%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2020RecSchedule
2020-09-19T10:44:27-04:00
2020-09-19T10:44:27-04:00
2020-09-19T10:44:27-04:00
Adobe Illustrator 24.0 (Macintosh)
96
256
JPEG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uuid:9f770ce5-e469-4e4e-9595-66024c0584e7
xmp.did:c377073e-1bf1-429d-980e-7ed199b4207a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d460d621-6180-a84c-8850-5ba3a7f0fef8
xmp.did:f0d7c877-ee85-4721-8704-296cd65cf93c
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:58d1a54f-08b8-40cb-9680-dbb49f4d1e84
2020-08-11T20:58:03-04:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:c377073e-1bf1-429d-980e-7ed199b4207a
2020-09-19T10:44:23-04:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Users/david/Documents/Gym stuff/Logos/2020LogosAI/2017ProgramLogosSepaate-04.ai
xmp.did:336513a2-3f18-4ac4-88fa-cae4865dde2e
uuid:42ab2139-32c7-914c-831d-48f7c1dafe88
/Users/david/Documents/Gym stuff/Logos/2020LogosAI/2017ProgramLogosSepaate-04.ai
xmp.did:336513a2-3f18-4ac4-88fa-cae4865dde2e
uuid:42ab2139-32c7-914c-831d-48f7c1dafe88
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
4.250000
11.447805
Inches
Futura-CondensedMedium
Futura
Condensed Medium
TrueType
13.0d1e3
False
Futura.ttc
Futura-CondensedExtraBold
Futura
Condensed ExtraBold
TrueType
13.0d1e3
False
Futura.ttc
Futura-Bold
Futura
Bold
TrueType
13.0d1e3
False
Futura.ttc
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
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 306.0 824.242]/Type/Page>>
endobj
12 0 obj
<>stream
HW[,
U7@> 08~y(UWMD#R߾o=l~y|Oai1﹍-^<
=ɞ$ߏ-_ic{Oa4=55K(mIGDW;,փd,[[nmTM1BA1Ƕ\T*hG
ԡɆ|an "
>سRm "9]Q{/FEz|bz[c0WGkp
WR R-[oud>F$U1]Ltפ