%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
tabela-medidas-calice-coroa
2021-05-04T17:50:51-03:00
2021-05-04T17:50:51-03:00
2021-05-04T17:50:51-03:00
Adobe Illustrator 24.3 (Macintosh)
164
256
JPEG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uuid:76950863-a845-c840-935c-68187d8b16fa
xmp.did:b4db2d3f-4528-405f-9efd-4c268cc43056
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:95ca012f-338f-47bf-b267-35d5a6f78021
xmp.did:c73a5991-71c2-2f4a-9f7c-52737b2f93da
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b4db2d3f-4528-405f-9efd-4c268cc43056
2021-05-04T17:50:37-03:00
Adobe Illustrator 24.3 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
210.000000
297.000000
Millimeters
Accura-SemiBold
Accura
SemiBold
Open Type
Version 1.001;PS 001.001;hotconv 1.0.70;makeotf.lib2.5.58329
False
Accura-SemiBold.otf
Accura-Light
Accura
Light
Open Type
Version 1.001;PS 001.001;hotconv 1.0.70;makeotf.lib2.5.58329
False
Accura-Light.otf
Cyan
Magenta
Yellow
Black
Grupo de amostras padrУЃo
0
Branco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Preto
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Vermelho CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarelo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Ciano CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Cinzas
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Luzes
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HЄW]o[Й}зЏ іЩn%Уo>6ЮЖ@Зv}XUVВj,k#;иьПяђїZКвuPАH^r8sцЬoўБњcs7яnxѓіVЬр?f7{ЏФЧЇK2E/1RYaж$с4ЮУfісOн!%IiьPpвY'ДѕRТ/щюHнdєбm2GШШЈѕхMQЫфщђЇхё#}ЌУUSњX
(ДЙМЩ$\6Ѕё$ЇфПИIЇ$]|ќФ&dtЧ^;оЄМLiBqGN=ЁV)8ўh&<чЌѓ$FА.NH2Iz?ЁSPpЏ:vЫБЄ@RЋ)IXtNё7Ы]Kњ
sљaFJ*ЃcжnIzeDАFДXюfWЏЯУуўzљпYТ*XоЯЎv;^A\Ыq\^НН3Жы
фsbйОћК?ьWхОJњєђј3]ЋXўђТ]O
ШџС1%SNlГЂД YъЩс7 a )E7њ; ыдYDZl.н*fТpXR4/,4Ќl(ЉnШW6+(еЩДs;ЈhА^PСаPЛЇzЙyЬiйжHF}ЌОHх4ѕzщP P жv+ѓВ сўВ`cЕ=97ЁЖЙ)ЇQ=]\Ј|Щ*щЈЪЇ4w2j`эЙ+BeFниrЁдzЎ.Єш"Љ`Џ;нМ0 wЗ(XeЁnђ:ЈuJЅЁЬ8jЇЙ Єш`ЭжжCѓјЊK:Ы
бдиyњFMѕЉX!TU}jъј
ХЪqчнѕІQЩкQэПыП;5
;ЃЅ8bЅ
3ѓдХЉЅi$эЗ]ZMІыЁ4ьpUч'Іюы
0ё:КдQxЯЉ>ъ2бЈъeцбdJЦцФСWS_ЈщЯЈixПjQЯ§Ш%сТ%ЇЦ8hч
T@}JVю$7зcЦ3Гн7ЂfќЉФSНmCигeFCяиЪ-oIgв@м#ЁђГRNw(ЖњЄЛn }x
ЅО0ЁЉ[%&d ыљЬПT_зрiе[n}мк#h4Џ-DcaMMЖеЯ*5KѕЇш8]ѕ4GzтtCєtќ ЉlЇTп
ХбDMц~_ы|h6еБаxЌ{8E#TЎД<