%PDF-1.5
%
1 0 obj<>/OCGs[8 0 R 9 0 R]>>/Metadata 2 0 R>>
endobj
2 0 obj<>stream
application/pdf
unix-info-amends
2016-02-17T09:51:05Z
2016-02-17T09:51:05Z
2016-02-17T09:51:04Z
Adobe Illustrator CS6 (Macintosh)
256
184
JPEG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uuid:0b658c47-c8ef-3145-b018-ab2a45cc0e21
xmp.did:F77F11740720681183D1FBCBE1CC1A10
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:24846817-5eca-e84e-81f7-f800427fd8d9
xmp.did:FD7F11740720681183D1867D8745DCD9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118A6DA4C93C75499F
2015-10-12T14:00:54+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F77F11740720681183D1FBCBE1CC1A10
2016-02-17T09:51Z
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/stephanie-m/Downloads/11457167505_1945c5f089_k.jpg
EmbedByReference
/Users/stephanie-m/Desktop/Ken_n_dennis.jpg
EmbedByReference
/Users/stephanie-m/Desktop/pictures:graphics/bought/dreamstime_m_56603538.jpg
Print
True
True
1
296.999959
209.999929
Millimeters
ArialMT
Arial
Regular
Open Type
Version 5.06
False
Arial.ttf
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
10.0d40e1
False
HelveticaNeue.dfont
Myriad-Roman
Myriad
Roman
Type 1
001.001
False
MyriaRom; Myriad
Helvetica-Black
Helvetica Black
Black
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
LOGO BLUE
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
C=59 M=85 Y=23 K=7
PROCESS
100.000000
CMYK
58.984398
84.765602
23.437500
6.640600
C=23 M=19 Y=19 K=0
PROCESS
100.000000
CMYK
23.437500
18.750000
19.140600
0.000000
C=73 M=17 Y=0 K=0
PROCESS
100.000000
CMYK
73.437500
16.796900
0.390600
0.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
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=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
LOGO BLUE
SPOT
100.000000
CMYK
85.999992
25.000000
20.000000
14.000000
Amber A700
PROCESS
100.000000
CMYK
0.000000
37.512798
100.000000
0.000000
White
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=0 M=35 Y=85 K=0 1
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=0 M=50 Y=100 K=0 1
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=0 Y=0 K=20
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
19.999699
C=0 M=100 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
C=90 M=19 Y=19 K=45
PROCESS
100.000000
CMYK
90.011398
19.333200
18.814400
45.142300
C=0 M=0 Y=0 K=80
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
79.998795
K=90
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
89.999405
C=10 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
10.000000
0.000000
0.000000
0.000000
C=0 M=50 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
C=7 M=5 Y=6 K=0
PROCESS
100.000000
CMYK
7.190000
5.056800
5.569500
0.003100
C=0 M=35 Y=85 K=0
PROCESS
100.000000
CMYK
0.000000
35.000000
85.000000
0.000000
C=70 M=56 Y=55 K=34
PROCESS
100.000000
CMYK
70.312500
55.859398
55.078102
33.984398
C=6 M=36 Y=68 K=0
PROCESS
100.000000
CMYK
5.888000
35.888802
68.188698
0.000000
C=0 M=0 Y=0 K=17
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
17.000000
C=58 M=44 Y=40 K=8
PROCESS
100.000000
CMYK
58.203102
43.750000
39.843800
7.812500
C=17 M=12 Y=13 K=0
PROCESS
100.000000
CMYK
16.796900
12.109401
12.500000
0.000000
C=0 M=0 Y=0 K=10
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
9.999100
C=5 M=0 Y=90 K=0
PROCESS
100.000000
CMYK
5.000000
