%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 15 0 R 16 0 R 17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Case Study_Spring High
2017-08-23T16:02:45+02:00
2017-08-23T16:02:45+02:00
2017-08-23T16:02:44+02:00
Adobe Illustrator CC 2017 (Windows)
256
196
JPEG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:3973aa51-4172-4736-8473-ce449d8a5f89
xmp.did:6e181ec1-4ac3-4d48-975b-f3f2863fad8c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:199d28f6-ea38-4b45-bb19-d6e4d8446245
xmp.did:d7ed002e-eb3c-c541-adc8-801fdfb3b9f5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e12b650d-72e0-d848-9b99-675b3bb358ed
2017-06-17T10:38:25+02:00
Adobe Illustrator CC 2014 (Windows)
/
saved
xmp.iid:6e181ec1-4ac3-4d48-975b-f3f2863fad8c
2017-08-23T16:02:41+02:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\roblack\Desktop\logo_white.png
EmbedByReference
C:\Users\roblack\Desktop\points2.png
EmbedByReference
C:\Users\roblack\Desktop\points2.png
C:\Users\roblack\Desktop\logo_white.png
C:\Users\roblack\Desktop\points2.png
C:\Users\roblack\Desktop\points2.png
Print
False
True
1
210.001556
297.000083
Millimeters
Lato-Regular
Lato
Regular
Open Type
Version 1.104; Western+Polish opensource
False
Lato-Reg.ttf
Lato-Italic
Lato
Italic
Open Type
Version 1.104; Western+Polish opensource
False
Lato-RegIta.ttf
Lato-Bold
Lato
Bold
Open Type
Version 1.104; Western+Polish opensource
False
Lato-Bol.ttf
Lato-Black
Lato
Black
Open Type
Version 1.104; Western+Polish opensource
False
Lato-Bla.ttf
NewsGothicBT-RomanCondensed
NewsGoth Cn BT
Regular
TrueType
mfgpctt-v4.4 Dec 14 1998
False
15667910.ttf
OpenSans-Semibold
Open Sans
Semibold
Open Type
Version 1.10
False
OpenSans-Semibold.ttf
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
OpenSans-Bold.ttf
Cyan
Magenta
Yellow
Black
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
C=78 M=70 Y=56 K=62
PROCESS
100.000000
CMYK
77.999997
69.999999
56.000000
62.000000
C=71 M=30 Y=0 K=0
PROCESS
100.000000
CMYK
70.999998
30.000001
0.000000
0.000000
C=66 M=3 Y=0 K=0
PROCESS
100.000000
CMYK
66.406250
2.734375
0.000000
0.000000
C=79 M=12 Y=60 K=1
PROCESS
100.000000
CMYK
79.000002
12.000000
60.000002
1.000000
C=74 M=25 Y=0 K=0
PROCESS
100.000000
CMYK
73.995572
25.372699
0.021363
0.000000
C=72 M=21 Y=0 K=0
PROCESS
100.000000
CMYK
71.831840
21.252765
0.000000
0.000000
C=83 M=20 Y=66 K=3
PROCESS
100.000000
CMYK
82.909894
19.696344
66.039521
3.472953
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
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 36 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
20 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 40 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
37 0 obj
<>stream
HWnF}WҮEyg00ؓ bdk`hK-c^69~&%{
ivu]NeEW>"GZ}QD|/bÿ',/S$~A K~:}ϏS)أIBK(ˠ