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Poder Judiciário
Justiça do Trabalho
Tribunal Regional do Trabalho da 13ª Região
3 RELATÓRIO RESUMO DAS NOTAS FINAIS DE TODOS OS IMÓVEIS
Apresenta-se as notas nais na tabela abaixo, contendo o Sistema de Priorização dos imóveis que compõem a 13
a
Região, avaliação nal
das edicações e a indicação de Fatores Agravantes. De acordo com Art. 2
o
, § 1
o
, da RA 043/2011 do TRT da 13
a
Região, "Terá prioridade a obra
necessária na edicação cuja nota nal de avaliação seja a menor, seguindo a sequência, considerando a escala crescente de valores".
RELATÓRIO CONJ. I, ART. 3
o
, DA RA 043/2011 - TRT 13
a
REGIÃO
ITE
M
IMÓVEL
ÍNDICE
REF. A
ESTRU
TURA
FISICA
FATOR DE
PONDERAÇÃO DA
ESTRUTURA
FÍSICA DE
ACORDO C/ RA
043/2011 =30%
ÍNDICE
REF. A
PRESTA
ÇÃO
JURISCI
DIONAL
FATOR DE
PONDERAÇÃO DA
PRESTAÇÃO
JURISDICIONAL DE
ACORDO C/ RA
043/2011 =70%
NOT
A
FINA
L
FATO
R
AGRA
VANT
E
1 Fórum Irineu Joly 4,33 130,00 2,30 160,91 2,91 SIM
2 Vara de Trabalho de Guarabira 3,89 116,67 2,55 178,18 2,95
3 Fórum Maximiano Figueiredo 5,00 150,00 2,22 155,66 3,06
4 Vara de Trabalho de Itaporanga 4,44 133,33 2,64 184,55 3,18
5 Vara de Trabalho de Catolé do Rocha 4,56 136,67 2,64 184,55 3,21
6 Vara de Trabalho de Patos 4,39 131,67 2,91 203,64 3,35
7 Fórum de José Carlos Arcoverde 4,50 135,00 2,91 203,64 3,39
8 Vara de Trabalho de Sousa 4,61 138,33 3,00 210,00 3,48
9
Coordenadoria de Documentação e
Arquivo - Edicio da Av. Pedro I 3,89 3,89 X 0,00 3,89
10 Coordenadoria de Documentação e 3,94 3,94 X 0,00 3,94
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