%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Aristo Spec Sheet
2014-03-03T09:30:51-05:00
2014-03-03T09:30:51-05:00
2014-03-03T09:30:51-05:00
Adobe Illustrator CS5
196
256
JPEG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uuid:af6a4f99-98c9-e44b-9e95-fea16f4e073b
xmp.did:D79BE0181A206811871FE1EBE093CF8B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:D69BE0181A206811871FE1EBE093CF8B
xmp.did:D69BE0181A206811871FE1EBE093CF8B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F117407206811871FE1EBE093CF8B
2014-02-28T09:32:07-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:F87F117407206811871FE1EBE093CF8B
2014-02-28T09:32:40-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:F97F117407206811871FE1EBE093CF8B
2014-02-28T09:47:57-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:FA7F117407206811871FE1EBE093CF8B
2014-02-28T09:55:37-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:FB7F117407206811871FE1EBE093CF8B
2014-02-28T10:10:43-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:FC7F117407206811871FE1EBE093CF8B
2014-02-28T10:27:29-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:FD7F117407206811871FE1EBE093CF8B
2014-02-28T10:36:33-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:FE7F117407206811871FE1EBE093CF8B
2014-02-28T10:58:50-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:FF7F117407206811871FE1EBE093CF8B
2014-02-28T11:18:06-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:0080117407206811871FE1EBE093CF8B
2014-02-28T11:28:09-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:D69BE0181A206811871FE1EBE093CF8B
2014-02-28T11:45:35-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:D79BE0181A206811871FE1EBE093CF8B
2014-03-03T09:30:42-05:00
Adobe Illustrator CS5
/
Print
False
True
1
8.500000
11.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWioF_Qbr`K]tusMpM͚pCtP'&_ƫՄj2
覙$+Bz:$ۈt]5ûÍהp~{CoK˥tK:.&nc/{ù'zuP-^Ͻ_z#ѨVI){rsb'k{|㐅Zs|DS^{#?w?ZyRo9Rɇ ^eWO'k
//>y_li1'Yg0}R&v1}/-4ZC邚OE訔H:zR{61TNJ硷WK+d~Z(i0i8wsOӀ*Y>TgYJ*D}熔wmLj^txBÐAp͐!U"煰
J{aQ{E`Nxچ (P;&y)j˰Axhl2Z 5TjAx*2- p7h}
Fm3yGFlHǑ+ cD0C M?/˗JdŘIgEjpI%>$e$
$m%R0ILף`Ez0 2$N>uG%tj;/z}$b;F^5]Rʃt4`eajzd0W'P^p,ޱ~~0H⊠jtg6u ڥ̠X-ItJ'HNɕ}r*UZ7gX
in8P@VmM>,G