%PDF-1.5
%
1 0 obj
<>/OCGs[18 0 R 17 0 R 19 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Circuito temático10 - Carnaval Madeira - semlogo
2020-06-19T14:55:33+01:00
2020-06-19T14:55:33+01:00
2020-06-19T14:55:33+01:00
Adobe Illustrator 24.1 (Windows)
184
256
JPEG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uuid:b7c62cf0-b949-4219-bce5-2cc41b0f7416
xmp.did:4c33b604-de69-f348-82e7-0cd35781733f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:c8d4c51d-bcb5-744f-9dab-c11c3526621a
xmp.did:c8d4c51d-bcb5-744f-9dab-c11c3526621a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2dae9879-8c65-448c-857a-5b33f31ec8a9
2019-10-14T15:36:39+01:00
Adobe Illustrator CC 23.1 (Macintosh)
/
saved
xmp.iid:4c33b604-de69-f348-82e7-0cd35781733f
2020-06-19T14:55:30+01:00
Adobe Illustrator 24.1 (Windows)
/
EmbedByReference
C:\Users\Ana\OneDrive - 4GTS\Pictures\OneDrive - 4GTS\Ficheiros Comuns\4TOURS\FOTOGRAFIAS\WEBSITE\IMAGENS 1600 x 900 px\CIRCUITOS TEMATICOS\Carnaval da Madeira\Carnaval Madeira.png
adobe:docid:photoshop:b718301d-79e9-b44f-8d32-492a99dd4661
xmp.iid:de95ba6d-8fab-6b4c-be31-f3a3f2f6a101
EmbedByReference
C:\Users\Ana\OneDrive - 4GTS\Pictures\OneDrive - 4GTS\Ficheiros Comuns\4TOURS\FOTOGRAFIAS\WEBSITE\IMAGENS 1600 x 900 px\CIRCUITOS TEMATICOS\Carnaval da Madeira\Carnaval Madeira.png
adobe:docid:photoshop:b718301d-79e9-b44f-8d32-492a99dd4661
xmp.iid:de95ba6d-8fab-6b4c-be31-f3a3f2f6a101
C:\Users\Ana\OneDrive - 4GTS\Pictures\OneDrive - 4GTS\Ficheiros Comuns\4TOURS\FOTOGRAFIAS\WEBSITE\IMAGENS 1600 x 900 px\CIRCUITOS TEMATICOS\Carnaval da Madeira\Carnaval Madeira.png
adobe:docid:photoshop:b718301d-79e9-b44f-8d32-492a99dd4661
xmp.iid:de95ba6d-8fab-6b4c-be31-f3a3f2f6a101
C:\Users\Ana\OneDrive - 4GTS\Pictures\OneDrive - 4GTS\Ficheiros Comuns\4TOURS\FOTOGRAFIAS\WEBSITE\IMAGENS 1600 x 900 px\CIRCUITOS TEMATICOS\Carnaval da Madeira\Carnaval Madeira.png
adobe:docid:photoshop:b718301d-79e9-b44f-8d32-492a99dd4661
xmp.iid:de95ba6d-8fab-6b4c-be31-f3a3f2f6a101
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
Montserrat-Light
Montserrat
Light
Open Type
Version 7.200
False
Montserrat-Light.ttf
Montserrat-Regular
Montserrat
Regular
Open Type
Version 7.200
False
Montserrat-Regular.ttf
Montserrat-ExtraBold
Montserrat
ExtraBold
Open Type
Version 7.200
False
Montserrat-ExtraBold.ttf
Montserrat-Medium
Montserrat
Medium
Open Type
Version 7.200
False
Montserrat-Medium.ttf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200
False
Montserrat-Bold.ttf
Montserrat-SemiBold
Montserrat
SemiBold
Open Type
Version 7.200
False
Montserrat-SemiBold.ttf
Montserrat-Italic
Montserrat
Italic
Open Type
Version 7.200
False
Montserrat-Italic.ttf
OpenSans-Italic
Open Sans
Italic
Open Type
Version 1.10
False
14545
OpenSans-BoldItalic
Open Sans
Bold Italic
Open Type
Version 1.10
False
14542
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
14541
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
14548
Cyan
Magenta
Yellow
Black
Grupo de amostras padrão
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
C=0 M=93 Y=78 K=0 copy
PROCESS
100.000000
CMYK
2.127108
97.241163
92.767221
0.109865
C=34 M=89 Y=5 K=0 copy
PROCESS
100.000000
CMYK
33.701074
89.034861
4.812695
0.006104
C=86 M=36 Y=47 K=10 copy
PROCESS
100.000000
CMYK
85.760278
36.020446
47.193101
10.333409
C=65 M=0 Y=36 K=0 copy
PROCESS
100.000000
CMYK
64.999998
0.000000
36.000001
0.000000
C=50 M=93 Y=20 K=3
PROCESS
100.000000
CMYK
49.701685
92.965585
19.711603
3.048752
C=1 M=40 Y=72 K=0
PROCESS
100.000000
CMYK
1.351949
39.557487
71.517509
0.000000
C=62 M=95 Y=38 K=30
PROCESS
100.000000
CMYK
62.438387
94.988936
37.949187
30.127412
Grays
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
Brights
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
endstream
endobj
3 0 obj
<>
endobj
21 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 32 0 R/TrimBox[8.50394 8.50394 603.78 850.394]/Type/Page>>
endobj
22 0 obj
<>stream
HWKo]_Bǜ>jAO!]$]8NPcKҴ +~䐜7O~4