%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Platinum RTDs FMB
2019-06-17T07:57:49-05:00
2019-06-17T07:57:49-05:00
2019-06-17T07:57:49-05:00
Adobe Illustrator CC 23.0 (Macintosh)
256
180
JPEG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:a739f3f6-8751-fd4e-99c3-46f294645161
xmp.did:5b127494-20ae-48e9-a3ce-469e8f300c86
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:25618481-8b38-744f-9e2f-7fc00b3734e0
xmp.did:13e13a75-85fd-4282-b24a-4ea1e7f9eccf
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:D5D5670F5411E2119BF2B4B932DC17C3
2012-10-08T09:25:50-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:5b127494-20ae-48e9-a3ce-469e8f300c86
2019-06-17T07:57:45-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Volumes/Marketing/Graphic Design/Product Photos/Temperature/Stainless Button Sensor.png
EmbedByReference
/Volumes/Marketing/Graphic Design/Product Photos/Temperature/Plastic Button Sensor.png
EmbedByReference
/Volumes/Marketing/Graphic Design/Product Photos/Temperature/Brass Button Sensor.png
/Volumes/Marketing/Graphic Design/Product Photos/Temperature/Stainless Button Sensor.png
/Volumes/Marketing/Graphic Design/Product Photos/Temperature/Plastic Button Sensor.png
/Volumes/Marketing/Graphic Design/Product Photos/Temperature/Brass Button Sensor.png
Print
False
True
1
8.500000
11.000000
Inches
Impact
Impact
Regular
TrueType
Version 2.35
False
Impact
Langdon
Langdon
Regular
Open Type
Version 1.000
False
Langdon.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-It.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-BoldIt.otf
MyriadPro-Black
Myriad Pro
Black
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Black.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
New Color Swatch 2
PROCESS
100.000000
CMYK
74.999601
67.895001
67.034400
90.060300
K=42 1
GRAY
PROCESS
107
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
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
25 0 obj
<>stream
HWKo# ~?D^WA2ŤhI@~|3=Yqiʐ
[3㫚wk
X5'_άz}+kϡy+ϝ>q`~a%JO~}CE#8R13AЃG_'ó͛Wևݼ~k̤]9bť/̫ǿ}1g^y7M4ϮͰY i/94D۟7GC"#3?hONm5$Dcˋ-
rKJ2~̏|Wo^`~gyg9 !a6WjO|JrsH7e:3yAg\ |[ rc|%|pБXt&D*tk
2\s:3.px2)$MNT.7\_)S|w}j÷،A9anq)!QSE!^mO?;}~|B9Fo/[6
)U/=G>ynyG0G/j?}dk}%g,Y9v=}r&Nc-1393%ZND_,NNISsUs#ݏs^ģ%ޛ|se۾ҧ,Tٲnͯxpaq6\b5
"Kd_(D75kKwZ[
"/\(dBλRPX@hNIC}z*@ĢEAnXxhD; "!YqIa4+TBA
ryA bmd!`bEKE=%zNB5\. BkQB #h8xHL<0t? Mrv4ʒj(g(adVEEhe/H2+[$MQhoNtnBOEB--nRRQC
0 >#b.%~evrOR<<:A[& %5j;8GB \ef&% &Dw[ 4;VAHM뤵THEև&(ڤkG'ŒŤol$Ν@i`QR'%-NۗTFx'U26=%2hP"`r>IhBmU Dwd
rY12QqQx=NR2a,Bq<ă9r1gl^GG\KuBLR1kq(G|#'Ea&eHhLm%=TJM=/`ѫ說yТQmNBC8,tل\9BhPZӬYji !2և1v8CԗQx+/=PAcnzPzF=䂽JU1( wj$6F5:9"VV⩔RQdhE;]#fPba$6 q أPw&TvD!2W =*+PAu|.z`FĻfh_xI+UhiJ74
]FK5~*hL@M
4CM;~+vDV7}
PCCw+ߙKwAuCG-9?y݂y]ӧ.Hq*k3[duۑs{K)wdܝ L{/vg[`[ױmG+0 -weZ`Z1m>͉eYv̑c{KSJ f &|Sݻ~@ЖE3JPa