%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 15 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
RL DATES 2016-17 U11
2016-09-08T23:58:43+01:00
2016-09-08T23:58:43+01:00
2016-09-08T23:58:43+01:00
Adobe Illustrator CS6 (Macintosh)
256
184
JPEG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uuid:09cf1f3e-ed82-e743-a169-84b3d2fb2a32
xmp.did:06801174072068118083A88BBD5A8711
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:31cd6204-966b-4141-b478-2f164583f9f7
xmp.did:F97F117407206811822AEFD1654BF776
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118A6DC16712F3CBB7
2011-08-17T01:14:44+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:06801174072068118083A88BBD5A8711
2016-09-08T23:58:40+01:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
296.999959
210.001652
Millimeters
Klavika-MediumItalic
Klavika
Medium Italic
Open Type
Version 3.003
False
Klavika-MediumItalic.otf
KlavikaMedium-Plain
Klavika Medium
Medium Plain
Type 1
002.000
False
KlaviMedPla; Klavika-Medium.suit
KlavikaMedium-Italic
Klavika Medium
Medium Italic
Type 1
002.000
False
KlaviMedIta; Klavika-MediumItalic.suit
KlavikaRegular-Plain
Klavika Regular
Regular Plain
Type 1
002.000
False
KlaviRegPla; Klavika-Regular.suit
KlavikaRegular-Italic
Klavika Regular
Regular Italic
Type 1
002.000
False
KlaviRegIta; Klavika-RegularItalic.suit
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
17 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
18 0 obj
<>stream
Hn$;4`qYU݁醞y͟u=ZͫkGs}!.u=%V>x~FINWGa|7}fs7j,mT77F\QֻA<+7+5J[3_ƢvyFUa]Ɏ
"^_}nt4*`?;p<&hNY;[eĦwGKMigo˖5x8~3^͇}zC>"D{dz=MF+Vqv"}%d RufawsFvۏi#߾6qo]^>O'^_?eH 6*t7x
o1|zs7mߍd_w?~PRӕ)Rk rO08'GIoqHxdx_^xnG'<'S?ehRrCa_O.,r:aň+lB:oѤ*b:D7^U) =ydcUUgS%Š
*ܨb
KU0lTqU9
1@dLV`