%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
The Five Part Framework for Digital Organising - Oct21
2020-10-21T11:55:09+02:00
2020-10-21T11:55:09+02:00
2020-10-21T11:55:09+02:00
Adobe Illustrator 24.0 (Macintosh)
256
176
JPEG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uuid:7a79e52b-ef19-6044-8c65-77b8e38c1baa
xmp.did:f7762106-9f19-4ad5-b742-4810fe034a59
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:bc0a6c7c-aff1-6049-a9db-3f011509fba4
xmp.did:fb8868ea-f0cf-49d0-8487-ce234470a52d
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:088b2be1-8317-4be9-8490-9d4d4074010b
2020-10-20T08:56:19+02:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:f7762106-9f19-4ad5-b742-4810fe034a59
2020-10-21T11:55:06+02:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
210.000000
297.000000
Millimeters
Eina02-Bold
Eina02-Bold
☞
TrueType
Version 1.000;com.myfonts.easy.textaxis.eina.02-bold.wfkit2.version.4yPj
False
Eina02-Bold.ttf
Eina02-Regular
Eina02-Regular
☞
TrueType
Version 1.000;com.myfonts.easy.textaxis.eina.02-regular.wfkit2.version.4yPh
False
Eina02-Regular.ttf
Eina02-SemiBold
Eina02-SemiBold
☞
TrueType
Version 1.000;com.myfonts.easy.textaxis.eina.02-semibold.wfkit2.version.4yPf
False
Eina02-SemiBold.ttf
Eina03-Bold
Eina03-Bold
☞
TrueType
Version 1.000;com.myfonts.easy.textaxis.eina.03-bold.wfkit2.version.4yPg
False
Eina03-Bold.ttf
VesperLibre-Regular
Vesper Libre
Regular
TrueType
Version 1.058
False
VesperLibre-Regular.ttf
VesperLibre-Bold
Vesper Libre
Bold
TrueType
Version 1.058
False
VesperLibre-Bold.ttf
Cyan
Magenta
Yellow
Black
PANTONE 532 C
PANTONE 7417 C
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
PANTONE 532 C
SPOT
100.000000
LAB
11.764706
1
-8
PANTONE 7417 C
SPOT
100.000000
LAB
55.294117
60
46
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
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 205 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 207 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
206 0 obj
<>stream
HW]o}ϯC#K%-gS4-
Ebl5Jx{.kQ,v'I{ι_[ybe%;o&&It'_MsyT_s?dMHwwF|x6nų~RS菉;HoU?WRl6-6fxU4E{ݯب1MI-ƸZagts} '0牾O"?t's|Ks=/ 't|t>;3ZԢdzП (`Bg*uӦU.Z@Z#Ao$F4[u(stu~7z"SUS`!"&| =.qFbI8_*QQh,%4 ~Y~ۨVO jSdtTd={rhEQ5Lsqܦ-Ni&,d&݃YGK=iyqyON