%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
APAL CARTAZ CONCURSO
2013-04-18T16:01:07+01:00
2013-04-18T16:01:07+01:00
2013-04-18T16:01:07+01:00
Adobe Illustrator CS5
184
256
JPEG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==
uuid:6b130854-6699-427e-bf60-20a90b254fff
xmp.did:989960EF27A8E2118518C6E6CAEE901B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:C00E75CE15A8E2118518C6E6CAEE901B
xmp.did:C00E75CE15A8E2118518C6E6CAEE901B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2F16857BADA6E2118081D2A1ADC4A3E4
2013-04-16T16:51:20+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:B70E75CE15A8E2118518C6E6CAEE901B
2013-04-18T11:50:38+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:BD0E75CE15A8E2118518C6E6CAEE901B
2013-04-18T13:49:36+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:BE0E75CE15A8E2118518C6E6CAEE901B
2013-04-18T13:49:48+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:BF0E75CE15A8E2118518C6E6CAEE901B
2013-04-18T13:57:51+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:C00E75CE15A8E2118518C6E6CAEE901B
2013-04-18T13:58:18+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:989960EF27A8E2118518C6E6CAEE901B
2013-04-18T16:01:05+01:00
Adobe Illustrator CS5
/
EmbedByReference
C:\Documents and Settings\Vasco Cordovil\Os meus documentos\trabalho\BRIC\WIDYOU APAL\9970031-silver-globe--metal-earth-with-realistic-topography--europe-3d-render.tif
Print
False
False
1
500.000144
700.000167
Millimeters
Myriad-Roman
Myriad
Roman
Type 1
001.000
False
wmr_____.pfb; wmr_____.pfm
Impact
Impact
Regular
Open Type
Version 2.37
False
impact.TTF
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 1417.32 1984.25]/Type/Page>>
endobj
11 0 obj
<>stream
Ht[oWK a[}~8D_g>-.vRiB6\ .pXkqT$H|t/q;;og{s {6?-iڽ?o>-7OGsw1U'm7On!~~ed>7>~st-)K8Lx$I@`]OAbL aYu\O>j$P*
+fXG{cw~p2hs|[>_m`3l$|9%7ZojZ_[2=%ʑ`hZ|+SnXM}BJQ掜7&?+(#alfOF#`Vv_l>sC؞gʜ?𱥧f<r<͑Q:!gGDjCJc!gyctyg