Reposição de Biologia - 1º ano Organização do mundo vivo
Autor: PROF. Erivaldo L. Gomes | Publicado: 2014-08-07T20:59:00-07:00


<!--[if gte vml 1]><v:shapetype id="_x0000_t75" coordsize="21600,21600"
 o:spt="75" o:preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe" filled="f"
 stroked="f">
 
 
  
  
  
  
  
  
  
  
  
  
  
  
 
 
 
<v:shape id="Imagem_x0020_21" o:spid="_x0000_s1034" type="#_x0000_t75"
 style='position:absolute;margin-left:34.65pt;margin-top:-75.25pt;width:70.55pt;
 height:66.75pt;z-index:-6;visibility:visible;mso-wrap-distance-left:9pt;
 mso-wrap-distance-top:0;mso-wrap-distance-right:9.17pt;
 mso-wrap-distance-bottom:.23708mm;mso-position-horizontal:absolute;
 mso-position-horizontal-relative:text;mso-position-vertical:absolute;
 mso-position-vertical-relative:text' o:gfxdata="UEsDBBQABgAIAAAAIQA0Ev94FAEAAFACAAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbKSSy07DMBBF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">
 <v:imagedata src="file:///C:\Users\Erivaldo\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png"
  o:title=""/>
 
<![endif]--><!--[if !vml]--><!--[endif]--><!--[if gte vml 1]><v:shapetype
 id="_x0000_t202" coordsize="21600,21600" o:spt="202" path="m,l,21600r21600,l21600,xe">
 
 
<v:shape id="_x0000_s1026" type="#_x0000_t202" style='position:absolute;
 margin-left:123.6pt;margin-top:-71.8pt;width:371.75pt;height:61.1pt;z-index:3'
 filled="f" strokecolor="white [3212]">
 
<![endif]--><!--[if !vml]-->





<!--[endif]-->REPOSIÇÃO AVALIATIVA DE BIOLOGIA

1º BIMESTRE

<!--[if gte vml 1]><v:shape
 id="Imagem_x0020_1" o:spid="_x0000_s1033" type="#_x0000_t75" alt="https://sites.google.com/site/biologiaemexercicios/_/rsrc/1381782698147/a-biologia-como-ciencia/biologia-como-ci%C3%AAncia.01rp.gif"
 href="https://sites.google.com/site/biologiaemexercicios/a-biologia-como-ciencia/biologia-como-ci%C3%AAncia.01rp.gif?attredirects=0"
 style='position:absolute;left:0;text-align:left;margin-left:5.2pt;
 margin-top:40.6pt;width:222pt;height:165.3pt;z-index:-8;visibility:visible;
 mso-wrap-style:square;mso-wrap-distance-left:9pt;mso-wrap-distance-top:0;
 mso-wrap-distance-right:9pt;mso-wrap-distance-bottom:0;
 mso-position-horizontal:absolute;mso-position-horizontal-relative:text;
 mso-position-vertical:absolute;mso-position-vertical-relative:text' o:button="t">
 
 <v:imagedata src="file:///C:\Users\Erivaldo\AppData\Local\Temp\msohtmlclip1\01\clip_image003.gif"
  o:title="biologia-como-ci%C3%AAncia.01rp"/>
<![endif]--><!--[if !vml]--><!--[endif]-->1º UEG&nbsp;- O esquema a seguir ilustra os diferentes níveis de organização
biológica:
































Tendo em vista os diferentes níveis de organização
biológica, considere as seguintes proposições:
<!--[if !supportLineBreakNewLine]-->
<!--[endif]-->

I. Nos
ecossistemas, encontram-se três tipos de organismos: produtores, consumidores e
decompositores. O lobo guará exemplifica um decompositor, pois é um dos
principais consumidores de carniça no Cerrado.


II. A organela apresentada no esquema é a mitocôndria, onde ocorre a respiração.
Uma importante etapa desse processo é a glicólise, fase em que a glicose é
convertida em ácido pirúvico.


III. Os ossos do lobo guará e de outros animais estão sujeitos a contínuas
alterações bioquímicas e estruturais. Entre os fatores que interferem nessas
alterações estão a nutrição e a ação hormonal.


