Portfólio Projeto 2 by Julia Ferrigolo



SCLAMUAMGUH

USAFAL GASUL

FACULAAQUUA

AQUC

AA AALSACSA

HQUCLZA ULAFGL LUCASAU

2017/1

U

  CSS A SA   A AA BALMU  GUSM CHCA CM AA FLA QU FCA SUAA  BA FLSA A CA   ALG.

A AA ABGA A SCLA MUCAL  UCA FAL MU AMGUH B  SU AA A CC  UMA SA. A A  CHCM A G CMUA  SUAS CALAS BUSCAMS XLA A GA A SA S USUS.  B AA A SCLA   CA AAS  SLUS AQUCAS XCAS SSAS AA  AZA AS CAAS.

SUSLMAS 1.1QUAS 1.2SC 1.3CMUA 1.AAFLA 1.GA

2. SFCAS 2.1CCHMBUHL 2.2CCHLS 2.3CCHMGUASALLA

3. ZS 3.1CC 3.2SGAS 3.3ZS 3.GAMA

.  .1AA .2SCLA .3FCAS

SUSLMAS

QUA S

S SC

QUA S A G  QUA S S S  S BAS   ALG   GA MCA CMCA A CA ABGA SAS  SUS ABALHAS  SCUL ASSA; SSU UM AS AM FCA  SA AQUCA;  CSS  SCALZA AS SAS GU UMA GA SCUA  S  A G U-S GAAA.

S C  S C  UMA A  CFGUA SA -  SSU UM M G - SUAA A A S  QUA S; S  UM CSS  CUA A  UM  A SA CAA QUALFCA  SA  M QU A ZA HSCAM MA AA  UBASM   ALG L A S UMA CA AA A CA; A SA AZA LA SA CAA M CAL AA S BM SUCA S BUSCA ALGA CM A CULUA LCAL.

B A    

  A  A  -

  G   A    

BA FLSA

6 3 1





A

SHGAL

AAFLA



AQUAS. SHA



ZAFFA

AQUAS 

CMUA “FMUBMLAFLS...BUS

ASFSASMUBMGAZAAS FAMUBACHAMAGBA... UMBAMQUMCXCMUSBASHSAL A. MSHGABLAAAAMASMUGS. MAGAAAAFMAALUMAAFCHAACMSGUAA...QUBA AMAZMSSMACHA.FALAAGUAAMUCAL.” MAABAH30AS

CMUA  BASA SFCAA. H MUAS CAAS SS MAS  UA  SUAS. A FAXA A A ULA  BA S GAZA A SGU FMA: 0 -  AS 31 %

 - 1 AS 101%

1 - 6 AS 72%

+ 6 AS 7 %

 SA BLC  UM   S M  SCAS  FALA  QUALA  SGUAA FAZM CM QU S MAS  USUFUAM A AA FLA CM GSAAM.

B A    

  A  A  -

  G   A    

AA FLA

AAFLA 2

SCLAMU AMGUH

LAFLS

CAFAAA



AAABUS



HSL

 ABAA



1  

AA FLA A AA BALMU  GUSM ULAM CHCA CM AA FLA FAZ A  BA FLSA  M GA MCA HSCA; AS A UBAZA  USALZA  C  SC. XX XSA UM AM AUAL A AA  A G ASAA GA XUBA CM XSAS AS S. M 1927 CU  CSS  MZA  SU  CM BAS  MLHAMS AS AS   CALAM.

 MSM A CA M  ALG UM   M  S  A AA FSCA AA CAAS  S M AAS. AS AS  LAZ ALM  SM UMA FMA  AXMA A ZHAA MULSAAM  SLM A G. A S AS 0 A AA ASSU L SU AUG S FAM FUAAS AS ASSCAS SAS  S CLUBS  AAS  S S MS  SS AAM A AA A G. CM  ASSA  M A SA AA SCAL CAA  SA  A AA SAACU  H  LCAL AA SAS  CACA.

B A      -

  A  A

  G   A    

ASCSA GA

ALMAA CALFA

UAA

GUAB

UCA

AGUA

AA MLHA 

GA XS A AA FLA SSU UMA GA QUAA  SA  GA;   SCALM LUMSA M LA A A A AA. A QUAA  S  M  GA  “SUFCAM” UMA A QUA  A FA LCA A  AA FAZ CM QU MUAS SAM AAS A XM FMA A GA  MAA-AS AS UCS.

