%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Hancock - Custom Region 2019
2019-02-21T15:55:22-06:00
2019-02-21T15:55:22-06:00
2019-02-18T11:37:05-06:00
Adobe Illustrator CC 23.0 (Macintosh)
204
256
JPEG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uuid:72d42cbc-7375-2440-a110-c9aba7225f64
xmp.did:fc9e1bc3-3793-48f0-abb6-380571c31056
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:8ef0a386-e7a7-4096-96c7-197399fda3db
xmp.did:8ef0a386-e7a7-4096-96c7-197399fda3db
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0b33a320-8928-4c6c-b858-2d74e2ff3d83
2018-02-21T16:25:56-06:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:fc9e1bc3-3793-48f0-abb6-380571c31056
2019-02-18T11:37:02-06:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
True
1
612.000000
792.000000
Points
GloberThin
Glober
Thin
Open Type
Version 1.000
False
Fontfabric - GloberThin.otf
GloberLight
Glober
Light
Open Type
Version 1.000
False
Fontfabric - GloberLight.otf
GloberBook
Glober
Book
Open Type
Version 1.000
False
Fontfabric - GloberBook.otf
GloberRegular
Glober
Regular
Open Type
Version 1.000
False
Fontfabric - GloberRegular.otf
GloberSemiBold
Glober
SemiBold
Open Type
Version 1.000
False
Fontfabric - GloberSemiBold.otf
GloberBold
Glober
Bold
Open Type
Version 1.000
False
Fontfabric - GloberBold.otf
GloberxBold
Glober
xBold
Open Type
Version 1.000
False
Fontfabric - GloberxBold.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
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=94 M=77 Y=29 K=13
CMYK
PROCESS
94.454867
76.714730
28.589302
13.430990
C=62 M=11 Y=12 K=0
CMYK
PROCESS
61.989772
10.785076
12.387273
0.000000
C=0 M=80 Y=92 K=0
CMYK
PROCESS
0.000000
79.635304
91.747916
0.000000
C=54 M=0 Y=13 K=0
CMYK
PROCESS
54.283965
0.000000
12.954909
0.000000
C=89 M=60 Y=0 K=0
CMYK
PROCESS
89.211869
59.758902
0.369268
0.000000
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
Color Group 1
1
C=78 M=24 Y=5 K=0
CMYK
PROCESS
77.865261
24.200808
5.487144
0.000000
C=0 M=99 Y=100 K=0
CMYK
PROCESS
0.000000
99.328601
100.000000
0.000000
C=0 M=47 Y=100 K=0
CMYK
PROCESS
0.000000
47.241929
100.000000
0.000000
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
58 0 obj
[59 0 R]
endobj
113 0 obj
<>stream
HWˎI߯^t9O1=m@!H3H-9Yu$eoxx/?<{so^n-qqO埇g/ܒS]cKKJk^~=>v_?Bw1Ð 9YkH-~r/on^C.ůMWQA6A5TTЛ;w7w7>W`O~u%ֲ@_^J].^yE]sп&wb
O{IDYk~֔ιmaXnu3~_/^ ˛oV.?{Z_ot!%VCHkvvx!+.EyuK,~MU++/u-~k릈fmyTs)fW8B#Ro5ZhYd]N6
C0=q4oFjR)0)PfwrmFEEuY`\!Qc]B A`lz/;Ѭ;~Fkʂ"/QPhCmt.~.nO1PR?BۀU088
4hƿwq&*¾9i pd sE9Vx>SbVfC-K2tu{<"l\oq(˦Ilޡ>+$HʆfDŽY"Z1 UҲ6uXP,
A *u;&ƹ:˗ɸ/1a~b}˻x*Bb5LLx7;og`ߵ#*UEu2d1d(b=z?֮,ɴ__ cce1k2daJ@OٹL{Jn֊A`-7]wu=φuCjŵTд>ha1n6a!nk.DO
|>:P!~ ,ZP'x0]`yw
[AN:i(îq~\KJk6C3 ̜
F3IàRy3ӐDy¢Z߃Vo|;:T9gpPDUa)K:Xb5)Ph-Z|XJ$--lRR1
C't"ɩ$ɐ+Y@CJXM5
. KCg*ʲ245A۾qZ|&Gqzzf@S68C0ZNّUG<յ*Y.NuA75}ވO>Z[2hlnN=3R^ƭsɆ8+6X6{rUseMkC"f ŰWyY2FBL :Df26<|ֺg^j)DvKr0MaBFԮ\ta:y3ð=uY!̔hsʚD: |qc=WRpP[ 4ϟ6y
B *Jm Oz}}qAlpZQ2˹
͋b9Ե4x>0>K0-jC.KkSXfK? \<h
5߁
h8Cu+ph[ 'P~&Cd~
iW9kNӺI]Ӻץ*XSێSjR-,Mcce+E}#KBlB
s%۸DŽ`TsxL_0{Ksdy[#'('zmYc _4d1Uc{Q3n0 ꡯ
Ű/9PZ%͕Tд>)FXsLa' }FEDyYMIWyfI l76OEV;w~k 4{+Ȗ4-YFKgMzY8Ow;Vh#jҟTҬS@{7"z_[o pyT|P*Ԛ(ZAYz<͑adZXUSt4D'j:8WٸNbuoNOjʕ3U"qE
\嘇m #NB/Ңg^v7xa01=y+GV]{Uڤ
Q6Uί@o%FE>11۟H닻_yw:ܲ;