Marque a alternativa CORRETA:


a) Apenas a proposição I é verdadeira.
b) Apenas a proposição II é verdadeira.
c) Apenas a proposição III é verdadeira.
d) Apenas as proposições II e III são verdadeiras.
e) As proposições I, II e III são verdadeiras.&nbsp;&nbsp;

________________________________________

 

  <!--[endif]--><!--[if !mso]-->
  
   

    <!--[endif]-->
    
    
Nota:

<!--[if !mso]-->
   

<!--[endif]--><!--[if !mso & !vml]-->&nbsp;<!--[endif]--><!--[if !vml]-->
 


<!--[if gte vml 1]><v:shape id="_x0000_s1028"
 type="#_x0000_t202" style='position:absolute;left:0;text-align:left;
 margin-left:402.25pt;margin-top:-673pt;width:128.05pt;height:27.65pt;
 z-index:6'>
 
<![endif]--><!--[if !vml]-->



<!--[endif]--><!--[if gte vml 1]><v:shape id="_x0000_s1027" type="#_x0000_t202"
 style='position:absolute;left:0;text-align:left;margin-left:472.55pt;
 margin-top:-705.95pt;width:57.75pt;height:26.8pt;z-index:5'>
 
<![endif]--><!--[if !vml]-->

 

  <!--[endif]--><!--[if !mso]-->
  
   

    <!--[endif]-->
    
    
1º
    Ano

<!--[if !mso]-->
   

<!--[endif]--><!--[if !mso & !vml]-->&nbsp;<!--[endif]--><!--[if !vml]-->
 






<!--[endif]-->2º A
Biologia é a ciência que se ocupa do estudo dos seres vivos, em vários níveis
de organização, desde o molecular até o das relações entre os seres vivos e entre
eles e o mundo não-vivo. Sobre este assunto, assinale o que for ERRADA.

a) O
pâncreas é um órgão e a insulina é uma molécula.
b) O sangue é um tecido conjuntivo líquido.
c) As mitocôndrias são células.

d) A membrana plasmática é um orgânulo celular

____________________________________________

3º Responda:

<!--[if !supportLists]-->a)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que é biologia?

_______________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->b)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O significa
biodiversidade?

________________________________________________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->c)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que é ecossistema? 

_______________________________________________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->d)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que é comunidade?

________________________________________________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->e)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que é população?

________________________________________________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->f)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que é célula?

________________________________________________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->g)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que é um tecido?

________________________________________________________________________________________________________________________________________________________________________





<!--[if !supportLists]-->h)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que é um órgão?

__________________________________________________________________________________________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->i)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que é um sistema?

________________________________________________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->j)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que é Biosfera?

________________________________________________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->k)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que é Fatores
abióticos?

________________________________________________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->l)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que seres
anaeróbios?

________________________________________________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->m)&nbsp;&nbsp;&nbsp; <!--[endif]-->O que é seres aeróbios?

________________________________________________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->n)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que é seres
facultativos?

________________________________________________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->o)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que é equilíbrio
biológico?

________________________________________________________________________________________________________________________________________________________________________

<!--[if !supportLists]-->p)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que são seres
autótrofos?

________________________________________________________________________________________________________________________________________________________________________





<!--[if !supportLists]-->q)&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;
<!--[endif]-->O que são seres
heterótrofos?

________________________________________________________________________________________________________________________________________________________________________



_____________________________________________

4º A seqüência de níveis
de organização da vida está colocada em ordem crescente de complexidade na
opção:

a)
organismo - população - comunidade - ecossistema

b)
organismo - comunidade - população - ecossistema

c)
ecossistema - comunidade - população - organismo

d)
ecossistema - população - comunidade - organismo

e)
organismo - ecossistema - população - biosfera 

_____________________________________________

5º Qual
dos termos abaixo refere-se aos fatores bióticos e abióticos que interagem em
determinada área?

a) comunidade

b) ecossistema

c) nicho ecológico

d) população

e) habitat

_____________________________________________

6º
Nosso corpo é formado por várias partes que trabalham juntas e garantem o bom
funcionamento do organismo. Relacione a seqüência dos níveis de organização a
seus exemplos.

(1) Célula

(2) Tecido

(3) Órgão

(4) Sistema

(&nbsp; ) circulatório

(&nbsp; ) neurônio

(&nbsp; ) cérebro

(&nbsp; ) conjuntivo

Assinale a
alternativa que apresenta a associação correta.

a) 2 - 4 - 3 - 1.

b) 4 - 1 - 3 - 2. 

c) 2 - 3 - 4 - 1.

d) 3 - 1 - 2 - 4.

e) 1 - 3 - 2 -
4.&nbsp; 

____________________________________________

7º O que é um ecossistema? Dê um
exemplo citando 3 fatores bióticos e 4 fatores abióticos encontrados nesse
ecossistema.

