%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Harlem Globetrotters Map
2018-12-10T10:42:45-06:00
2018-12-10T10:42:45-06:00
2018-12-10T10:42:45-05:00
Adobe Illustrator CC 23.0 (Windows)
256
176
JPEG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uuid:c310b910-8e21-48a0-99b0-10b6471badfe
xmp.did:7746f884-0496-174d-9d9a-e86a5180a863
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5ca34675-8f20-4c69-9803-8b21f263bea0
xmp.did:4ac5d60c-9fd4-ef47-9dee-09b55f6f6785
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:d93f54b5-a0bb-9e4f-aca0-c1c4191c5e65
2018-02-22T12:56:29-06:00
Adobe Illustrator CC 22.0 (Windows)
/
saved
xmp.iid:7746f884-0496-174d-9d9a-e86a5180a863
2018-12-10T10:42:43-06:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
C:\Users\ecfalcon\OneDrive - University Of Houston\Profile\Desktop\Houston Athletics\External Events 2018\Harlem Globetrotters\Images\HGL_Primary_Curved_4C 450x225.jpg
xmp.did:be6e1310-6de5-480e-bf6a-7aa606ab3c8c
xmp.iid:be6e1310-6de5-480e-bf6a-7aa606ab3c8c
EmbedByReference
C:\Users\ecfalcon\OneDrive - University Of Houston\Profile\Desktop\Houston Athletics\Graphics\UH Court.png
0
0
C:\Users\ecfalcon\OneDrive - University Of Houston\Profile\Desktop\Houston Athletics\External Events 2018\Harlem Globetrotters\Images\HGL_Primary_Curved_4C 450x225.jpg
xmp.did:be6e1310-6de5-480e-bf6a-7aa606ab3c8c
xmp.iid:be6e1310-6de5-480e-bf6a-7aa606ab3c8c
C:\Users\ecfalcon\OneDrive - University Of Houston\Profile\Desktop\Houston Athletics\Graphics\UH Court.png
0
0
Print
False
True
1
792.000000
612.000000
Points
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
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
PANTONE 186 C
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
PANTONE 186 C
SPOT
100.000000
LAB
44.705883
68
40
PANTONE 188 C
SPOT
100.000000
LAB
28.629000
38
14
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
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
10 0 obj
<>stream
HWK^9.aqvMFB 4JK,Y4
}}
3ɗEU.yOo?ӛN7kjr~Ϸ߽?~M)hr^nf)&G4y,?~)wh{]DB1<^)TTYa[JSⵦ1gc,EdH>裞_*o5%2asU͈< DnƋ]|6$^N]h*)D_]r &e@9\;kol`d9e*jMGѿ/&АJ{V ^^Վbn*gΤRB^(}'{X!lۇr:m
rurCåarpU)2"0|DF]