%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NCAABracket_Mens_Print_2015
2015-03-12T08:38:23-06:00
2015-03-12T08:38:23-06:00
2015-03-12T08:38:23-06:00
Adobe Illustrator CC (Macintosh)
256
200
JPEG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uuid:ddc6ef20-0f98-b54e-bbbc-4fd0ca2bd106
xmp.did:77162115-7511-4266-a2ec-6980b989222b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5f0a3441-86e0-4c4c-8601-c555cf24e48a
xmp.did:eea82182-4108-40bc-8e35-6845934013cd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5c05ecf6-6170-43f5-8284-9d0240431ebb
2015-02-16T11:58:41-07:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:77162115-7511-4266-a2ec-6980b989222b
2015-03-12T08:38:20-06:00
Adobe Illustrator CC (Macintosh)
/
Print
False
True
1
792.000000
612.000000
Points
FuturaToday-Light
Futura Today
Light
Open Type
Version 1.001;PS 001.001;hotconv 1.0.56;makeotf.lib2.0.21325
False
Futura Today Light.otf
FuturaToday-Normal
Futura Today
Normal
Open Type
Version 1.001;PS 001.001;hotconv 1.0.56;makeotf.lib2.0.21325
False
Futura Today Normal.otf
FuturaToday-Bold
Futura Today
Bold
Open Type
Version 1.001;PS 001.001;hotconv 1.0.56;makeotf.lib2.0.21325
False
Futura Today Bold.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
PANTONE 201 C
SPOT
100.000000
LAB
36.862743
53
23
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
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 88 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
15 0 obj
<>stream
HWM_1GFGGK%G#DR!ȿOU'e@!O^=۞|lO|ޜ;=ӓd3W߽Fz}|8=˿͋|ū=V\\bcf5[ްz~{~n~|_o~{zjW4Ұ9!=.:VotB62y4,=}#3̷X9ӟ}űw
[{oxj6G`o+yn1Y^cOLO#x¨u^e~'|Gw&fJĻk1;0luƷ?}~y?凿?| X>PRO(.SS5^