__________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________

8º
(CARLOS CHAGAS- PR) Considere as frases abaixo: 



I.
O conjunto de indivíduos de uma mesma espécie que ocorre em uma mesma área, em
um mesmo intervalo de tempo.



II.
Todas as populações que ocorrem em determinada área 



III.
O conjunto de todos os ecossistemas da Terra 



I,
II e III referem-se, respectivamente, a definições de: 

A) População,
comunidade e bioma

B) Ecossistema,
biocenose e bioma

C) População,
ecossistema e biocenose

D) População,
comunidade e biosfera

_____________________________________________

9º
Biodiversidade, ou diversidade biológica, é um tema bastante atual e importante
para o Brasil, pois abre excelentes perspectivas de acesso às modernas
tecnologias e oportunidades para troca de experiências e intercâmbio com a
comunidade científica internacional de diversos níveis. Alargam tais
perspectivas o fato de o Brasil estar entre os cinco primeiros países que
possuem a maior variedade de organismos vivos, de comunidades e ecossistemas.
Assinale a resposta que define biodiversidade: 

a) Biodiversidade é o conjunto de
todas as espécies que vivem no ecossistema aquático. 

b) Biodiversidade é o conjunto de
todas as espécies de seres vivos (microorganismos, plantas e animais), que
compõe a vida na Terra, e os ecossistemas dos quais fazem parte. 

c) Biodiversidade é o conjunto de
todas as espécies de plantas e pássaros que habitam o planeta. 

d) Biodiversidade é o conjunto de
todas as espécies de planta existentes na Terra. 

e) Biodiversidade é o conjunto de
todas as espécies de fitoplâncton existentes na Terra.

_____________________________________________

10º Dê o nome do nível de organização em que se
encaixa cada item considerado abaixo:



a)Uma
Goiabeira;_________________________

b) O
intestino humano;_____________________

c) Um
neurônio do cérebro;&nbsp;________________&nbsp;

d) O
conjunto das células epiteliais de uma folha
vegetal;&nbsp;________________________________&nbsp;

e)Um&nbsp;espermatozóide;&nbsp;____________________

f)O
conjunto de leões de uma savana africana;&nbsp;_____________________________________

g)O
conjunto dos seres vivos do oceano
Atlântico;_______________________________&nbsp;

_______________________________________

11º (Faap-SP) Que nome se dá ao conjunto de todas as
regiões do globo terrestre onde existe vida, isto é, à soma de todos os
ecossistemas da Terra?

_____________________________________________

12º&nbsp;Estabeleça&nbsp;a sequência de organização
dos seres vivos, em ordem crescente de complexidade, desde
o&nbsp;átomo&nbsp;até a biosfera.

_______________________________________________________________________________________________________________________________________

13º (FEEQ-CE)
Considere os itens abaixo:

I. temperatura &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;
&nbsp;&nbsp;IV. fitoplâncton
II. turbidez &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;
&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; V. salinidade
III. bactérias &nbsp; &nbsp; &nbsp; &nbsp;
&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;VI. teor de nitritos

Desses,
em um aquário marinho, constituem fatores abióticos apenas:

a) I, II e III. &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;
&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;

b) I, II e V. &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;
&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; 

c)II,IV e VI.

d) III, IV e V.

e) I, II, V e VI.



14º (UFBA) Analise o
seguinte esquema:



<!--[if gte vml 1]><v:shape id="Imagem_x0020_2" o:spid="_x0000_i1026"
 type="#_x0000_t75" alt="http://3.bp.blogspot.com/-EvftUX-IuQQ/T2uNaHA3pMI/AAAAAAAAAC8/5RWG_X_qpIE/s320/Questao_8.png"
 href="http://3.bp.blogspot.com/-EvftUX-IuQQ/T2uNaHA3pMI/AAAAAAAAAC8/5RWG_X_qpIE/s1600/Questao_8.png"
 style='width:240pt;height:142.5pt;visibility:visible;mso-wrap-style:square'
 o:button="t">
 
 <v:imagedata src="file:///C:\Users\Erivaldo\AppData\Local\Temp\msohtmlclip1\01\clip_image005.png"
  o:title="Questao_8" gain="109227f" blacklevel="-6554f" grayscale="t"/>
<![endif]--><!--[if !vml]--><!--[endif]-->



O esquema
acima sugere que:



a)indivíduos diferentes compõem
uma&nbsp;população&nbsp;vegetal;

b)indivíduos
da mesma espécie formam uma comunidade vegetal

c)populações
diferentes constituem uma comunidade vegetal;&nbsp;&nbsp;

d)muitas
comunidades vegetais integram a biosfera;&nbsp;&nbsp;

e)muitas
comunidades vegetais compõem uma sociedade;&nbsp;

___________________________________________



15º. (Consultec) –
A lógica na organização do mundo vivo está exemplificada na ilustração. 



