<retDistDFeInt versao="1.00" xmlns="http://www.portalfiscal.inf.br/cte"><tpAmb>1</tpAmb><verAplic>1.0.3_2309140915</verAplic><cStat>138</cStat><xMotivo>documento localizado.</xMotivo><dhResp>2023-09-14T09:15:12</dhResp><ultNSU>000000000006290</ultNSU><maxNSU>000000000006290</maxNSU><loteDistDFeInt><docZip NSU="000000000006288" schema="procCTe_v4.00.xsd">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</docZip><docZip NSU="000000000006289" schema="procCTe_v3.00.xsd">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</docZip><docZip NSU="000000000006290" schema="procCTe_v3.00.xsd">H4sIAAAAAAAEAK1Z6bKiypZ+FbtuRP/oHXszq5yg7EhGUQaZVLxxfzCJKIICAvo698d9kPNinYB716461We43UZorlyZuXLlt4ZcIBNU0arIg1EdFaWXf/1CvKHol1F7TrPy65dDVV1+QZCmad4ueVF56T4pAy99S7L9m18gcO2XGcPZ0V+aDztcFY3k8OsXuJSgcAKlySlFEFOURlEUQylq0jXdB8fGJDaeYpMxTlNQr++0hKLCaMYEjjgjKAbpWibg7Nn7fMiCPYYT9dWMIiiCQXqSybxKv8xeV0VUVt6v//r1n/kojEZlVNTJr//q6arwsrI7QTTyRt0sP0qjIDlHWZUzyLCeOefhjJowSNcycHUSzTAGGQgmgzt3ysPZnQ7hQTgnMxzFiVeUfsUIG6N/wahfUPQVxeEvgwwTmOoiny+dmIGAfcguB0ZPMQG/nsH5XQNHwdkfBjsC9iGg3ehAMBdo2E4s5LyTDESws/cMIsgg7x0mUG+ZkNUQR5wmUSjxncG0T0IFDmCQ9x7jiF1jrRhkoDo0vHTWLR0oqIwFER206al+EzlL4CYotPB02KRj9Jt0BAtMRzDlYZ9+xBG7ZtinZ3RrxOTcaYpDOYOQjtEL6QjZBith/RTSjzhi1wxCekYRVUnhdcg9KeiUoSzY+blnfuswFfwlhqY/Ss9Enlxk8L/8fIHnbXW/nPFe5XUOVEfZ011GH0YnR+soCW5p/suIZ1kadA7aL4JnGERE56SC/qqtFrPvAwJ6bsdkZGFGkviYmtATFMNwBoEMptXyczTT37i3kW0CzVrppi1YI8XmO4P1g0wrelk1+y/4gayeZqIsjAqh37FV4mJmOmAEjWzKiqyPgCYJij5SdMcUNE6wbXmEkZPuC9d3s5msyDtAuoZpWS8pILEAJi+rIwtotmzZ3e7Pgd5q3zvXYK9PbgUPLqxmKE2QGEpCyV0PWu5pthmzzzPo2xhUYYqj406RnsMgnw6CDAgW0fkJI0rgxISaEhBEgsY+wQhFTDFqgk9+gJHTV2AkaIIpyWDEw1OYMuvIvG7CnjCSgDWyRj/C2q2RwO4D2UHTb593TXtFzahf2COu86OVKVgyL2i2MOKAZXegs9CInD6aTPDu+yfwVh1b1qSfwP0pzJ5wfxdgT8TH5Jgg0Z8gHqy8LvegVCejp5m2b9jCK5MUChmYyKeDIT32IcyZTwtgGMyC0wnZOzL9yQIY5NLTCUpCk362gKDKpgpGC4GDFjC5kebYpjsCiqxClAAH9M6xR8KHDXpsaZomMRga0y5WPqHN94r0CIL1iDOd3UiC8EJTwuSB/h623NwaqdAqlmCawP6JK3/LPk9sv8s779iOpxSK/5+xHY6BDLDW/cUFW3sgqMkbDRF87zK1GQUfzI6GzXMo6e4UmVOt4dfSoJqWPaM7BWHbZUHIGzJgN4i8z0KGRfDqBqEI7/T89zNdJ+BjJux023bXvh1peXEeaK+IYSqthxbHsTcC+vqz291cUOVwxifdjZ+X/QXWc2CevVWcV3UGeyc7eUZXCGRJ2F9BAwWvIBWuWAlWF1SOrXdXUcdhrsM2JPU2xOez36tt/BlxQIRRxP97AokfBDqazANesH4Uhv1cFvINPEjx3e0NW03sbqKDV0ezoaL6PvNRFIpNh2w0xWkYkpA9xUmI+LCGCSG49eyzBQdOv10vHPm0m9pd8c9irKc/KrIiD6HFTc02uRms4yZTgoSyhj5MDv0o8i7heZh3r0CGyvDdVaxbdydeCy4P+2rmP/7O8cAGf++KzBJWmdk+ett7Dxgg3lt5eYvzuqsx4VQuz8pbWnlIvzb67+AAmV//SqH5n31B9RX7xz+gVt80QD4rZiUxLARvxc+K34Z4y4sYwaFgBKUROCEsk/hvX4ZVUShne4gD52V5lsD6OHl4VZJnalQd8nAE0jgvkupw/plI2+ykYogpcK9Q7GuAkdlrx0EJjPoyQj7p9WfE/aghNOhrefCwXpIZ7aMChnc0glXB1y9/+6vV+oyxuzp6D41bfqL/mkZRVkdpfonC1/L9YL1yf1LcH+OFfFaST2KYKP8d5D5QG0SsvfQGiwCC0vHlQVe4lgY5meZcvDk3Y84X3K8M8nkmjJF3tCH92Us+7DlMLHLXV7b0NjMmOG9nkbP2w91y5UymkbEkb5tpq93bcUGYNucF1GO6P++lxXZhekd67B1bbHqnbuvz0aBr13n4ebyYENP5ptzUYWTLuci6yE4naBXQmsyld6J6SNcwrVQ/whRF2qKSuI99J5bSy8Nf7ZuInhqavnFXW4UjFdzYl2NfU6LkNBWT1W3dOiY1oepUXq52C2p50g1Rv64wBbuy+mFOnfzWiCfr6GEf2+qoHhpDDutJcq0u3lg0Ij2uaE5F9Ouk3kQr5QUFrQY07K7g+z1J3C8cNrlslUeiog7iekZ2nlLLtbOzrBd5R4P5rjyZS/4kcIrgx9nJD0Al5Aq/uDcJYda44CO7lWqIyo3T4q9fB9A/Ac0so/tggS2F0t11N1BcVFTJHoYtzFSqLM8h0Bxr4TFoZBbEkAHiRDBF9+UEGt5wF8t8Jx/qQAOGoLAGaDawyFPBSQKYI7AHlTNSuRUewGRjbc2C3OZOKe9wGBecxYe3aVrRBvYwVtq8IPKyqK1sce1YFovDsjFS2aaXBVp1bThqbKBray2kkuVorCxgC/sk2vLcxVSW3PK2fIdFTasdhbtmB40q5h3v8QOvicOg5R5gMezr2uC0sFRTbQTD5deGsRSay8LAQGVki0OAp6VqlA03jMlCs7AdWNGqoBzO2KqCvREx95Ou3B/pagaNOMhThIa8a4+40XkB1XjQqHynp2CrrPAua+nMF2mAr28unh58XvBUNn4fMw18fQ+l9OxttMNOmsaOkMcGPK9ig2I4n2ovhOnNuJPxWlywdqoZNrZwzLUa26IpGHaO6rzzUDsd7H7/RoM2B5b8o31ZaF8+joUV4OG4AaM9Flige4dY27HWJXRLaStpe5sE6NELJ9v92JvXsP6V5DPP7V+qjVxsHhOMP+NzPV5kKy8QPK+dTFvhys/3u/lZaG+okvlbnuVdH3257+bL/XgxPx5uXF7nYvvwG2RP0cRVQQunuRK6F18t84DEtMBiXoKHS87bBfcM+OJCAY2wq48eetGPHJGnIa2u14W8CS/39iS6m8cSHWsFp7uH667irFILuKKuZNT0Hv4tkbxpRSFUOr23xWMhnuUxYm7ae16GdXy4noI11eBsjGusm72k/mJv6OEB5hV2HVMq64p12CqbeT1dp3ek1KanhKWSgyav1C1OwYRUby93+RI98JTTpB0hlZzc7DZFMb/u091RvW1uAgfVB8DTOXABTRwvVZWddjYP5cZwVdYDIo/Y2+VpZ4eRLCa4yy+nS+ImrhasB338JHEc9E/DEdkG2k1AG+vBQn+PoU8IImsEDchd2pubaMDntYJrxx1HHVxCq/35GvUs6ujj6M3N5NqXNJiRxKOy0dIgMy+7c3p0N9jFh/GrbLXK22CpsnUxJQOEe+TYJoZ+baImK0tjVZaI2Awf7mZx9zbUAcq+BLgI3DNdKme4l0UlwRVc2Hgd20DgwRXEQkvZhrOwLIeCMdPCAIKxI2qsvWZZy5nGpiDEBrbWLUGKJcMVXaFhQaNDT1R1jY8x9aGSKn+CfgwzBr+JVx9zrFhj1bvKG41qy52fw3hzKO3h3HU7btRj5/s/+6qUejQwzT6RDqYZDsbFYvMuM4r5g6r+Zo0kD7YCpg9t0awbV+rnx2KsdrZoXHnZuDCeHJhOhc0KP6DhHIyVO310cePmbrSHj7dYKJ1gzNOVcl5AG5i1S6j1bs5CW/yBPTL2tDuCsIv/ueUI4hE4n2zPg/jT/o3RxDu313feWOwR2jB5sHwO8V2R/88+ctbuPs8KubCMDdl9+U42L/8v526PQUIf3Dt23G0XqLfZXVxcrDp/Cu7Yw9+k1c7CcA3qE5ybZm70/qezrAsPmzl344KHdRZgc26/Od4Vlwo4VlCOKiD7M/MwPpDGEOD9JpI80Nj4dD2cEoluUBYYpQgAjMFYANVWs8+XJGrGxu1K1oeQlF+K20KZ2vtmU2PjhKI39C4gSNotdWJ5crcyae3jU7YpFbXVs1gy3cuKpaeantMTS3oxqEur25KuH/JruEy57OxewH6hl5Ya4/HCJKsjv47Rg1ddVjda85sGHK/3NIwE+8W380NRpNUEm64tlr/fclJ0BCNEFmMipdUiYossXgem6p+DikqwpPXkwPLW2Aq9JJyP8sgtKwFJWNdEPbmHJJD9s435y9PNig54Jtg+d9wdkZfHmkiXlmyuUnqjkMWuTuesTIslXrjK+JGK1X18vEL03ZV6PR4Ss8L2/gOnvYcYagg15g9CY4l7S6R9NaN49HwuPGnH36VSXBPBOMzlG7UF45LNW2m6IKXleS5fJ6frtC70FSU9mrWY39DDHd1SWnHa1FVtOuZtU6fW8oVaC7XtYTk038Nr5eWJaBScPIpCLuttc4s1Yi9Fq5VHBbD8U629rG93QiNiuEnl5eVCK5JM3tYqry2Xlb82dytBdRtuFbKeoW9IfEweEvd4EFdq4Kdb1XxxTHG985qTdPEXSfhCEauXWzuf+96qYhVWp+amLx6JQrP2i2mJyVV5dSuWkAgqT3bLzfZaVWnbsIUjKDfr4tTgtDxsqUm12QS72ppYF5nVVYcKBSkFIe+ne9v3NsGt4UhjEdoXwZyjtUO1jQUqJUyzJEZts5zmOQVHy9Dn1/juch/r540ydWCx92MlN3CGKg/5qPy+1YSQfn+lXnV/ePz4R0S2X8GR376Sh/PAJU2CmbV6hetehyfs6SuBvmL9+/dhlOmfUWd/5fGqe3TvVQoPZhT4Vf7bvxco7BUlnn8vPOcwWa8n1u00pVFijGEE1r37GtQPk3jdvcb/3eeW5yQmsCoPiurkDyTTqnmV1PkM3Cr45PTwwnyUj25lPoIEZ79G3buxYUb/LD3siTwx7d6DD39Gzf4H7UtEa5YaAAA=</docZip></loteDistDFeInt></retDistDFeInt>
