<?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 localizado</xMotivo><dhResp>2026-01-02T21:57:53</dhResp><ultNSU>000000000187250</ultNSU><maxNSU>000000000187250</maxNSU><loteDistDFeInt><docZip NSU="000000000187250" schema="procNFe_v4.00.xsd">H4sIAAAAAAAEAK06i5KiSrK/QszGRuyGZ+ShqPQwxvIWFVDA540bGwiIT1BAwf76m1Wo3dPT5+yce3Yi2srMysrKykdVZQ18vA5HaeIT5fEQZ9+/bPL89EKSRVHUT0mae4f1NvO9Q30br+urlATuL8Q1TDMv+f6lWaeoL13eVMM/MbrLA4KG6MH3L9AyLaZF0VSDabTZToOiWixDsyxFMxT612x2KLpFNdsUzbU6P029DcIu70/ULtPiSdTyvql2H/xAAoyPvdw6daeKKQuEZBkiOZyINmErkiLWCVexJUW3LYcYkZJlOhPD4slqBH9Mgi7L8iRq+SxMt2GXZniygvgYZCP1gB3NEmyU47bLUEzrK0V/pRiX7rw06BcW0MYLBVwVA/A53laJ8z9mvfPw+Qlk0zyJW1iuHGY5wu8Q7xuXWNVg+VSboTqw4AqHcfrx1G2ggQgAHCbPKkkY4n152kUDoIFe4biqOhHAr7ewpBAR7hD4LFC3sXfAcz9gRB2lYdZlMRGD/AmCCS0UlvEAefAairHuFNbM2jRDt+og50GFAErDdZeHHzQXBAQL3v8YEBAjFIxutziabnUYjmkyHMxxH8STdyEkDonwuAXjSOao3/1REE9iIl+ayTHsStZIIBRTsTVdIJy6UOfJqoMvVQ/M/0O/rDuurYsTXbZswBRCExzCIQQYg5n5MA7CVMEzl8Mo7QoQcjrE3Miy3Ylg64gT0fk4TbqVuxDEl9Lp0HWEoYBlIYQvRW+bQp8zEUYKEO8odvePzgZe9KuPrP5EQuMxDTIBjUMJISkjCGKWQ9kEqweM90ceigWKRTIwzJe4EW3B0YcgpCKS71akKzCgQTFcswN5BRgv2S4KMNQAJ2YKcExiC9PgpWan3cQ53PjR7LZEmBPXXhDCUDcU0xUkwSKGriw8zY8nriL8bkrCECBje8IQAEcC2OyB+cELBnhDcd6btsk1qIdp74YDt9nCz3YEHanWD3aEOXRV+T0zQuT+khlTL9senmZcJ3HYpWi60WrCfsE1IasQ5W7eapWQPrryTO4ngsxOtZgO1eo0qcrs4dHbHrpBeMiTuA7TXL1/pWG0TSAh47DuJ0fYaJE/EBfsJFhKGOfA4/1XXIPt7NoQ3I4jEFPFVgRICEK0TF0VJN167wnH/OAHCUTa1q844k8F9O9Z+GfrkU9TeJd8bgz/cJMgHzxBmBOxnofH71/oL3iLC5D7UUO9+4eDo4GCoWJQBLPrKAahuToYAqMQIajPMicETbVZQhuOCKZOo70ExQseZ0pGl2mDlzgatEYYrNlxYSmwRApphzBeUi0wRIsFu2GQv0jJsTvQeBID/Bn90gxbrwyFUf46iVHbrtOdBlN13En8Fc/e4dp1tK9e39bgptvVh3VgEn/BDZ6xIpxxg+eECSsaiMdANSWeruqAKHeTR7wjiMcmHoUBOjueMA8