%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MTG Tech Datasheet
2017-05-11T09:30:33-04:00
2017-05-11T09:30:33-04:00
2017-05-11T09:30:33-04:00
Adobe Illustrator CC 2017 (Macintosh)
172
256
JPEG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uuid:aabf99d7-7f81-6c4b-a692-b286652ad525
xmp.did:3fa64923-24ad-4ac5-b1f7-07ca5e0f8d7f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:892e449a-4b67-344a-9fc3-98cbfab5d541
xmp.did:13390525-4a24-422c-a016-a0cab3666391
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:BA1855CEBC2BE311A09A973E7E6E75A3
2013-10-02T23:46:06Z
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:3fa64923-24ad-4ac5-b1f7-07ca5e0f8d7f
2017-05-11T09:30:31-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/CE/Desktop/DMIG-bg2.png
adobe:docid:photoshop:062f4558-757a-117a-aa0b-f9d921d3e4d6
xmp.iid:bc90014c-aeb4-4f8c-8118-7e7d18af0d88
/Users/CE/Desktop/DMIG-bg2.png
adobe:docid:photoshop:062f4558-757a-117a-aa0b-f9d921d3e4d6
xmp.iid:bc90014c-aeb4-4f8c-8118-7e7d18af0d88
Print
False
True
1
612.000000
792.000000
Pixels
Roboto-Medium
Roboto
Medium
Open Type
Version 2.001047; 2015
False
.15508.otf
SourceSansPro-Regular
Source Sans Pro
Regular
Open Type
Version 1.036;PS 1.000;hotconv 1.0.70;makeotf.lib2.5.5900
False
SourceSansPro-Regular.otf
Roboto-Regular
Roboto
Regular
Open Type
Version 2.001047; 2015
False
.15510.otf
Roboto-Bold
Roboto
Bold
Open Type
Version 2.001047; 2015
False
.15498.otf
Roboto-Light
Roboto
Light
Open Type
Version 2.001047; 2015
False
.15506.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
Unnamed
PROCESS
100.000000
CMYK
88.366503
76.916099
0.000000
0.000000
C=90 M=76 Y=57 K=79 1
CMYK
PROCESS
89.648277
75.970089
56.551456
78.719765
C=0 M=35 Y=85 K=0 1
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=0 M=82 Y=76 K=0 1
CMYK
PROCESS
0.000000
82.171357
75.674063
0.021363
C=46 M=4 Y=92 K=0 1
CMYK
PROCESS
45.871669
4.290837
91.500723
0.000000
C=93 M=74 Y=48 K=54 1
CMYK
PROCESS
92.550540
73.638511
47.718012
53.954375
C=73 M=35 Y=0 K=0 1
CMYK
PROCESS
72.921336
34.741738
0.000000
0.000000
C=95 M=80 Y=46 K=54 1
CMYK
PROCESS
94.619668
80.257875
45.917448
54.482335
C=64 M=42 Y=31 K=14 1
CMYK
PROCESS
63.631642
42.139313
30.698100
13.662927
Color Group 1
1
C=67 M=0 Y=40 K=0 1
CMYK
PROCESS
67.348742
0.000000
40.280765
0.000000
C=0 M=50 Y=99 K=0
CMYK
PROCESS
0.036600
50.066400
98.565600
0.000000
C=72 M=0 Y=100 K=0
CMYK
PROCESS
72.213300
0.000000
99.804700
0.000000
C=79 M=99 Y=4 K=1
CMYK
PROCESS
78.613000
99.057000
3.784200
0.521900
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
C=98 M=69 Y=24 K=9 1
CMYK
PROCESS
97.610432
69.118786
24.432746
9.204242
C=70 M=15 Y=0 K=0 1
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>stream
HWkOHί_ZgSU~ZH!F+XĀd_V js=սClm_n{z9;9:!8>u`<CO!0%l/ Y"tC<W_-лӳiV-n7&w1893ǗăM۱8U`
7ҫE#˦`8>0ۏ%o&2/x00o&g#oMsP'>0۞/{*i'!wӫA.>Z<nT:X^In B0&]nb?:xl@Ǟȵ!Uuݞ
(Wsq#7
8PLX/{\u=q7E4NCfHFsp2~VQêWOZx[ǯh$h'3~Gk}˓qx4ADi4UMɬ醴62]̻
fU,_FQGS)t(O)[.u\'T%
Uen驚__c/jwt1.qgecv0hqMg
Ø0P``;zJEA8_cǘ{c"Do}O?B@U-G2c.gOm#O*7/csZv
9?1{\M_4S0tGq&`?w?
ͩm8I2j^OvQGP