<?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="LCCS" ano_licit="2011" num_licit="7" 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" id_versao="1" num_lote="1"/></ROWDATA></DATAPACKET>