BLMCAS  GA LUM  GA S A AA FLA ACABA AZ MAS MALFCS QU BFCS AA S SUS USUS. A GA M MASA  S A A AA MS SGUA CM AMBM A A XCA SACAL MS AGAL AA QUM A ULZA  A UCA MABLA SUAL M LA A X. ASSM A M  UMA A A GA A AA SM QU UQU  CU A FLA LCAL AC LAUSL.  SUA LCALZA A AA  AL AMBAL AS S CM M LCA M S AAS.

B A      -

  A  A  -

  G   A    

SFCAS

CCHMBUHL 1 U  LA FABQU 6830 BUHL - FAA MQU CUL A M-UZA  L CLLAS MQU CUL & ASSCS A 201 A CCH M BUHL M UMA SA  GA  SAS  C  AULS  CAAS  CAAS   CAAS   M AMB S SSCAS.  SSL CCLU ASA   CSA L QU SGU A C  A SA AGGCA GG MLA  A-S  M  SAS SMBLCAS CSQUM ASSM  MAA A  UAL.

 AGGC U HALL CM   UL  CS BAS M CAS CM AS SALAS A SU  QU SSBLA UMA XCA AQUCA MAS CMLXA. A ASACA AS CLAABAS SBUAS LA FCA AMBM AGGAM A XCA  U. CM  U GAS AS  C /CZHA/HALL. CAAS S AS M 1-12 MSS BBS  1-7 AS. C  S AS  FSSS CMUA M UM GAL AMBM  SMULA AAS  SALAS CM SSA FU.

CM  M GAS ABUAS   AM C  HALL XA QU A CAA CCUL CM LAA LBA. ALAS AMLAS  BAXAS. ASACAS  LUZ ALM  CMLAM A XCA UAL FACLAM A CMUCA SAS S CM LM C.

XS CMSS:. SM M M C U M  LUMS; AS SS AS CLAABAS  HALL   UAS UAS SALAS. MU CM QUAS ABUAS CUA 1/ A FACHAA; SCALA HUMAA.

A S BBS

A AS CAAS MS 1-3 A AS CAAS MAS -7 A AS CAAS AS A AMSAA

ZAM  CCULA:  MU FCA A FACHAA QU MAS CB LUMA SLA UA  A. UC FLUX CAL  MAL M  X AA   A FCA.   A LUMA CMACA SM CS A S FLUXS AS

LGA SACAL: MULA SMCA HZALM  CALM. QUAAA  CMACA. SM AMBS CCS  QUALQU AUZA.

CCHLS SAA UA  MGA BACLA SAHA AQU SAAG S A 200 UMA CCH LGAA A UA  XS QU A CAAS  0 A 3 AS  CAA UMA M 20 ALUS. A SUUA SACAL CA UM LUGA M SCALA AA CAAS  A LMA  SA FC UMA MULLCA  SCAS  SUSS.  MU LACA-S CM A FACHAA   US  MAAS US MAA AGLA  CC CASAM  MACAM AS FS CS.

 AGGC U XCAS  CS MM  SLM  HABLAS MAS CGAS CAA SCAL  MCAL CA  A SUA A A  SALA; A LUZ AUAL AAS  CLAABAS  LAS ASAS SMULA AS XCAS SSAS.

CM  U ACCM AAS CM HALLW AAL FSAS  AS AGS AA  MCA BBLCA A  FAZA QU SMULAM AS AAS M GU QU MLHAM A AU-SMA  AUMA A CAA. CM  M A SMLCA AS SLUS AUA S S A SCB AS CS BSCAS  SU AMB SACAL;  CMALHA AA AAS UCACAS A A L QU LGA   X.

MLAA - /USU A CCH FCA LCALZAA UMA ZA SCAL A CA  SAA UA  MGA.    CAACZA  CASAS UFAMLAS  ZAS S.

SALAS  AULA BAHS SALA AUXLA/CZHA SALA LAL  CCULA

ZAM  CCULA: X LA  CCULA; SALAS  AULAS A LG  UM C CAL  A CAA UAS SALAS H UM BAH CMALHA;   AMBM  CMALHA  AS UAS SALAS. XS UMA LA  S S  A AA A XA A CCH.

XS CMSS: MULS X CAL  LA  CCULA; A SUUA CA UM LUGA M SCALA AA CAAS.

