%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
groupx_finalswk
2018-12-04T14:50:50-05:00
2018-12-04T14:50:50-05:00
2018-12-04T14:50:50-05:00
Adobe Illustrator CC 22.1 (Macintosh)
256
144
JPEG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uuid:a49337c5-653e-474a-bb9f-cac8bd41245f
xmp.did:cf64249a-07a2-400e-9224-cab9c2c0cab3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e616295b-d7e1-5d40-9a25-4d26fbf4603c
xmp.did:a553f5c9-f668-4914-a250-f85d59cc2094
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a553f5c9-f668-4914-a250-f85d59cc2094
2018-11-30T13:44:51-05:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:cf64249a-07a2-400e-9224-cab9c2c0cab3
2018-12-04T14:50:48-05:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
True
1
1920.000000
1080.000000
Pixels
BIRTHOFAHERO
BIRTH OF A HERO
Regular
TrueType
Version 1.00 August 26, 2007, initial release
False
BIRTH OF A HERO.TTF
FreightSansCmpPro-MedItalic
FreightSansCmpPro
Med Italic
Open Type
Version 1.000
False
FreightSansCmpPro-MedItalic.otf
FreightSansCmpPro-Bold
FreightSansCmpPro
Bold
Open Type
Version 1.000
False
FreightSansCmpPro-Bold.otf
FreightSansCmpPro-BoldItalic
FreightSansCmpPro
Bold Italic
Open Type
Version 1.000
False
FreightSansCmpPro-BoldItalic.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 15.00
endstream
endobj
3 0 obj
<>
endobj
18 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 46 0 R/TrimBox[0.0 0.0 1920.0 1080.0]/Type/Page>>
endobj
19 0 obj
<>stream
HWn7}߯R^|Qv[8$'%˱lIiw-i[
<fSZM(P>8pŮZnZb-vb-vm?ym.C4y
mnC8f@3TR; n%=j&u