%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Tower3_96x96
2017-01-27T13:00:51-05:00
2017-01-27T13:00:51-05:00
2017-01-27T13:00:51-05:00
Adobe Illustrator CC 2017 (Macintosh)
256
256
JPEG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uuid:55a9aee3-a532-3443-a3ee-7ca82ebaf582
xmp.did:343bd2a5-2bfd-41c5-9c0a-a20c076062ff
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:026f7257-39b3-534e-90b0-2501dc613cb7
xmp.did:3de00d17-49a0-4218-a21c-1e6f0f463a85
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8df7b428-59eb-4754-b4c5-c896ea1cf91f
2017-01-26T17:58:49-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:343bd2a5-2bfd-41c5-9c0a-a20c076062ff
2017-01-27T13:00:49-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
True
1
96.000000
96.000000
Inches
FuturaMd
Futura Md
Regular
TrueType
mfgpctt-v4.4 Sep 30 2006
False
FtraMd_0.ttf
FuturaLT-Light
Futura LT Light
Regular
TrueType
Version 6.1; 2002
False
LTe50150.ttf
HelveticaNeue
Helvetica Neue
Regular
TrueType
10.0d40e1
False
HelveticaNeue.dfont
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
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 22 0 R/TrimBox[72.0 72.0 6984.0 6984.0]/Type/Page>>
endobj
11 0 obj
<>stream
HܗKWWt{C?22APB2@{UtM0AOޏUVӋ߾vӫ7S\z
SSji=%>|h7l--mI}r刺ċ_㦿xsqIILԘRleWsI))0c+uzpynŷח9-ݧ>as5Eh/H'<-hů>?.-5E<8Cȶ^L'ro[<^7!rmB\Ka{[r0b7PⳭTKl\j-NViR%/ǐJN
N 'MՑ83uѫ+ƿbzu4~-T^:\.={;7=w/_}ft}_\3yc 6fkr^}H+
:/7~p;pOE.SlN'J7
yxvK0ok,Yf#ћjfva )x>}UAD-UvO^nzԯFrVK/vvft:tm\clr3QKL=&PwAl쳹8Nd=`Iwy01jb\[Ŋ[FwҺeyX(u15BEX$SrY>ZjÏau}Pt_Tbi)f}"sƙJ_dTL*dtA_ '
H;.-| ӱ ]=s=Oct=f ]5s5OUct7jw?]TϯR2_UOB"8PI:&]*%ᓌt 4#l'%9TFhRbMɂyY|"S$ΧBuyMJ"z>PXZ݀^\
5.f.q].5{u^"YڝsXUMܞO:E@tꔍҁfj8{?^҈a}|sꗓ}Եvܼ-mځvi}}bs'
ޟOz}wz:],T*O#{G.h{$|>'QZ (
@@0VsJDLV x@>BBW_Eʘ)GA-*({bP% rg
V1mHh~ TÀrP66(>8'^8j-KI[0rJk$*HqBdQ]m!`>#7\mttN UXumĸI݁AOp