<?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="LTPS" ano_licit="2012" num_licit="19" 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" 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