%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R 57 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PRIME Flexible Models Key Feature 091720
2020-10-02T09:30:55-04:00
2020-10-02T09:30:55-04:00
2020-10-02T09:30:27-04:00
Adobe Illustrator 24.3 (Macintosh)
256
220
JPEG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uuid:c166c090-e2d1-a44c-bdc5-62e9055fc343
xmp.did:0dd2eb5e-6f3c-4047-8678-c2b904367012
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b7188cce-f708-3949-bbf5-7a28640dcba6
xmp.did:00668c0e-e235-4075-8964-ae8c9797de69
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ae300f67-61f7-4176-8cfd-eeb0fd4e1215
2020-09-11T15:25:30-04:00
Adobe Illustrator 24.2 (Macintosh)
/
saved
xmp.iid:0dd2eb5e-6f3c-4047-8678-c2b904367012
2020-10-02T09:30:27-04:00
Adobe Illustrator 24.3 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
11.000000
8.500000
Inches
Univers-Light
Univers
45 Light
Type 1
001.003
False
UniveLig; Univers-Light
Univers-LightOblique
Univers
45 Light Oblique
Type 1
001.003
False
UniveLigObl; Univers-LightOblique
Univers-Bold
Univers
65 Bold
Type 1
001.003
False
UniveBol; Univers-Bold
PANTONE 136 C
PANTONE 2955 C
PANTONE 541 C
PANTONE 7461 C
PANTONE 9080 C
PANTONE 165 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 2955 C
SPOT
100.000000
LAB
20.784302
-8
-34
PANTONE 165 C
SPOT
100.000000
LAB
64.705902
59
68
PANTONE 541 C
SPOT
100.000000
LAB
22.745102
-7
-39
PANTONE 7461 C
SPOT
100.000000
LAB
47.451000
-20
-44
PANTONE 9080 C
SPOT
100.000000
LAB
89.803902
0
3
PANTONE 136 C
SPOT
100.000000
LAB
82.352943
17
71
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
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 74 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
59 0 obj
<>stream
HWn}@~Pˣ,ۻ% ``#$ҌW3^'&]3CՋJrWX,VsUs5\57km4ۻa2|_p0_BV +mU+iqͿgRY8|^
?YKl,ESJdSs?EkJ]~X!Z!L2|^>noo͇?̺X#LZn]l`}vgVɖkp[]sniks7y^.'z뫿-4Q ( 0r/ ;םpI![Dܣ ppWy;[H,^ial}Gw
7b%15p$o"mKN"$onqLWZq?a,
VJ[qďE&C42-lNpoǓj}k%CM=䁇fE#yXh܈Gi"Ex.U9r>1[1WZc&
%Tg|pk38ԧkP
7C}p,ދke0xJ-F}Th<Ώ\>>jO>tX}NsԂ
uT]\z\?M1x{;