%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 8 0 R 9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 23 0 R 24 0 R 25 0 R 117 0 R 118 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ePoster pdfs SP._01.02._G-L copy
2022-09-16T13:47:03-07:00
2022-09-16T13:47:03-07:00
2022-09-16T13:39:18-07:00
Adobe Illustrator CS6 (Macintosh)
160
256
JPEG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=
uuid:4d12b117-363f-2043-8a32-80ca97d907e3
xmp.did:058011740720681183D1FB5FDF2CF21C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5e881d89-81ae-954c-879a-2fe37d19823b
xmp.did:0580117407206811822ADB10AB5B1C7B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822ADB10AB5B1C7B
2022-09-09T10:33:14-07:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:058011740720681183D1FB5FDF2CF21C
2022-09-16T13:39:07-07:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/pd2019/Desktop/bench mac mini 2019/websites fh 2022-9-9/src/src 00 test/ADP_Logo_Tagline_Digital.jpg
EmbedByReference
/Users/pd2019/Desktop/bench mac mini 2019/websites fh 2022-9-9/src/src 00 test/ADP_Logo_Tagline_Digital.jpg
EmbedByReference
/Users/pd2019/Desktop/bench mac mini 2019/websites fh 2022-9-9/src/src 01 init adp/Georgia 130-135 SP-GA-E v24._C0722R0722.png
Print
False
False
1
7.000000
11.000000
Inches
HelveticaNeue-Condensed
Helvetica Neue
57 Condensed
Type 1
001.000
False
HelveNeuCon; HelveticaNeue-Condensed
HelveticaNeue-BoldCond
Helvetica Neue
77 Bold Condensed
Type 1
001.000
False
HelveNeuBolCon; HelveticaNeue-BoldCond
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
27 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 125 0 R/TrimBox[0.0 0.0 504.0 792.0]/Type/Page>>
endobj
120 0 obj
<>stream
H]o0+%HeQ*ڄm4P$t@5%.'&2H37y $5'IbKDFؓ(ko<yA~iIr0FS%t
LY0lH$íp'AޒG2
'<ѫ*N Vº%6gs=UɆkLW
bp*̄}ɱxk*FҞ@By`;Ɩ4
ڷc/|XFCE.N%n5<fxCoxzl*L+ƙ9♣6S{ȫh4ضZ[ڷ]u:^6Ox?