%PDF-1.5
%
1 0 obj
<>>>
endobj
2 0 obj
<>
endobj
3 0 obj
<>/XObject<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI] >>/MediaBox[ 0 0 595.32 841.92] /Contents 4 0 R/Group<>/Tabs/S/StructParents 0>>
endobj
4 0 obj
<>
stream
xu
0E]`MmU-BDI*&0|шyk5xȑU`ơ:Sp%eu,3Jv=L7t oWLV9Q䧐)QPSY??٪{P2LDž#Fv+
>
endobj
6 0 obj
<>
endobj
7 0 obj
<>
endobj
8 0 obj
<>
endobj
9 0 obj
<>
stream
JFIF d d JExif MM * 2 :( d d ,Photoshop 3.0 8BIM d d http://ns.adobe.com/xap/1.0/
image/jpeg
Print
Adobe Illustrator CS4
2012-03-07T13:30:58-03:00
2012-03-07T16:31:00Z
2012-03-07T13:30:58-03:00
184
256
JPEG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xmp.did:028011740720681197A5A00468A3DFE8
xmp.iid:028011740720681197A5A00468A3DFE8
proof:pdf
uuid:718cb612-dda5-c848-bc0c-54c29fbc9b41
uuid:1D55CEB78B32DF11A5CCCBF273DEEAA3
uuid:1D55CEB78B32DF11A5CCCBF273DEEAA3
proof:pdf
EmbedByReference
/trabalhos/aldeia/ALIANSCE/Aliansce - SITE 2008/aliansce_novomercado_ALSC3_baixa.jpg
uuid:7C8121568492DE119E27BBB03A3F529F
uuid:B78AFFAA8392DE119E27BBB03A3F529F
uuid:1D55CEB78B32DF11A5CCCBF273DEEAA3
saved
xmp.iid:028011740720681197A5A00468A3DFE8
2012-03-07T13:30:58-03:00
Adobe Illustrator CS4
/
Print
1
True
False
20.999993
29.699996
Centimeters
Frutiger-Bold
Frutiger
65 Bold
Type 1
001.000
False
FrutiBol; Frutiger
Frutiger-Roman
Frutiger
55 Roman
Type 1
001.000
False
FrutiRom; Frutiger
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
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12