%PDF-1.5
%
2 0 obj
<<
/Metadata 4 0 R
/OCProperties <<
/D <<
/ON [5 0 R]
/Order 6 0 R
/RBGroups []
>>
/OCGs [5 0 R]
>>
/Pages 7 0 R
/Type /Catalog
>>
endobj
4 0 obj
<<
/Length 60602
/Subtype /XML
/Type /Metadata
>>
stream
application/pdf
Datasheet-PremiumSupportServicePackages
2017-06-08T11:47:54-05:00
2017-06-08T11:33:47-05:00
Adobe Illustrator CC 2017 (Macintosh)
256
164
JPEG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2020-10-13T18:43:26-05:00
uuid:bf539941-a45d-d14b-ad44-6c73ec5a04f0
xmp.did:5abf771f-6ca2-43d6-9624-65ddf820ee43
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:25dcd16d-eea0-4845-bd4c-8fab6f459e84
xmp.did:25dcd16d-eea0-4845-bd4c-8fab6f459e84
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:555affe0-5f62-4182-a26f-0898a052fdbb
2017-06-08T10:23:32-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:5abf771f-6ca2-43d6-9624-65ddf820ee43
2017-06-08T11:33:45-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
8.499301
11.000000
Inches
ProximaNova-Light
Proxima Nova
Light
Open Type
Version 1.001 2005
False
Proxima Nova Light.otf
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 1.001 2005
False
Proxima Nova Reg.otf
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
Proxima Nova Semibold.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 1.001 2005
False
Proxima Nova Bold.otf
ProximaNova-Extrabld
Proxima Nova
Extrabold
Open Type
Version 1.101;PS 001.001;hotconv 1.0.38
False
Proxima Nova Extrabold.otf
ProximaNovaACond-Bold
Proxima Nova Alt Condensed
Bold
Open Type
Version 1.001 2005
False
Proxima Nova Alt Cond Bold.otf
ProximaNovaCond-Light
Proxima Nova Condensed
Light
Open Type
Version 1.001 2005
False
Proxima Nova Cond Light.otf
ProximaNovaCond-Regular
Proxima Nova Condensed
Regular
Open Type
Version 1.001 2005
False
Proxima Nova Cond Reg.otf
ProximaNovaCond-Bold
Proxima Nova Condensed
Bold
Open Type
Version 1.101;PS 001.001;hotconv 1.0.38
False
ProximaNovaCond-Bold.otf
Cyan
Magenta
Yellow
Black
PANTONE 376 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
Swatch 3
PROCESS
100.000000
CMYK
54.100859
50.688940
60.241091
23.331043
Swatch 2
PROCESS
100.000000
CMYK
56.389713
54.982829
67.757684
37.128252
Swatch 1
PROCESS
100.000000
CMYK
57.674521
58.889139
73.516440
52.233154
Swatch 11
PROCESS
100.000000
CMYK
59.703970
18.915083
100.000000
2.639811
Swatch 12
PROCESS
100.000000
CMYK
46.793315
0.000000
98.452735
0.000000
Swatch 23
PROCESS
100.000000
CMYK
1.525902
78.231478
100.000000
0.064088
PANTONE 446 C
SPOT
100.000000
LAB
28.627451
-4
0
PANTONE 376 C
SPOT
100.000000
LAB
70.196075
-37
73
Swatch 16
PROCESS
100.000000
CMYK
74.373996
20.334172
0.000000
0.000000
Swatch 13
PROCESS
100.000000
CMYK
24.588387
0.000000
51.488513
0.000000
Swatch 8
PROCESS
100.000000
CMYK
21.622033
18.072785
21.203937
0.000000
Swatch 7
PROCESS
100.000000
CMYK
29.816127
25.180435
29.205766
0.000000
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
12 0 obj
<<
/Filter /FlateDecode
/Length 5536
>>
stream
HWnG}W¤od@b "ɑ9"E[zfHJ$ԩo2oJͻWfN,MjFoN~ҷy~3ft3z7SYQѳtRW?RfM(LIZef%t6/3:W/ܓtR.F'f'u*4{;.&.9ڱ=`&E㬢`nfn$`V|?رw߫b%3쭓Ydϧx^8Z~M&c iL/V'.dKXؘ^$Ex)BС+P'Prl8#>Bk2\d7!KZQ1G