%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 6 0 R 7 0 R 20 0 R 8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Riksintressen_ANTH
Adobe Illustrator CS4
2012-08-15T16:26:44+02:00
2012-08-15T16:26:44+02:00
2012-08-15T16:26:44+02:00
256
236
JPEG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xmp.did:9946643AE5E6E111AD1EBA32BA8B97AE
uuid:dfd68038-914f-4576-8dfc-eec15ee4a6b1
uuid:02D50E3CB60AE1118DA7990C979684BB
proof:pdf
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:9946643AE5E6E111AD1EBA32BA8B97AE
2012-08-15T16:26:39+02:00
Adobe Illustrator CS4
/
uuid:38FAF36FB70AE1118DA7990C979684BB
uuid:02D50E3CB60AE1118DA7990C979684BB
uuid:02D50E3CB60AE1118DA7990C979684BB
Print
1
True
False
296.999959
209.999929
Millimeters
ArialMT
Arial
Regular
Open Type
Version 3.00
False
ARIAL.TTF
Cyan
Magenta
Yellow
Black
Standardfärgrutegrupp
0
Vit
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Svart
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Röd
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Gul
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Grön
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blå
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
Färggrupp för utskrift
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000001
69.999999
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
69.999999
90.000004
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000004
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000001
0.000000
94.999999
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000002
5.000001
94.999999
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000001
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000002
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000001
5.000001
10.000002
0.000000
Gråskala
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
Adobe PDF library 9.00
endstream
endobj
3 0 obj
<>
endobj
22 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 841.89 595.275]/Type/Page>>
endobj
23 0 obj
<>stream
HtWˎ69
Sjre@F f}|INr|9>?_?s~~%?5]߇ ju՟2߿_xO?~dϕqXJ'VN9o>nAql@T@eFjϠ"YPE=9U
Yϔd/W*W@'k>~4>) 62BkW~FϏ_UgܮSR/WPa l(`_S[̻`rB_q)qpjL[YcsxY&YZ9|V`[% MAh$
t%K.!䆺~P#G`\Ktػ,}@^OȎtfJ;2sr٫q{Qr|R)Zg@ǫ i|Yʼv.>M&
ޞ~X+Ϝ4Ҹf^<'5QwݭI頔6=^O;~']"'1.M
y\"@]T;-aCrn+40O
yGjN`Tԡ(%p
D
˪s~ZFg%Y\\畏y[*s2;a|8*= {l
Y#o_C