%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 14 0 R 93 0 R 92 0 R 94 0 R 172 0 R 171 0 R 173 0 R 250 0 R 251 0 R 252 0 R 329 0 R 330 0 R 331 0 R 408 0 R 409 0 R 410 0 R 488 0 R 489 0 R 490 0 R 571 0 R 572 0 R 573 0 R 676 0 R 677 0 R 678 0 R 781 0 R 782 0 R 783 0 R 884 0 R 885 0 R 886 0 R 935 0 R 936 0 R 937 0 R 996 0 R 997 0 R 998 0 R 1060 0 R 1061 0 R 1062 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2020-09-15T13:29:55-04:00
2020-09-15T13:29:55-04:00
2020-09-02T10:46:59-04:00
Adobe Illustrator 24.1 (Macintosh)
172
256
JPEG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==
uuid:a48de319-a288-f348-a5dd-18d28c0c1f0b
xmp.did:e1729b7f-09b3-49a9-b790-ba0a6af38e20
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:504c44b1-fb46-7545-958d-6c4dbf002acb
xmp.did:60a147fb-a32c-48b2-8eab-abbc00dcb733
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:60a147fb-a32c-48b2-8eab-abbc00dcb733
2020-08-27T09:40:23-04:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:e1729b7f-09b3-49a9-b790-ba0a6af38e20
2020-09-02T10:46:59-04:00
Adobe Illustrator 24.1 (Macintosh)
/
EmbedByReference
/Volumes/Shin-yi PM/Temp/webstie-ACLU-VOTING/02ads/KYR-Aug-Print Ads/img/pollworker2.psd
adobe:docid:photoshop:b7993912-0080-9943-9549-2a059a4670eb
xmp.iid:becef548-87e2-442b-8e5b-e9b0ebd1cf42
EmbedByReference
/Volumes/Shin-yi PM/Temp/webstie-ACLU-VOTING/02ads/KYR-Aug-Print Ads/img/pollworker1.psd
adobe:docid:photoshop:a692f3d9-4557-dd4e-90c1-3eae0aace481
xmp.iid:90727632-29de-4407-b8df-65a69007bf4f
/Volumes/Shin-yi PM/Temp/webstie-ACLU-VOTING/02ads/KYR-Aug-Print Ads/img/pollworker2.psd
adobe:docid:photoshop:b7993912-0080-9943-9549-2a059a4670eb
xmp.iid:becef548-87e2-442b-8e5b-e9b0ebd1cf42
/Volumes/Shin-yi PM/Temp/webstie-ACLU-VOTING/02ads/KYR-Aug-Print Ads/img/pollworker1.psd
adobe:docid:photoshop:a692f3d9-4557-dd4e-90c1-3eae0aace481
xmp.iid:90727632-29de-4407-b8df-65a69007bf4f
Print
Adobe Illustrator
False
True
1
10.250000
15.250000
Inches
ClearviewADA
ClearviewADA
Regular
Open Type
Version 4.000
False
ClearviewADA.otf
GTAmericaTrial-CmLt
GT America Trial
Cm Lt
Open Type
Version 1.005 2019-12-13
False
GT-America-Compressed-Light-Trial.otf
GTAmericaTrial-CmMd
GT America Trial
Cm Md
Open Type
Version 1.005 2019-12-13
False
GT-America-Compressed-Medium-Trial.otf
GTAmericaTrial-CmBd
GT America Trial
Cm Bd
Open Type
Version 1.005 2019-12-13
False
GT-America-Compressed-Bold-Trial.otf
H&BSketchDemo
H&B Sketch Demo
Regular
Open Type
Version 1.00 October 2, 2015, initial release
False
HB Sketch Demo.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.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
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 10.01
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 1078 0 R/TrimBox[0.0 0.0 738.0 1098.0]/Type/Page>>
endobj
1064 0 obj
<>stream
H̗n|ʎ{R[31qb/6)qw(ly lܯzU^RnWMije;4MmS0Z,oem[bm[kUe|o篃σ_Ƶ_
;lkӦD7|6*?m_Zh?:]C%t>ژP/y
!5Qȿ4iZ [d RgH1NkĶNVgde v :6Nn
X ҠO:$dNM,v2W{Kt7
{QU "Rd I]lx\\FTP`~uH.{H@4чdk[.'fK|BVޖi:!XcDZ:"^|dj' _$bۘC=DGHtDx)X#$Ehkg܃uSSZDKCӑ"S#]#)FDBDZ,i+q`$hm'9U1>D+Ci-<3Cojt3hs=[ۨPrs7xyzDlS52SAd
)Ҡ>b@d4§@ oJ|!d}"z(گm+VQ_FSN`OP#Q}PS&j9m]V֣YJdr)I7A)J5R !4ћmL&4tx߆wC`R̘'慰`/V'£&1bR(hջAzO\"vV¤D@Q
;=
Xpf6.E-32!/~#2
:DZcߙa˻v&8F>)8no
|4|y 3>M
n
(/=RzQ:چH
>t(>(;׳K_NC6FM(>wlyP.Fx+2[.[-2x9ɫYSn`ai۔oXd9m8y3UQ
>J=Y5yZ5V'jOa-&MfPS]Wo߾83urDNB#xtD?ԈGZg .6>(nE{f"r߆وJ-ۛfXL^MG4/SSۻɇ;v5Mgݨq#3wbZy5V}OլS" bMp#|sv XeO
5fnGr0Qf1Q)OI2l9HM
[^Pe*zM$Rs!z4+M˟d)(,2vnvkj)_Z/fnͮSzP7EΜG=/[BNQINnE|>7k7c}1Vm
q-`mNvnMݯ6f\ޭluuOFGq.jA~]NW0dgmdmN)ne0t{Uכ"?7:3l8G_rt7OhГޭn7jF-8meJT7TV=_w1LMgw궷ӽUݗ|BcD.wbwh͉̦۳c)3WfЀ>mIwg[Kgޜ>urt"/^#-W#_h)^<_GAj%Mdd+jkrD}Tg:n+m
[YzqlbߤKS5LBS