0.000000
90.000000
0.000000
C=0 M=0 Y=0 K=40
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
39.999397
C=0 M=0 Y=0 K=30
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=50
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
50.000000
C=8 M=50 Y=93 K=0
PROCESS
100.000000
CMYK
8.203099
50.000000
92.578102
0.000000
C=70 M=56 Y=55 K=47
PROCESS
100.000000
CMYK
70.196098
55.686302
54.902000
46.640999
C=46 M=2 Y=22 K=0
PROCESS
100.000000
CMYK
46.484398
2.343800
21.875000
0.000000
C=91 M=50 Y=36 K=12
PROCESS
100.000000
CMYK
91.406296
50.390602
36.328102
12.109401
C=0 M=30 Y=80 K=0
PROCESS
100.000000
CMYK
0.000000
30.078102
80.078102
0.000000
C=0 M=1 Y=2 K=0
PROCESS
100.000000
CMYK
0.000000
0.781300
1.953100
0.000000
C=80 M=63 Y=27 K=8
PROCESS
100.000000
CMYK
80.468796
62.500000
27.343801
7.812500
C=99 M=88 Y=42 K=45
PROCESS
100.000000
CMYK
99.218796
88.281296
42.187500
44.921898
C=3 M=2 Y=2 K=0
PROCESS
100.000000
CMYK
2.743600
1.727300
1.727300
0.000000
C=7 M=16 Y=45 K=0
PROCESS
100.000000
CMYK
7.421900
16.015600
45.312500
0.000000
C=75 M=68 Y=67 K=90
PROCESS
100.000000
CMYK
74.609398
67.578102
66.796898
89.843796
C=69 M=63 Y=62 K=58
PROCESS
100.000000
CMYK
69.140602
62.890602
61.718796
58.203102
C=43 M=35 Y=35 K=1
PROCESS
100.000000
CMYK
42.578102
34.765602
35.156300
1.171900
C=65 M=58 Y=57 K=36
PROCESS
100.000000
CMYK
65.234398
57.812500
56.640602
36.328102
C=52 M=43 Y=43 K=7
PROCESS
100.000000
CMYK
51.562500
42.968800
42.968800
7.421900
C=19 M=15 Y=16 K=0
PROCESS
100.000000
CMYK
19.140600
14.843801
15.625000
0.000000
C=72 M=66 Y=65 K=78
PROCESS
100.000000
CMYK
72.265602
66.406296
64.843796
77.734398
C=9 M=6 Y=7 K=0
PROCESS
100.000000
CMYK
8.593800
6.250000
6.640600
0.000000
C=30 M=24 Y=25 K=0
PROCESS
100.000000
CMYK
30.468801
24.218801
24.609400
0.000000
C=72 M=6 Y=23 K=0
PROCESS
100.000000
CMYK
72.265602
5.859400
23.437500
0.000000
C=48 M=11 Y=0 K=0
PROCESS
100.000000
CMYK
47.579201
10.882500
0.253100
0.000000
C=56 M=2 Y=9 K=0
PROCESS
100.000000
CMYK
55.564301
2.426200
8.703800
0.000000
C=72 M=3 Y=11 K=0
PROCESS
100.000000
CMYK
72.338402
3.158600
11.331300
0.000000
C=64 M=55 Y=54 K=30
PROCESS
100.000000
CMYK
64.453102
55.468796
53.906296
30.078102
C=0 M=20 Y=98 K=0
PROCESS
100.000000
CMYK
0.000000
19.921900
98.046898
0.000000
C=0 M=42 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
42.187500
100.000000
0.000000
C=0 M=71 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
71.093796
100.000000
0.000000
C=0 M=0 Y=0 K=60
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
59.999104
C=87 M=29 Y=67 K=13
PROCESS
100.000000
CMYK
86.718796
29.296898
67.187500
12.890599
C=58 M=49 Y=47 K=15
PROCESS
100.000000
CMYK
58.431400
48.627399
47.058800
14.509800
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=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
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
Adobe PDF library 10.01
2285979886
HelveticaNeue-Bold
Linotype AG
10.0
0
Helvetica Neue
2285979886
TrueType
54840
3087137681
Helvetica-Black
Linotype AG
1.000
0
Helvetica
3087137681
TrueType
0
298421627
MyriadPro-Regular
Adobe Systems
2.062
0
Myriad Pro
298421627
OpenType - PS
0
endstream
endobj
12 0 obj<>stream
xr\ױ%8{
ye[Ԧ։ !"@i?j12T@|(vXj5g^F_|Oo~>ӧ7Yظ3"͛6f7N7)[܄R~{ƟmYqIvZBzR'jLbk?,R}:kMJg4$ijPW|gOB;IM߱m*&79xiqPsg%$3[YğU5qܥsjZl}}moV-E~2:g[<_ɭHxK
U msm#T.ú^(]TDE'_X