%PDF-1.5
%
1 0 obj
<>/OCGs[18 0 R 191 0 R 362 0 R 533 0 R 704 0 R 875 0 R 1046 0 R 1217 0 R 1388 0 R 1559 0 R 1730 0 R 1901 0 R 2072 0 R 2243 0 R 2414 0 R 2585 0 R 2756 0 R 2927 0 R 3098 0 R 3269 0 R 3440 0 R 3611 0 R 3782 0 R 3953 0 R 4124 0 R 4295 0 R 4466 0 R 4637 0 R 4808 0 R 4979 0 R 5150 0 R 5321 0 R 5492 0 R 5663 0 R 5835 0 R 6007 0 R 6179 0 R 6351 0 R 6523 0 R 6695 0 R 6867 0 R 7038 0 R 7209 0 R 7380 0 R 7551 0 R 7722 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Läget i ekonomin - Oktober2016
2017-04-05T15:35:04+02:00
2017-04-05T15:35:04+02:00
2016-12-05T14:07:57+01:00
Adobe Illustrator CC (Windows)
256
196
JPEG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uuid:b174e9da-c3d1-47c7-8fa4-ded64b3f3244
xmp.did:96fa50c2-289f-b54c-8fa2-7494cc4f84c1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:f734fbd0-0709-d440-a263-bdf0c76bc6d5
xmp.did:f734fbd0-0709-d440-a263-bdf0c76bc6d5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:975C02BE28D9E01188E9F08B6EB25771
2011-09-07T10:09:43+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:96fa50c2-289f-b54c-8fa2-7494cc4f84c1
2016-12-05T14:07:58+01:00
Adobe Illustrator CC (Windows)
/
Print
False
True
1
210.001656
296.999942
Millimeters
Georgia-Italic
Georgia
Italic
Open Type
Version 5.51
False
georgiai.ttf
Georgia
Georgia
Regular
Open Type
Version 5.51
False
georgia.ttf
Calibri
Calibri
Regular
Open Type
Version 5.87
False
calibri.ttf
Calibri-Italic
Calibri
Italic
Open Type
Version 5.87
False
calibrii.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 5.87
False
calibrib.ttf
Constantia-Bold
Constantia
Bold
Open Type
Version 5.90
False
constanb.ttf
GillSansMT-Condensed
Gill Sans MT Condensed
Regular
Open Type
Version 1.65
False
GILC____.TTF
TrebuchetMS-Italic
Trebuchet MS
Italic
Open Type
Version 5.12
False
trebucit.ttf
TrebuchetMS
Trebuchet MS
Regular
Open Type
Version 5.12
False
trebuc.ttf
TrebuchetMS-Bold
Trebuchet MS
Bold
Open Type
Version 5.12
False
trebucbd.ttf
Cyan
Magenta
Yellow
Black
PANTONE Warm Gray 10 C
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
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
PANTONE Warm Gray 10 C
SPOT
100.000000
CMYK
0.000000
13.999900
27.999899
55.000299
C=0 M=95 Y=86 K=0 1
CMYK
PROCESS
0.003100
94.827200
85.531400
0.003100
Gråskala
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
Ljust
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 11.00
endstream
endobj
3 0 obj
<>
endobj
20 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 7745 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
21 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 7751 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7746 0 obj
<>stream
HWmo.~$w Y\([N|%?3䒢KQJ$rvg}n^svp8gG9-*l
^<5g/`1f6>O
[rA[\1%tU_3-dŭlq=8^
^lw0)6[r?|=UZ.bY}ȓ=Tm2{WmtxJpY,eapkq!4-% Hly[}o۫f{}vwYS$࣑ueaFUJ6W. $$gXroJ)@ԕF@Wluw͕ N%gӟp?Z^/풥