LGA SACAL: MULA/ LA  X; AS SALAS S SABLCAS  MULS AGULAS AGUAS QU S AM  MAAS FS CALAS  S  LAA  CMSS SACAL. LA CLA  SCU. S ACABAMS S S  GSS MAA  L ZA L CF MC  ACSC A  AMB CLA LM  L CM ALAS AMLAS.

CCHMGUASALLA GUASALLA LA MA CUCLLA ACHCS A 201 A CCH M GUASALLA ACLH CCA  120 MS  MAS  0  3 AS  A SUBSU UAS SCLAS XSS QU FAM AFCAAS L M QU AGU A LA M MA  2012. CM A FMA SAA   CAXA XCA A FAMSA BALA A HSA FAL QU BUSCA S UM GA BQU.  SUSL SU AAA SSMA  CAA  GUAS LUAS  A S  UM SSMA FLAC  LHA M A FCCA GCA

 AGGC U A S SAS S CM XS FAM AS A FM  FC S CAAS SMULS AA AS AAS MAS  SSAS. AS CUAS  M FUCAM CM AMA A BCAA S QUS AS SAS S M FAAS S CHS  S LAS ASAS S SUALM SMULAS CM  U  MBL FLXL L  A SCALA FAL FAC AS AS SCAS  AS CAAS.  SA  L AA CUSS SS  AS CAAS CAM CHS  LMS ASAS QU CAM  LC. ZA-S LA ACA FAMLA  AMB SCLA. CM  M  SA M A A AS CAAS CM A AUZA AAS AS SALAS  AULA GAAS AS SAS S.  AM BC   CMS  FS SCS  FLS  LAAS BUSCA AGUA S CC SS: S AU ALAA LFA  A.

MLAA - /USU A CCH FCA LCALZAA M UMA CMUA ALAA  13 ML HABAS. AS FCAS   SSUM UCS AMS.   MA  BASA  M A CAACCAS UAS GA BA  GAMAS

LUM CAL AS

-LACAS AS S SM-LACAS BBS

AMSA CZHA  S CCULA

ZAM  CCULA: X LA  CCULA; SALAS  AULAS A LG  UM C QU SSU MABLA SUAL. S  AMSA M AXS  SUAS AA  .

XS CMSS: MA A HZALA A-A CMAL CM A SCALA HUMAA  -MUMAL.

LGA SACAL: LA MULAA A A A U  FAAS AAMZAA QU FMAM UM LUM AGULA CMAC MAS A A  S LUMS QU SAM A FMA  LUM CAL. SMCA  X ASSAL  MULAA  X LGUAL.

GAMA  FCCA GCA: SSMA  CAA  AAM  GUAS LUAS SSMA FLAC  GA  GA LCA SSMA  LA AUAL  LUMA AUAL   US A MAA A SUUA

AM BC:  CMS  FS SCS  FLS  LAAS QUM AGUAM S CC SS: S AU ALAA LFA  A.

FCAS MSAQU CCH M BUHL

U - CCULA  LA

- CAS  AMBS US  SAUAS - S  CM AAS

U

- GAS AS  C

M

- GAS ABUAS   AM C  HALL

CCH L S

U

- GAS CLAABAS  ABUAS AA LUMA AUAL

U

-  CMALHA AA AAS UCACAS A A L - GA UM  AAS  FSAS LAAAS L C UCACAL

M

- CSA CLAA  FACLAA CM  M - MU GA  FACHAA CCH M GUASALLA

U

- MBL M SCALA FAL - BQUS ACSSS GALM AS ALUS

U

- A A FAMLA  AMB SCLA - BQUS CM FCL MBLA AA A A CM  U

M

- M A A AS CAAS CM A AUZA

AMAA MU AMGUH U

S

- LBA AA    SM FCA CSA S FSSS CM CAS SS - MBL M SCALA FAL - BQUS ACSSS GALM AS ALUS

CAS

- LBA SA L M - ABUAS GAAAS - FALA  ABUAS ZAS  SMULS A FCA

CM S US S

- AULAS CM ABALHS M GU CM CULA  AS -  CM SMULS AA AAS M GU - SAAS AA  CMA  UAS AAS XACLASS

CAS

- FALA  FASUUA AA AS AAS SM ALZAAS A MLH MAA CM AL  CAA.