hvbpbWzBHXUhBOBwoZIcnDW08PgLAnDjmMcKfAO2y9QbLcHAYIQRIZtyluTq4CtMAQ7Rtt83W2WaLwTR0Yo28NMc6I1MgGEJQSuLsHoYY5JN0G0lYPZSyR3TleeRvhaC7iQVMj/sJhvkTbjiu3umgnapCefJN2p+Qy/4kl6pDNDd/VSz1udj2Z2IpNNtfEvuptlST/otG+FRbuvPLtv0dbT/1GUfhaPorcpufqdtEG+BfsgL3qVj2r2r7uVjul8X+jrafGoGh2p+JJas9gKw23i2IynI4PHTJcKrfFl3NjdaAW16CLbKF9kq0VZ5FyUjixA7z9xviG5H3Ajs8IkGYpd7gEMMPRP6KoKeUdqPehmD+gQgnzF0V8q7ZSEc7aHyGUwItF0GIaLqVfmzzrh95J5J4xEh38M+DjXqy3Ykk5pAsVTef7c/Mb3TywaqLjiQ6d+Mw1J3Tlw5eluFNuYXOBBT2byQ+qkahVQLyXOyPNv3MnCI2HHU393saGFN8mg0xIEu+Uarx0ifjpcd46afx7yg8+abmFU6Wu2h0ojy4P1Axm/Qp23sqCH5vDPJhT/IZklfM9zxE76MCpEme5KhmQqGBT7urKD2mAaiKr6cxcPzgBu6BSfyeXhH4qyqNHmQEInnI/w+JyLPXNwJGge+NUiF34jtDPvGf0+ZHL/9CRnx6p7hCpZaHz+kwAqqG0VNXAPkrrNN/UDAME+pPQ+gIHb3hoztBDq/J4R21wkER/WlcnD3Xe048oueeIVfrksO99E6tEP4KtfdzDagOJ59OrCLg4c97PDx98IiPqIqXR4x/CPm3cP4Qyz/kSRj/nClh/EMqvLFIP7L8cbb9UjI9ox2vlbwHc556cVa9lNydil9L7j6tetE70J+uxd/qjZ8Lz1JBdROqCd9X1hWxKh4eZfPH0oF8rxGOi/MUfqv9C0F8jHG4fmLsBKk2fBwZcPxgFFPFH6kiyMbyyIdF/GQF2qw9dK1V4ddUv94fixAGcYZOqWdQVSfeZyE/3J7f2BACtQ0SEFxgkliGX3wVxhAfTMPYvz8sNb6iUqSigGToforBvCSWQFZ6nrwIVzkj1KKnHGircxtTMJ0GI1UMV/T7ltSIRD4Gk6dKxFoItj4G0IOGqRKwe4dZ5r0Q1RsOSdHfpOQQ5kn6EnTY9XrFtr2Q9Rjo+2YLSyg7HUvSod6XoQC1JAQoBCofFU14IXqWM9JdIDpQjFiEZOsONMSjfAXRQV06bKHaC19wVUa3Wbr9TbJMWYeS9oVoUYSsCw4hWbaty5bzTbSGimv9w/nny/8wnQ5Nd6r3JqgeaeZ/v1m2DAUQaICfEV8IMHqjw4BDO9/QXkB4RBamRBr6yWGzDRIiBPgER6gHcJxkRB6mR2gAk7xTnZgSUEBc6wQeS3McyTCEYhuWg1YrK5INqhCoTKGbJNcivhIjhSAI6xSmnu8lRA4H8yX3ruGB+McdRuQj5Onay7a+R/zDO2zPF0hS4jVMk3/+8xvN/YZqnr8TmvmNaLO/oWIHIfo3gv0NVUh/R7XoN9HLQiIIQcuDfzkkSGGsY3gkBtoLUQU9QRJT75Ckz17jMXECLO3Gb1BM/eyyP3gz+I1wzN8IWGb1PgDAvfwnYd2IOnrBFf9XcMk3FJY4qDDwDDM7zE5u6D93GhalAYurcu6504DVcw/OacdSXcOaKuit60G7v6xkF7Q