq+4olKKmCBiO2v7ymmjUmTvtztbGZn9iaHVVpHk1S75Mei9i71dqAfmubkEdK2rdlys6z2hAFQ8hYGK3lI80T/IWf/k42sqJukkKmundOqTsqBTk2Au8bD/KmsmuS4y2qZHM2s2JmbihS7VBcoD2pFQW1mUwY2MGDUBWXTc2wbFFSlbXPuUItyxl2XOUi6GRxF8ZN4nEFya+IlKvNUjBahvxzNh4E2HYZDLVjE/koL1uMhko6Ac19ZUwrcpT0kCuH24OeZUJK2QZnB3DXlHmOeZRnAPQAkHQGbUzQRFMntxrM6LOhdn4/kCnCb7V+So4BXuX7ey1mcs7H/9bngsZz1P5JpOH4fKK2OpEyXqdw05R++zq/vnYNFXJWNYNfMAJye47jc6iPp2ihXWXOLVOV0L5F0P0F8A8AxAkoSAgAA</docZip></loteDistDFeInt></retDistDFeInt>