CM  M S - FS AAS M GA A FCA  S ALUS  AA CM A CACHA USAA AA UCA FSCA

CAS - M HSLZA QU  SUA Z A S ALUS  BA A A A CM  M

ZS

CC

MORADORES DO BAIRRO

CRIANÇAS

PESSOAS MARGINALIZADAS

GA HUMAZAA AS CAAS S  FUU  CC    UMA AA  AG SB A A GA AFM  GA A SCA  LMA CCS. A CMUA  BA FLSA S MU SGGAA -S M S GAS GUS QU  S LACAM.    M CM B CA SAS QU CALZM A A S GUS GA CA  XCAS  UUA  CC. AA AL AA-S  CC AGGC GG MLA MLGA QU SMULA A A  S ALUS   AZA SSAL  M A SCLAA M MCAS CAAS CM A CULAA GA ACSS A X  SUS FS S  SA.

C   C    

 S   A   G  A S  -

       Z  S  -

   G  A M A

CALAS

LAFLS FAA SSAS;

HSL MS AAAULA AA SAS

AAFLA B 



  3  6 6

FAML AAMAS MMAA AA ACMCAL SAS ABAAS US AAS MASAS ACSS LGAAUS BAS

FAGLAS

FALA  SBLA  XCSS  GA

MAS  UA SALAS A AA

CCAM AA M A AXMA  USUS



 XS LA A A. FAAS CM A AA



A. FAAS A  FLUX S  ; LU SA

S ABAAS SM US

 2



C   C      -

 S   A   G  A S

       Z  S  -

   G  A M A

ASUSLA FLS- C A

CUSS SUASAS

S BM C  A

UA AAL

SUAL 1

HSL UA CMA AZ - AA  BUS FAAS C BUS

2 SUAL 2 1

A MA A SCUA

3 SUAL 3

A CA A QUAA

ZS SLCAS

 ASCA A AAA  BUS LCALZAA A A. FAAS M F A AA FLA CM  B  CAA A A S AUSUS  MSAS AA A AA  CA SUAS AGAS AA S USUS A AA CMC BM LCAL SUG CM CAL AA AA MCA A AA U  UA AAL

UA AAL AUMA  SA L AA S USUS A AA   CCA CM CMC LCAL.

CA  UM C  A AA A SU S SSAS MAGALZAAS A G   ABAA LCALZA  M A AA

C   C      -

 S   A   G  A S  -

       Z  S

   G  A M A

ZS SAAB CA UM CUS QU AGA AS SSAS A A AA

M AAS A CCH A A AA CM MBLS  QUAMS AA S MA A A AA

SCLA

A A CCH ACSSL A M  CCAM

SMULA S SS AS CAAS AAS A GA

FAZ UMA  A AAA  BUS LCALZAA A AA FAAS  ASFMA A UA LAAL A A AA M UMA UA AAL

CA  UM C / SSAS MAGALZAAS SLUMA QUALAM GAXCSSA

ZS SUBAAS

C   C      -

 S   A   G  A S  -

 GU  S ASCAS CM  XML GAFS  SCULUAS ALM  S AQUCAS CM AKLS  MBL UBA CA UM CUS QU LAC S CAS S  BA  AA

       Z  S

   G  A M A

ZS SAFCA AA S S S  SALAS    UMA MSMA SALA

CA FACLA CM  M  CAS A AA FLA   BA FLSA M UM GAL

LUMA AUAL  GAS ABUAS ZAS  ALAS

C S AS AL  A CULA CAA  CZHA AAS  AAS SCALZAAS

CAS  AMBS CLAS  US AA MMS  AZA  AMBS MAS SAUAS AA AS  SCA SMUL L LM S AS  S FSSS  S M SA  MM UAL A CAA

SCALA  MBL CMAL S CAAS CM ACSS GAL AS BQUS  BS XSS

GAMA FA CM ASS LCAS; FAS QU MAS ACM  AM SUS QUUS; FAS LAAS AA UM BLC MAS ALA QU FQUAM LA FLS;

WKSHS AA MAS A G CM LA CM S FSSAS  LA FLS; AULAS  AA AAS FSCAS AA SS CULA SAAUS CMA A A L A;

GCAAS AA SCLA; AMA  XAZ AA SS; HA CMUA AAS  CMSAGM; SAS QU ACLHAM MA  UA; GA AS SSAS MAGALZAAS MAS  CAAS

C   C      -

 S   A   G  A S  -

       Z  S  -

   G  A M A



MLAA



AAABUS

CA

AAFLA



SCLAMU AMGUH



BAS

LAFLS

A.FAAS

 3

UASCALS

  A  A  -

 S C  L A  -

  F     C  A  S

ZAM A.FAAS

SALAZ

GLA

QUAAMULUS



A



SCLA

LAYGU

HA

SA C

UACMAAZ

8 3 2  6



CCABAXAAA CL LAYGU.