/hP/KknV+TMDEH99U8NMCSzeaDZijwzzeGraB5NhwuKJbdAXyGy/bYGjhTaav/n6QrDV3yklCI9uaTFtzO5fJd558suEFPddBVu/kXd7ZRrGXX9LPXtmLRj1JIxJd20iKI4EhyLbR375Uo8JAj9ewMsmLkxjC4rB99fJtEhthvkkCQjhEcFnON8fPRLo2kkqTtiJ9BbFffboZf0UUyCX2C0G+0+tXxH3UMM28r9nGo7EkO1yHKWxUITGx9e9f/vZn/1ugy7to210n6TF7B/85jcIYnJ2cwuBr9lgYVu4Xxf1ne5HvlZS3UZjl/x/LPa1WiYBMvITdhTawnL2uNa11RPtKqsTqMfZoMQ4LiLD3nDz5tDbA76Pk6c+Kcb1rLPR8HL16InkeNw5u6+hYtrVW1OA6s6dcMtSu8zBKBov05pHnZN+cbyaba0u8nbWLS55bjXSoiqvGyVTUSDzWOmqp+FywnvUvt5ntU+11Xzytz8kuWA7drdMajnsGuzSUHs28zlja6G9iUKipbM8Om+TuJJsVrjo+BvkpaXoFx8U1fa409YzLKGaXKnvpps5notpMmY2i9jUpIfO46JxlJXmV82GntwlHc2shd6bswhwYzdu+nzcuy778+hr0EksOxVmt8HPr0tkqk6k6WWSb5uC4X7dOYd7eDBtOVKQ3dj9hhlngzR3hVrrabLMOaldu4NDaeBA7e/FoqLesyTSWHEeF9KF2prTeaue3pf6cJYeUrY2/f6+M/s7Q/CC8VR6YsxQne+hygiApTPPtGtIW7lKGrvemO0kS3VYkFLooRLq+oKODJNqiGQuFPF70B8lS31x9UxgrQ3EsFDNXGRrCXhPoiSJuDGl80EvlVbDFyJyKQuJK+4M8kWjJP6qv3qwoVVdwq77MlRVV1lVz5KrTieOIjOkqoSEWWJZQGtPxxIgmFGdMp3ZfV2h61bNPvlZu9N6CNsTmXHZ12pCj0pSVV1NeFIaaIBrzgVZEoVJKr0K/mnfhCvu+Y9hGoYwX8nQ8HijFqT+mhXwc9zc+c8iMcVZIVZ+uFH13IiuOIQrVGkujP2HUq66Km2BWXg27WfQEzDtUyqk4vomuS5XTqbKP3Pk0C7RDsdKUKNhNSvVVmD7XvtObpjwpLBd0lIXCcP2bYReFFj1kmfJy3qe82fK0YNT96iYq3iw4BZqaGXYCRnrwqR/5xs5WFA1XORmS/7BlNKa48dgRVXc/dWzqIOqqcRk7zZYhGzfj1act2UB6lObOL6JI2RoCpUnOWXP0VUMeK6IwnghCUxflQkD9AyGB+BhLoxPnko14rY5oPxCHXpa80qRRaO0hLWmMttdX9sERe7k9Iqec+Xr2Ssj422KzaDD6tTcqQnXnp444h7v+zBcuczUxKXrcC87j0jGXu+xkta66nLXJjpH3tZY6mJdiy11di10vcweM7G4ktRYap9reKmdCmBW24eoblamJaW7m/bmZGpsyMrT2YLCNpmeVGxWX026xOw+OZXyyzVJXTicjfV2cnbVycnd+S/Bj1uxI8XA/u0YZO1cG6lGyk1ywZX/H6taK0rylO18FB/9k+vakpQyYkeWs4p3amA1OtW3i3ej9QDlaN4Pzbt6pxi4d0/X9/mIzEafnIdfwgsGgH04mzetgPKRtyzYuhmJN84M2FyZrLRAiiDZB20XRYA45Ke3vsduzDUXYCYIhdpBfA70YLwzRE1Rj6rSdmSAFNT/Ktmu7swpytVM2VsfSUMeaJGUa+E8VC0UUlaiwd6IiRlEqRooqjv1CSBZNr2dTvpxch4y5W0osOMi8rnpTynPY3YqhLotYv6408zZk1N1w/uijc8gBypuL2cKhGdNhC5PRiyjQsX4KBNxtJ4llU0kXc/uwOtqn1Wx6CTRuvTweXiFeM29+2kB7HWvm1ddU4JnelsxhMzzCHA679c/CWYymkSsosnAWNkrJie7BHrn7w0hXTHGyL0eTm2i6dF91pn2Ia3s6OahTe2qPEnGviTPREMaGnIgC5JzwauyMhulGr1XOLRqJHD14lETquENXKdH+Yblj1nSNBuRFE/jgb1Ll6R/9DYT5Q1exJVgKHLAfeeZoX7GpSFQXxVQWHTFaIn5JcBaFI4vaO79Igr1o/Ypflhq382/c3teMfDEzcp/hsmBun4aztz1zGIv75U4IcBw5E0XdCZN3c8lCtNAHxUIUx5OeUIyLaIH34aBXOOJGlkRQspbIt8j678XKzj8WxaglcIl80azZhgp6Qmt443YLZnwbHmFneKzjEQtbLls09OvvrnG+oIH3tpLv6xw34VYAgV/M9Ew75spFOWvp8aato+3+TLcY2EflCPtjJIx7JGxoYId59HHvkwq890nCWGhOLJka9EYDuzOVzEXfPLdn5zNTc7W9OLn1D8zaiVa10OeUyWqlpUutTLypsW4tk+Mq1tNpyOyuFvm6vtWUctfbeUxTXBx8k2yoFDfcrg7n9noSZJ3z0elcwkPLcm6BDhtVKnaK3WK2DmRj2KyVnbbMOLPmIGz3uHGv5AabdnLN2Ww5gtQeOZtZZ+/NTMcym2mtJcjBoGTnpC+wRn+dOfqYau1TvTPQBgOzZt0sHRzTTFZxVHDtq7P0Xa1seS2r4xoOU9waB2MyvEaJ4oq71zI05Amj+LuLc3U22/i6Lc+1LFFs3Spm500/sHrqoNRhP3vVO2P2xvn6ui0xR7bnrvdWQ6ZWkiJtT+SssZga6eWgF7ehtzf3+nrUUFvZ7noe973DcN4Q91Yvnw/OvWyXyP2GHU9YNhmRg1n/djPlfTmvsQ32tbdsM6fzILYj0zuLnDLmVlbrGBnNZCDSF0eeXYupQbmNPrdep6Tf3uz25HZ1qknu+lwK2W3BcozT2JIruLC4tnF1HP900pgpQw61tRCtblKZTc4qs1zOgv1gmVpFnO+oRdFcu0WL9ig3asev7VX7Giz1S2flG+6Gaozj2fWiRXpt3d83xcZoFZKk60Vlb95nlXLNTeJ539rPav6c6hWSm4283rlWO8ed0jq4Z8XO9JsyTHyzPeiYpVA7hse2eNwcd7S089I0XivH9tJZXXSR6u+cYZshLbtTM3Rn3d4VKe3PrM3M2fabEboEfrzhVZTq9kc+b4Rvd0X8iUuI//M5R59PffwSKl6PoOfxVRWN6yf08IHK4NaXn7/xgfHC6QDFs6kqI+Xfo3836406i7/Kqei8v7l/jvPLhRhPVmMIPtjYob+CqvrDV06dF4p6+8rpzkPwMdK9+0FpnqzIfAD3A+/wH2qcOxPvO1DNd2k0QQXypZHk22vSFS45VFmv6EkmIS5ZQgQeYapfQ/RQWHHgmruak7zbGaD7F3Ld/wNdf05rKycAAA==</docZip></loteDistDFeInt></retDistDFeInt>