<!--[if gte vml 1]><v:shape id="Imagem_x0020_4"
 o:spid="_x0000_i1025" type="#_x0000_t75" style='width:229.5pt;height:203.25pt;
 visibility:visible;mso-wrap-style:square'>
 <v:imagedata src="file:///C:\Users\Erivaldo\AppData\Local\Temp\msohtmlclip1\01\clip_image007.png"
  o:title="" croptop="21845f" cropbottom="10316f" cropleft="34513f"
  cropright="6884f"/>
<![endif]--><!--[if !vml]--><!--[endif]-->

Um atributo fundamental
dessa organização é a:



a)
Manutenção das mesmas propriedades independente do nível de organização
considerado.

b)
Hierarquização dos diversos níveis em função da complexidade estrutural e
funcional.

c)
Independência estrutural e funcional entre os diferentes níveis.

d)
Ausência de uma ordem nas relações entre as diversas entre as diversas
estruturas em cada nível.

e)
Limitação dos sistemas ao nível de indivíduo, prescindindo de níveis superiores
de organização.

___________________________________________

16.
De que forma a energia está armazenada nos compostos orgânicos?&nbsp;

&nbsp;_____________________________________________________________________________________________________________________________________

17.
Por que na presença da luz a fotossíntese predomina?

_______________________________________________________________________________________________________________________________________&nbsp;18. Caracterize a composição dos seres
vivos quanto à complexidade química.&nbsp;&nbsp;

______________________________________________________________________________________________________________________________________

19º Disserte sobre
a frase: “Todo ser vivo apresenta composição orgânica, porém nem tudo que tem
composição orgânica é vivo.”&nbsp;&nbsp;

______________________________________________________________________________________________________________________________________

20º Faça um esquema
em forma de escada representando o aumento da complexidade de organização dos
seres vivos desde célula até biosfera.&nbsp;

___________________________________________________________________________________________________________________________________________________________________________________&nbsp;





21º
Classifique o nível de organização de cada item: 

a) Galinha. ____________________________

b) Pele _______________________________

c) Osso _______________________________

d) Sangue _____________________________

e) Neurônio____________________________


f) Intestino ____________________________

g) Sardinhas ___________________________

h) Uma sardinha ________________________

i) Lagoa_______________________________


j) Floresta Amazônica ____________________

k) Peixes, algas, pássaros de uma
lagoa ____________________________________

l) Coração, veias, artérias e
capilares&nbsp;&nbsp;

____________________________________

22º
Exercício 1: (UFF 2010)

Os seres vivos
possuem composição química diferente da composição do meio onde vivem (gráficos
abaixo). Os elementos presentes nos seres vivos se organizam, desde níveis mais
simples e específicos até os níveis mais complexos e gerais.



<!--[if gte vml 1]><v:shape
 id="Imagem_x0020_3" o:spid="_x0000_s1032" type="#_x0000_t75" alt="http://www.infoescola.com/wp-content/uploads/2010/05/exec172.jpg"
 style='position:absolute;left:0;text-align:left;margin-left:-20.15pt;
 margin-top:-.05pt;width:268.55pt;height:97.35pt;z-index:-9;visibility:visible;
 mso-wrap-style:square;mso-wrap-distance-left:9pt;mso-wrap-distance-top:0;
 mso-wrap-distance-right:9pt;mso-wrap-distance-bottom:0;
 mso-position-horizontal:absolute;mso-position-horizontal-relative:text;
 mso-position-vertical:absolute;mso-position-vertical-relative:text'>
 <v:imagedata src="file:///C:\Users\Erivaldo\AppData\Local\Temp\msohtmlclip1\01\clip_image009.jpg"
  o:title="exec172"/>
<![endif]--><!--[if !vml]--><!--[endif]-->











Assinale a opção
que identifica o gráfico que representa a composição química média e a ordem
crescente dos níveis de organização dos seres vivos.



A)
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Gráfico 1, molécula, célula,
tecido, órgão, organismo, população e comunidade.

B)
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Gráfico 1, molécula, célula, órgão,
tecido, organismo, população e comunidade.

C)
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Gráfico 2, molécula, célula, órgão,
tecido, organismo, população e comunidade.

D)
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Gráfico 2, molécula, célula,
tecido, órgão, organismo, comunidade e população.