UASCALS

  A  A

 S C  L A  -

  F     C  A  S

SA GA

ALMAA CALFA

UAA GUAB

UCA AGUA AA MLHA  SMAS S MAAS S ALCAAS S SLCAAS

  A  A

 S C  L A  -

  F     C  A  S

AGAMAS AA

CCULA:

GLHA:

XCAL XSLGA XSSCUS

SMCCULS AALS CM SBS AAL; SMCCUL AAL SUBS

  A  A

 S C  L A  -

ZAM: A HA QUAA SCLA CHMAM

  F     C  A  S

LAYGU AAL FLUXCAL SUBFLUXS CA

SASXS

ACSSASCLA FLUX CALCM CS C CBS;

ACM BACSA S; SFAGMA LUM.

  A  A

 S C  L A  -

  F     C  A  S

SAFAAS SA C A AA; SAAA CHMAM;

SUALA FACHAA SA SCLA; FLUXQULGAA A.FAASA CA..

LAYGU LAYGUCM ACSS CLALA CCH ACSSSCLA LCK AALL CSCALMS AGAS

  A  A

 S C  L A  -

  F     C  A  S

AAL UAAAL CMMSAS AASBAS; ASAA AAASFAS;

MSASXAZ AABLC S; SUBAS SAAA MABLAA A.

QUAAMULUS QUAAMULUS ACSS BLC; FCAA CA HSCAM SA AA; QUAAAA BACSAA CLS AS FSSS.

  A  A

 S C  L A  -

  F     C  A  S

SCLA MUAMGUH

SAAGGCA: GGMLA

ASCLA FSSS:6 SAGS:2 CAACA:7

CAAS M3 UMAS •

MAAL

•

LA

•

LB

MAAS F BBLCA AL

ZAM FCASMBL

2 1





SALASAULA

BAHFAL

BAH



AMSA



HALL/CZHA/ F

CCM CHS

SCAA

MZA/BBL/ AL

A

SALAMULUS

6 7

9 8

CCULA ACSSCAL

  A  A  -

 S C  L A

  F     C  A  S

GFCS

A LUMC F AA UM SL AQU S CA FS S S  FAZ ALUS S ACAS SAS AQUCAS AS CAAS.

CMS LUMCA BUSCU-S MA A A  A ALUMC AAS  CAS  FMA C  MAAL  S MAS LMS CMSS  .

SMBAM

LA

A A  SAA  LA S A CCH M FU  SMBA AS ABUAS AA M MLH AMBCA  MLHS SUAS.

  A  A  -

SUUA

S AMBS SSUM ABUAS AS UAS FACHAAS CAS CA LA CUZAA. ALM SS AS ZAS A A AAA MM F CHAM.

 S C  L A

A SUUA A FCA   CS  MAA AAS M UM A.  LUM A SCAA  SUUA AS AS  CC  LA QUA AS SALAS S  SL FAM

  F     C  A  S

LAABAXA  GA F CZHA;

ACAMAAS SALASAULA;

SCAALA ACSSA MZA;

LAABAXA MZA AQU CAA LA X;

SALASMULUSFUCAMCM AAA AL BBLCA AMSA;

MZAFUCA CMBBLCA ALSA LAZ;

  A  A  -

 S C  L A

  F     C  A  S

FACHAASCS

CAA

CBB

FACHAAS

FACHAAS

CCC

C

FACHAASUS

FACHAASUS

  A  A  -

 S C  L A

  F     C  A  S

SASS

F GAA CZHA; FACHAAS AAAS AA MABLA SUAL; LHA ASSMC FA ; FLUX MAL MZA;

SALAAULA SALASAULAS CMA CAMAAA M GAU ACA;

QUAG ACSSLAS CAAS; AAMUA QUA; MSASAS  CMALHAAS;

  A  A  -

 S C  L A

  F     C  A  S

SALASAULAS CMBAH CMALHA; CHSBAXS AASAA AMBA ALUAAS CAAS; BQUS ACSSSAS ALUS; SA CABSAA MCHLAS

  A  A  -

 S C  L A

  F     C  A  S

MZA MZA FUCACM BBLCA ALSA LAZ; SALASMULUS CMACSSL MZAS AAA AL BBLCALAZ AMSA; AMSSM CMGUAA C;

A A FALA  X; CA LUMA AUALMA FCA; AULASAA L;

LAA CMACAAS S.

