%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R 9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Infographic_Thuiswinkel_Markt_Monitor_2021_Q4
2022-03-01T18:46:58+01:00
2022-03-01T18:46:58+01:00
2022-03-01T18:46:58+02:00
Adobe Illustrator 25.4 (Windows)
256
216
JPEG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:63a02cd8-073b-4455-bb5c-fba28d22c5e0
xmp.did:f663c889-6a48-fc4d-b3ee-35ffad1103ec
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:49a7c01f-84bf-b445-a10b-cb4e55e53f4d
xmp.did:49a7c01f-84bf-b445-a10b-cb4e55e53f4d
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:35c76317-9ccd-4331-9d59-89032f481b2d
2017-05-03T11:55:09+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:f663c889-6a48-fc4d-b3ee-35ffad1103ec
2022-03-01T18:46:56+01:00
Adobe Illustrator 25.4 (Windows)
/
EmbedByReference
iDEAL-logo-restyled-1024x903.png
EmbedByReference
600px-GfK_(Unternehmen)_2019_logo.svg.png
EmbedByReference
logo_betaalvereniging_header.png
iDEAL-logo-restyled-1024x903.png
600px-GfK_(Unternehmen)_2019_logo.svg.png
logo_betaalvereniging_header.png
Print
Adobe Illustrator
False
True
1
368.496853
331.940117
Millimeters
Geomanist-Medium
Geomanist
Medium
TrueType
Version 1.000
False
Geomanist-Medium.ttf
Geomanist-Regular
Geomanist
Regular
TrueType
Version 1.000
False
Geomanist-Regular.ttf
Geomanist-Bold
Geomanist
Bold
TrueType
Version 1.000
False
Geomanist-Bold.ttf
Cyan
Magenta
Yellow
Black
Standaardstaalgroep
0
Wit
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Zwart
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK-rood
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK-geel
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK-groen
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK-cyaan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK blauw
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 382 C copy
SPOT
100.000000
LAB
81.960800
-22
85
R=204 G=204 B=204
PROCESS
100.000000
CMYK
19.446097
15.121689
15.707636
0.000000
R=154 G=202 B=230
PROCESS
100.000000
CMYK
37.946135
8.310063
6.085298
0.000000
R=135 G=187 B=218
PROCESS
100.000000
CMYK
46.118867
13.235675
9.286641
0.000000
R=115 G=172 B=205
PROCESS
100.000000
CMYK
55.553520
19.787899
13.580529
0.000000
R=96 G=157 B=193
PROCESS
100.000000
CMYK
63.952082
26.636147
16.610971
0.030518
R=76 G=142 B=180
PROCESS
100.000000
CMYK
72.243834
33.795682
17.871366
0.289921
R=48 G=97 B=125
PROCESS
100.000000
CMYK
85.790795
55.431443
34.851605
12.735179
R=128 G=151 B=166
PROCESS
100.000000
CMYK
53.417253
32.837415
27.380788
0.646983
R=97 G=127 B=145
PROCESS
100.000000
CMYK
66.720068
42.001984
33.221942
4.559395
R=209 G=226 B=235
PROCESS
100.000000
CMYK
16.601816
5.499351
8.068971
0.000000
R=176 G=202 B=217
PROCESS
100.000000
CMYK
30.783549
11.410696
11.844052
0.000000
R=37 G=70 B=89
PROCESS
100.000000
CMYK
88.998240
64.342713
46.173799
32.721445
R=189 G=157 B=110
PROCESS
100.000000
CMYK
26.831463
35.815975
63.918513
1.727321
R=105 G=79 B=40
PROCESS
100.000000
CMYK
45.462728
58.181119
90.695047
38.019377
R=136 G=103 B=52
PROCESS
100.000000
CMYK
38.999006
52.758068
89.114213
22.534522
R=179 G=179 B=179
PROCESS
100.000000
CMYK
30.698100
24.270999
24.933241
0.000000
R=230 G=230 B=230 3
PROCESS
100.000000
CMYK
8.422980
6.207370
6.680399
0.000000
PANTONE 383 C copy
SPOT
100.000000
LAB
68.627403
-14
75
PANTONE 380 C copy
SPOT
100.000000
LAB
87.843102
-17
72
Grijswaarden
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
Heldere kleuren
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 16.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 50 0 R/TrimBox[0.0 0.0 1044.56 940.933]/Type/Page>>
endobj
12 0 obj
<>stream
HWn\߯Kr1W~,c%00BhJaDJ9U1cE^0guuթ߽_|Ҍ_8|X5!L1q{i07y4J~^|ڌwѲ879LDc0paYcR:
ʓu2B֍a.)E:9-۹dr\C>iJ3A}#i6 R2.1o?^A#9#%PcfVSN6Ai}جЦjL4?Vج?lCHJ殪7~܅Z"Q-=YL\4%7XEqɘp,+