%PDF-1.5
%
1 0 obj
<>/OCGs[18 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Core Menu Spring : Summer 2017
2017-05-25T11:36:01-05:00
2017-05-25T11:36:01-05:00
2017-05-25T11:36:01-05:00
Adobe Illustrator CS6 (Macintosh)
192
256
JPEG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uuid:46ef1f22-690a-8541-805a-8f6c368f83f4
xmp.did:0280117407206811808385B0BC70A9D1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0f4224c2-c866-d74c-98d6-55c0b67dcbc3
xmp.did:76D2E3AD952068118083D58F7FC0EB1C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:87A076C7092168118083CE759C0B54BC
2016-10-10T15:38:18-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0280117407206811808385B0BC70A9D1
2017-05-25T11:35:58-05:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/Jake/Desktop/Peak_logos.pdf
EmbedByReference
/Users/Jake/Desktop/Peak_logos.pdf
Print
False
True
1
18.000000
12.000000
Inches
Roboto-Light
Roboto
Light
TrueType
Version 1.100141; 2013
False
Roboto-Light.ttf
Roboto-Regular
Roboto
Regular
TrueType
Version 1.100141; 2013
False
Roboto-Regular.ttf
Roboto-Medium
Roboto
Medium
TrueType
Version 1.100141; 2013
False
Roboto-Medium.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 1.100141; 2013
False
Roboto-Bold.ttf
socicon
socicon
Regular
TrueType
Version 2.0
False
socicon.ttf
Champagne&Limousines
Champagne & Limousines
Regular
TrueType
Version 5.00 June 15, 2014
False
Champagne & Limousines.ttf
Champagne&Limousines-Bold
Champagne & Limousines
Bold
TrueType
Version 5.00 June 15, 2014
False
Champagne & Limousines Bold.ttf
Aleo-Light
Aleo
Light
Open Type
Version 1.1
False
Aleo-Light.otf
BigNoodleTitling
BigNoodleTitling
Regular
TrueType
Version 1.1; 2003
False
big_noodle_titling.ttf
BlackJackRegular
BlackJack
Regular
TrueType
001.000
False
black_jack.ttf
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
OldSansBlack
OldSansBlack
Regular
TrueType
1.0 2003-10-05
False
OldSansBlack.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
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
20 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 1296.0 864.0]/Type/Page>>
endobj
21 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 31 0 R/TrimBox[0.0 0.0 1296.0 864.0]/Type/Page>>
endobj
27 0 obj
<>stream
HWkoHί"V#izQVil&Mie\Un:so'=rg]a$%_[3me4L; aLT#]݀x>5b$ܴѣ~L7ڃ7nJ˦0
:z4j?0L-Mv·nۆu`σY(,JMqÐI6umI
i3#6l۱ed?Z
|>.]Lic_[U
)sE
uHĶI}rcʇWŭ5\R|߱XKڠ|D|5SX~ǿ]'
PjAm0pH}a 9=õ,k5-J%S:`ؿ#]E / "kKTpt5`6¨aSt屿nLrWS ,G~Vcj 2evB|@~:>F]&d}5-guUDh>lqϒ""#>m0C4[GJcRF:h٦IۗU iVrbȩ;ۦe l@+1Y#b
SF߱_tGe=Ҝ<*fyR;iN3lEfז6$eDj#_LxUx$ebQDuKH:H@&ٰ3t`7|{:'#L9
\|
[SGzNq%H˵EN-mXQ-)T /[o,q6-Y\}@kCLó?댏b͇kHCd@*tm ;.i%u:sqiV]-/AJn从YV< ?JLMrRiCiՄ2n 7iгb1;0Cja|E6QklQtJr7jo((Q1
NG KP\}&R6jIg4La&:\(Apc2+90+i\ǿؗ̾Z6Z7;o(w6g+5_vٯ2IRyyۥI)
u[ȀcFy#O1 :;"wD蠼T
_78jaqJ^csIȟ''}@9CC<ɵٜ6Ϻ:?#?Nc+A|ʗ;mVľ,;R Tܫ$*P/$+-UkE* ܑM
6Q
/`55|?5ZjLOMMGUGEK%u=*+!1IWy4rV7--D{ېzR)o<'8n EDH~F?]jm;cHGioch܈㢵]W;8R ɮ$&S)FaǩTKH- hQ Y&[(B
r}Ydge)8E4BGg݅B `\yODd
uk}dz{WE%+n%5|Z߃"iYn /+
t1:Tޕ
hMԛ.bΑtq BqEII7H$|y U@4"ScɎH>Ur*_<!fV4 '!-Tu(W7|>)>.8wt1%a\;t(._Ðt1<|-ƕY_2t >NE%uLwU\ F%Ii|B̉Ua
YC_d5}ɬ=6ѥ'm,