  A  A  -

 S C  L A

  F     C  A  S

FCAL SCLA A SCLA M GUASALLA  UM ALH SUUA  SM M MAA  UCAS BAAS SUAS  A US  . SSU UM LUM GC AX A ALH GULA.

FCAL AA A AA CLAS  AHAGUA M  AA BASA UM  FCAL QU FMA UMA GLHA AAL. CAA  FCAL  MACA  LMS SMCCULAS. S XS FS S LMS GAZAS QU CFGUAM  SA AB A GA  S QUAMS F S SAS A AA.

  A  A  -

 S C  L A

  F     C  A  S

ALHAMS

ALHAM   SSMA CSU AA AA AS SALAS  AULA F  SL FAM CM LACAS  GSS ACAA; XAM  SM  CM MAA CLU L   AA SLAM MC  ACSC. FAM ULZAS LAS MLCS AA F SUUAL  UMA SUUA  LAS AA SUA  SGU AM.

1

LAABAXA

1

CAA

   A L H A M              -

1

CBB

   A L H A M       X     

ALHAMLAMLCA SCALA1/10

CCC SCALA1/0

ALHAM SCALA1/10

CBUA

ALHAMLHACALHA SCALA1/10

ALHAMALA SCALA1/10

CBB SCALA1/0

   A L H A M              -

   A L H A M       X     

ALHAMSCAA

   A L H A M              -

   A L H A M       X     

ALHAM QUAAMULUS O SISTEMA DE PISO ASTIO  DE I OSTO. SOBE MA BASE DE P DE PEDA  OOADA MA AMADA DE 5M DE PEDA  1. EM SEGIDA, MA AMADA DE EMSO ASTIA E OTA DE PEDISOS OM ATA ETE 3 A 5M. PO IM, MA OVA AMADA DE EMSO ASTIA E DE 2 A 5 DEMOS DE ESIA SITTIA. O ESOAMETO DA GA DEMOA DE 15 A 20 MITOS. PAA O DEK  EESSIA A OMPATAO DA TEA E APIAO DE IA AMADA DE BITA 0, SOBE A QA SE DADA A ISTAAO DO DEK QE PEMITE A IITAO DE GA O SOO.

ESIA AABAMETO ESIA EGAIZADOA

AMA ASTIA PEDISO BITA OM EMSO ASTIA P DE PEDA SOO OMPATO

C3

1

   A L H A M              -

ALHQUAA

CQUAA    A L H A M       X     

ALHAM SGLA A PAA  OMPOSTA PO TS TIPOS DE PISOS DIEETES, SEDO EES: BOOS DE OETO OS XOS, PAAS DE OETO A PEATOA E A QADA ESPOTIVA, DETAHADA ATEIOMETE. OS BOOS DE OETO SO ASSETADOS SOBE MA AMDA DE OTAPISO, QE EGAIZA O VE DO AAMETO. ABAIXO DESSAS AMADAS EOTAM-SE MA DE BITAS E PO IM O SOO OMPATADO. AS PAAS DE OETO SEGEM A MESMA GIA, POM EESSITAM DE JTAS DE DIATAO ETE EAS (AS QAIS TIIZAMOS PAA DEMAA A GEHA OMPOSITIVA A A PEATOA) A GLA  MAA  CMSA  LMS LS QU CFGUAM ACS CS A GLHA. A FXA S LAS S  AAS  UM SU  MAL AAAFUSA  CAS QUA AS AS  MAA S CAAS  AAAFUSAAS M LAS.

BOOS DE OETO OTAPISO BITAS SOO PAAS DE OETO

DETAHE EAIXE VIGA/PIA

C   C      -

 S   A   G  A S

DETAHE IXAO PIAES O OTAPISO

       Z  S  -

   G  A M A

ALHAM LAYGU  CL  ACSS AA  LAYGU A AA CA CM UM   1 M  MAA.  CL  ACSS S   M  UAS AS AS QU M  B LBA  ACSS S BQUS UA   M QU A SCLA  S USA. ALM SS AA MACA  G  ACSS XSM S CKS U AS ACSSS A SCLA AA  AQUH  U A ACSS  BLC M GAL. A CCA  CMSA  MULS QU S SUUAS  UAS QUAS SAAAS CAA.   CK S AA SB  GAS  CC.

CLAYGU 0

1

   A L H A M              -

   A L H A M       X     