%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Tarifarios_Site_FAO_PT_JAN18
2018-01-15T11:44:38Z
2018-01-15T11:44:38Z
2018-01-15T11:44:38Z
Adobe Illustrator CC 2015.3 (Macintosh)
140
256
JPEG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uuid:f2d1e303-aa4a-b64d-b91e-1899821eacaa
xmp.did:6b60fee2-daae-42d1-9f96-fe69d57cc930
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:c05f87cd-382b-4003-a4ad-1ad71c2e6ec5
xmp.did:c05f87cd-382b-4003-a4ad-1ad71c2e6ec5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FF7F1174072068118083B93818DFDCAD
2011-09-20T12:36:23+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:6b60fee2-daae-42d1-9f96-fe69d57cc930
2018-01-15T11:44:35Z
Adobe Illustrator CC 2015.3 (Macintosh)
/
Print
False
True
1
186.496835
297.000000
Millimeters
Cyan
Magenta
Yellow
Black
PANTONE 485 CV
PANTONE 2758 CV
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
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
Vinil Branco
SPOT
100.000000
RGB
255
255
255
Vinil (8500) 005 middle blue
SPOT
100.000000
RGB
0
167
214
PANTONE 7547 C
SPOT
100.000000
CMYK
69.999999
50.000000
30.000001
50.000000
PANTONE 376 C
SPOT
100.000000
CMYK
50.000000
0.000000
100.000000
0.000000
C=87 M=58 Y=0 K=0
PROCESS
100.000000
CMYK
86.718798
57.812500
0.000000
0.000000
White
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
PANTONE 2758 CV
SPOT
100.000000
CMYK
100.000000
76.078397
0.000000
38.039199
PANTONE 485 CV
SPOT
100.000000
CMYK
0.000000
100.000000
90.980399
0.000000
PANTONE 137 CV
SPOT
100.000000
CMYK
0.000000
34.117600
90.980399
0.000000
C=94 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
94.000000
0.000000
100.000000
0.000000
C=70 M=50 Y=30 K=70
CMYK
PROCESS
70.000000
50.000000
30.000000
70.000000
PANTONE Black 4 C copy 3
PROCESS
100.000000
CMYK
20.999999
0.000000
85.000002
0.000000
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
7 0 obj
<>/Resources<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 528.652 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HWۊ|?_?0ʪʺZ1fmvȪ>gF;/^AIOqᖎQ