<?xml version="1.0" standalone="yes"?>  <DATAPACKET Version="2.0"><METADATA><FIELDS><FIELD attrname="cod_mod" fieldtype="string" WIDTH="4"/><FIELD attrname="ano_licit" fieldtype="i4"/><FIELD attrname="num_licit" fieldtype="i4"/><FIELD attrname="planilha" fieldtype="bin.hex" SUBTYPE="Binary"/><FIELD attrname="id_versao" fieldtype="i4"/><FIELD attrname="num_lote" fieldtype="i4"/></FIELDS><PARAMS/></METADATA><ROWDATA><ROW cod_mod="LCPS" ano_licit="2017" num_licit="3" 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" 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