%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
FL-0045-17_AF_Folder_Professor(K)
2017-07-10T10:36:19-03:00
2017-07-10T10:36:19-03:00
2017-07-10T10:36:19-03:00
Adobe Illustrator CS6 (Macintosh)
256
152
JPEG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uuid:9b9f1d00-a3c3-7846-84a8-54974e847809
xmp.did:0180117407206811822AC9B416608CDD
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:25148250-b4c2-3149-bb9c-4072bac54483
xmp.did:4DB1615C0D206811822A8F4D3D3ABD60
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:0180117407206811822ACF2F9A1C3CE3
2016-06-28T15:52:13-03:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822AC9B416608CDD
2017-07-10T10:36:07-03:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Volumes/Dados/Clientes/___UTEISGERAL/LOGO GERAL/S/SICOOB_V.ai
EmbedByReference
/Volumes/Dados/Clientes/FCDL-SC/2017/FL-0000-17_Recicla-CDL-na-Escola/CRIACAO/ARTES/interno-folder-prof.psd
EmbedByReference
/Volumes/Dados/Clientes/FCDL-SC/2017/FL-0000-17_Recicla-CDL-na-Escola/CRIACAO/ARTES/externo-folder-prof.psd
Print
False
True
1
21.000165
29.700013
Centimeters
AvenirNextLTPro-Regular
Avenir Next LT Pro
Regular
Open Type
Version 1.100;PS 001.001;hotconv 1.0.38
False
AvenirNextLTPro-Regular.otf
AvenirNextLTPro-Bold
Avenir Next LT Pro
Bold
Open Type
Version 1.200;PS 001.002;hotconv 1.0.38
False
AvenirNextLTPro-Bold.otf
Calibri-BoldItalic
Calibri
Bold Italic
Open Type
Version 2.00
False
Calibri Bold Italic.ttf
KomikaAxis
Komika Axis
Regular
TrueType
2.0
False
KOMIKAX_.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.006;PS 002.000;Core 1.0.38;makeotf.lib1.6.6565
False
MyriadPro-Regular.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
14.843798
100.000000
89.843796
9.765601
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843796
84.765602
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921898
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
34.765602
84.765602
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843796
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921898
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
84.765602
9.765601
100.000000
9.765601
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843796
29.687500
94.921898
29.687500
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
79.687500
9.765601
44.921898
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921898
14.843798
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765602
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921898
4.687500
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
34.765602
100.000000
34.765602
9.765601
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765601
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921898
19.921898
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843796
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843796
44.921898
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765602
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765602
64.843796
39.843796
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843796
64.843796
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765601
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765602
59.765602
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843796
64.843796
89.843796
34.765602
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843796
69.921898
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921898
79.687500
69.921898
C=100 M=80 Y=0 K=15
PROCESS
100.000000
CMYK
100.000000
84.170303
13.961999
2.221700
C=96 M=30 Y=100 K=21
PROCESS
100.000000
CMYK
89.687904
31.253498
97.549400
21.533499
C=96 M=27 Y=100 K=19
PROCESS
100.000000
CMYK
89.492599
29.346201
97.741699
18.130800
C=98 M=4 Y=100 K=2
PROCESS
100.000000
CMYK
84.643295
11.633500
96.859703
1.129200
C=100 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
82.818298
6.610200
96.115097
0.271600
C=0 M=44 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
43.637699
98.843399
0.000000
C=0 M=40 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
39.798599
99.536095
0.000000
C=0 M=14 Y=100 K=0
PROCESS
100.000000
CMYK
1.275700
13.287600
100.000000
0.000000
C=0 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
3.869700
0.000000
93.298195
0.000000
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
89.843796
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921898
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765602
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
39.843796
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921898
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765601
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
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
9.765601
94.921898
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765602
9.765601
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843796
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765602
89.843796
0.000000
0.000000
Adobe PDF library 10.01
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[35.5039 35.5039 630.784 877.394]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[35.5039 35.5039 630.784 877.394]/Type/Page>>
endobj
43 0 obj
<>stream
HьW[sмЖ~п_Gn'Ђq!0/UVSu\;Ж6Эещ@ЛLѕrWюфзї\ +9ЩsGЃ%ЫwЎќВв*7ж |
АкфЅVТ;kmФЁ^§"њееЋoЅxW|@jх№GidС<ЌSо-лnѕъІтѕАzнЌd.U)dЎJП§: xЕйHЁФцaЅY<|WбТU:AиtЋьУzѓYbГ6Ю3БйВыЋЋ7тъѕ