%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Guide til fjerntolketjenesten
2022-01-28T10:21:31+01:00
2022-01-28T10:21:31+01:00
2022-01-28T10:21:31+01:00
Adobe Illustrator 26.0 (Macintosh)
184
256
JPEG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uuid:d7182e96-ea9d-7245-8feb-f234660303f9
xmp.did:5de8ed39-b516-45bb-a110-b907e64bbc0e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:86088902-f59d-43b7-bab2-d9599fdae83b
xmp.did:78d62434-12b9-4c25-9986-1497cba08315
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:70cd1fce-dfd7-4d62-9672-004cd56d8646
2022-01-26T08:55:39+01:00
Adobe Illustrator 26.0 (Macintosh)
/
saved
xmp.iid:5de8ed39-b516-45bb-a110-b907e64bbc0e
2022-01-28T10:21:29+01:00
Adobe Illustrator 26.0 (Macintosh)
/
EmbedByReference
/Users/aller/Desktop/Skærmbillede 2022-01-26 kl. 08.07.27.png
0
0
EmbedByReference
/Users/aller/Desktop/Skærmbillede 2022-01-26 kl. 08.07.32.png
0
0
EmbedByReference
/Users/aller/Desktop/Skærmbillede 2022-01-26 kl. 08.03.31.png
0
0
EmbedByReference
/Users/aller/Desktop/Skærmbillede 2022-01-26 kl. 07.59.47.png
0
0
EmbedByReference
/Users/aller/Desktop/Skærmbillede 2022-01-26 kl. 07.57.31.png
0
0
EmbedByReference
/Users/aller/Desktop/Skærmbillede 2022-01-26 kl. 07.47.53.png
0
0
Print
Adobe Illustrator
False
True
1
209.999994
297.000024
Millimeters
Raleway
Raleway
Regular
Open Type
Version 2.001; ttfautohint (v0.8) -G 200 -r 50
False
.18457.otf
Raleway-Bold
Raleway
Bold
Open Type
Version 2.001; ttfautohint (v0.8) -G 200 -r 50
False
.18456.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
Cyan
Magenta
Yellow
Black
Standardfarveprøvegruppe
0
Hvid
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Sort
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK-rød
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK-gul
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK-grøn
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
Gråtoner
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
Lyse toner
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 16.03
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HW]s|Gʂ{:Ǘω*v*$t+קg ˖\ fwgfqqR<B,d2w~5шե~!E:2
W\'B{~+d-ř̥)w5?ܩD>b[[bgdc_߬2_~Evr9C\\.ވ_'B9MnxG>__%el!uyELN^fʊ屾=ʔˏGgOī+)^UʳD_},̕#͙ÕJn[>&ȍ8fJen3ms\U~WyO-M3K>#GKq}ȔRɪe><3suևZ[oo}uG|{ͰA՝$wPn'6[U
3G~ӷO_v Eq:Z'