E)
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Gráfico 2, molécula, célula,
tecido, órgão, organismo, população e comunidade.&nbsp;

_____________________________________________

23º (UFCE) Os
diversos níveis de organização biológica são: 1.célula 2.tecido 3.órgão
4.indivíduo 5.comunidade 6.população 7.ecossistema Aponte a alternativa que
contém apenas os níveis estudados em ecologia: 

a)
2, 1 e 3 

b)
6, 5 e 7 

c)
6, 4 e 5 

d)
3, 5 e 7 03. 

____________________________________________

24º
(UFMG) A seqüência de níveis sucessivos de uma organização de seres vivos está
correta em: 

a)
biosfera – comunidades – populações – ecossistemas. b) populações – comunidades
– ecossistemas – biosfera. c) Comunidades – populações – ecossistemas –
biosfera. 

d)
populações – ecossistemas – comunidades – biosfera. e) biosfera – populações –
comunidades – ecossistemas. 

_____________________________________________225º
Existem vários níveis
hierárquicos de organização entre os seres vivos, começando pelos átomos e
terminando na biosfera. Cada um desses níveis é motivo de estudo para os
biólogos. Enumere esses níveis de organização, desde o mais simples ao mais
complexo. 



(&nbsp; ) Moléculas e Aglomerados iônicos

(&nbsp; ) Células

(&nbsp; ) Ecossistemas

(&nbsp; ) Átomos e Íons

(&nbsp; ) Órgãos

(&nbsp; ) Organismos

(&nbsp; ) Comunidades

(&nbsp; ) Populações

(&nbsp; ) Tecidos

(&nbsp; ) Sistemas e Aparelhos

(&nbsp; ) Biosfera




<!--[if gte vml 1]><v:shape id="Imagem_x0020_44" o:spid="_x0000_s1031"
 type="#_x0000_t75" style='position:absolute;left:0;text-align:left;
 margin-left:110.65pt;margin-top:92.35pt;width:135pt;height:90.4pt;z-index:-2;
 visibility:visible;mso-wrap-style:square;mso-wrap-distance-left:9pt;
 mso-wrap-distance-top:0;mso-wrap-distance-right:9pt;
 mso-wrap-distance-bottom:0;mso-position-horizontal:absolute;
 mso-position-horizontal-relative:text;mso-position-vertical:absolute;
 mso-position-vertical-relative:text'>
 <v:imagedata src="file:///C:\Users\Erivaldo\AppData\Local\Temp\msohtmlclip1\01\clip_image011.jpg"
  o:title="Biologia"/>
<![endif]--><!--[if !vml]--><!--[endif]--><!--[if gte vml 1]><v:shape id="_x0000_s1030"
 type="#_x0000_t75" style='position:absolute;left:0;text-align:left;
 margin-left:3.5pt;margin-top:124.6pt;width:261.7pt;height:42.6pt;z-index:-3;
 visibility:visible;mso-wrap-style:square;mso-wrap-distance-left:9pt;
 mso-wrap-distance-top:0;mso-wrap-distance-right:9pt;
 mso-wrap-distance-bottom:0;mso-position-horizontal:absolute;
 mso-position-horizontal-relative:text;mso-position-vertical:absolute;
 mso-position-vertical-relative:text'>
 <v:imagedata src="file:///C:\Users\Erivaldo\AppData\Local\Temp\msohtmlclip1\01\clip_image013.jpg"
  o:title="top2" gain="136533f" blacklevel="-5898f"/>
<![endif]--><!--[if !vml]--><!--[endif]--><!--[if gte vml 1]><v:shapetype id="_x0000_t136"
 coordsize="21600,21600" o:spt="136" adj="10800" path="m@7,l@8,m@5,21600l@6,21600e">
 
  
  
  
  
  
  
  
  
  
  
  
  
  
  
 
 <v:path textpathok="t" o:connecttype="custom" o:connectlocs="@9,0;@10,10800;@11,21600;@12,10800"
  o:connectangles="270,180,90,0"/>
 
 
  
 
 
<v:shape id="_x0000_s1029" type="#_x0000_t136" style='position:absolute;
 left:0;text-align:left;margin-left:39.5pt;margin-top:37.75pt;width:198.45pt;
 height:40.7pt;z-index:-1'>
 
 <v:textpath style='font-family:"Arial";font-size:8pt;font-weight:bold;
  v-text-kern:t' trim="t" fitpath="t" string="Boa Prova!"/>
<![endif]--><!--[if !vml]--><!--[endif]-->_____________________________________________