%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Basketball-Reflective_SilverSB-S1
2016-07-12T10:15:09-05:00
2016-07-12T10:15:09-05:00
2016-07-12T10:15:09-05:00
Adobe Illustrator CC 2015.3 (Windows)
172
256
JPEG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==
uuid:ba66b029-030e-4647-aca0-c95730997385
xmp.did:6e633a52-5aeb-8c46-9cfd-963a4ab9c300
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ce2aeb3e-4d8d-a84e-8d98-897da6417a6d
xmp.did:ce2aeb3e-4d8d-a84e-8d98-897da6417a6d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:245C67BD5981E411B9E8C403E5EFF500
2014-12-11T11:18:35-06:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:6e633a52-5aeb-8c46-9cfd-963a4ab9c300
2016-07-12T10:15:07-05:00
Adobe Illustrator CC 2015.3 (Windows)
/
EmbedByReference
\\nazdar.com\sha\Marketing\SourceOneMarketing\MARCOM\2016\Vendor-Magna\BasketballPrintSheets\Basketball Reflective Silver SB.pdf
uuid:534f7610-9e2f-4472-87e4-24ffc093345d
uuid:1af559c8-a6bd-4f20-8470-662fec957ba0
\\nazdar.com\sha\Marketing\SourceOneMarketing\MARCOM\2016\Vendor-Magna\BasketballPrintSheets\Basketball Reflective Silver SB.pdf
uuid:534f7610-9e2f-4472-87e4-24ffc093345d
uuid:1af559c8-a6bd-4f20-8470-662fec957ba0
Print
True
False
1
8.263889
12.382500
Inches
AkzidenzGroteskBE-Cn
Berthold Akzidenz Grotesk BE
Condensed
Open Type
Version 001.000
False
Simplo-Demi
Simplo
Demi
Open Type
Version 1.07 UltraPrecision Font
False
AkzidenzGroteskBE-Md
Berthold Akzidenz Grotesk BE
Medium
Open Type
Version 001.000
False
AkzidenzGroteskBE-Regular
Berthold Akzidenz Grotesk BE
Regular
Open Type
Version 001.000
False
DDAAAA+Montserrat-Regular
DDAAAA+Montserrat Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FDAAAA+Calibri
FDAAAA+Calibri
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
BDAAAA+CambriaMath
BDAAAA+CambriaMath
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 2925 C
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
44.705898
68
40
PANTONE 2925 C
SPOT
100.000000
LAB
59.607800
-17
-45
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
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 595.0 891.54]/Type/Page>>
endobj
14 0 obj
<>stream
HWn߯%~?6cJ@L&YA\ѢRE:Szf$'v@îǩꧯΧ/oΧݏ;7眦ݟn:4]ܹ8}b=콽(N~ҔovrOs/] ?__RzUO/ߠ][]0sٟ\ f.ry:-^l͓^N0Ӏ='|~%gW旯*P昣 ̇[/\J'r=}r#0m+[n՚~Bgmȼe ׳J[r 4ǹQ/ŷ'*n,
np\[0ʴx8Wiu1k\l뫛woWmDzqu~v:UbN_}[q7mk'}]DS%7~b=~xw~?\ijskUXԆ߿:픟}|p}wrϺ% !6.|Fޝ|K9'$IJ;aAKBJ~JS7U\C%
BL2Y)pQ(ɫHju%&B)n]^:rܫ)9k9udVJ}(kPv{0
sO$T!Ѫ.] &q
{^Oźlf6@pPl4؉ԣaQ \N{Xj,|9(7;٠8ftaٍ4h=jBXiRl
J kl'hilAK!}Ocpd2WsV4qQKD1ty(Unޒ`
EMkIE'90uXܒ
*3NyƋeqSU/(yu4 "q.'ĹU;[HȰ1^ό#>q
=eԥ=n{
\
SMGg7Iͻl/3uilB&%JxKiVch0JE1ޤQN*De&Q4 5I#80|_Y-nHK&\WUZB>T/
PjK.Qd~q<H