<?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>2026-03-03T12:56:49</dhResp><ultNSU>000000000014371</ultNSU><maxNSU>000000000014371</maxNSU><loteDistDFeInt><docZip NSU="000000000014368" schema="procNFe_v4.00.xsd">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</docZip><docZip NSU="000000000014369" schema="procEventoNFe_v1.00.xsd">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</docZip><docZip NSU="000000000014370" schema="procEventoNFe_v1.00.xsd">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</docZip><docZip NSU="000000000014371" schema="resNFe_v1.00.xsd">H4sIAAAAAAAEAIVS72+CMBD9VwhfF+m1paLkbGImJmyKbphtXxGrkPFrQMQ/fxXcliVLljS9d6/v7l0uxVo1wVIZlzwrGvfSHGZm0raVS0jXdVbHrbI+EQZAydt6FcaJyiPzW5z+Lx6lRdNGRaxM46zqJipnJrUAbj1+1Vdl3UbZMW3iKLPS4mjta1IclSkxTvSIUnA2Bg42nXDGKWgbPhVCBw2F5oWtkcOBUgZIhhq8D7YP8ncNkp7ES1DmSs5X/toLdp5xA5vQWO0WcyTDM/qeBMemjgN2b4VEM3hIvDyVDNh4BFyfHWUuB5cJjd2raBBgWwVLSZH0Ec/6YiAci2rFNcFDenqJMqnKx7uKlGHTvT59bEJ/wdUWeOjn9vtM9xpE2vRZxfu2/MN3/ON702CxrctWsn5rQIUQ04k9QTLQGIdpe12Qnu0LIhn+gvwE8OPAchQCAAA=</docZip></loteDistDFeInt></retDistDFeInt>
