%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
NOVUS Transmisores de Temperatura Guía de Selección
2018-10-01T11:54:08-03:00
2018-10-01T11:54:08-03:00
2018-10-01T11:54:08-02:00
Adobe Illustrator CC 2017 (Windows)
256
184
JPEG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uuid:c2ddb146-5376-4431-9557-2c529a858d2a
xmp.did:06036c34-3667-8b42-977a-bedf9a5f1008
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:db7a9dbe-94ad-4b17-9532-dd29df194eaf
xmp.did:a920284b-fa94-b04a-85ac-799999a3e8d9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:69c2de62-5c9c-a741-bfcc-bc869dd86b9d
2018-04-27T14:00:29-03:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:06036c34-3667-8b42-977a-bedf9a5f1008
2018-10-01T11:53:48-03:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxBlock-USB-RTD\04 Imagens\TxBlock-USB-RTD.psd
xmp.did:34B6EBA13F33E611A489F2B086AB73BD
xmp.iid:0E1F7D49C333E611A174B801D96C520A
EmbedByReference
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxIsoPack-USB\04 Imagem\TxIsoPack USB.psd
uuid:95BA028D3838E011BB7EF31212871578
xmp.iid:B021575FAA16E4119775DF9528FD6413
EmbedByReference
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxBlock USB\04 Imagens\psd\TxBlock USB_1.psd
xmp.did:CBB708B832A5E311B5B2FE2A5D22B598
xmp.iid:A7B85A4CFCF2E3118403F7EDB20D8669
EmbedByReference
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxMiniBlock\04 Imagens\TxMiniBlock.psd
uuid:95BA028D3838E011BB7EF31212871578
xmp.iid:bba9dfe8-ff6b-934a-8bae-8e64e23f5d8e
EmbedByReference
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxIsoRail-HRT\04 Imagens\TxIsoRail-HRT.psd
xmp.did:F37DD680F515E511A38CD62F97BBFFCE
xmp.iid:e5bcefaf-a1dc-bf49-b2b8-994fbf4ed66f
EmbedByReference
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxIsoRail\04 Imagens\TxIsoRail Fundo Transparente.png
0
0
EmbedByReference
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxRail-USB\04 Imagens\PSD\TxRail-USB.psd
xmp.did:355B49C6A0EDE411A727D164F3565DA4
xmp.iid:8cc547bc-d442-544a-a492-534b276d7fb9
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxBlock-USB-RTD\04 Imagens\TxBlock-USB-RTD.psd
xmp.did:34B6EBA13F33E611A489F2B086AB73BD
xmp.iid:0E1F7D49C333E611A174B801D96C520A
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxIsoPack-USB\04 Imagem\TxIsoPack USB.psd
uuid:95BA028D3838E011BB7EF31212871578
xmp.iid:B021575FAA16E4119775DF9528FD6413
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxBlock USB\04 Imagens\psd\TxBlock USB_1.psd
xmp.did:CBB708B832A5E311B5B2FE2A5D22B598
xmp.iid:A7B85A4CFCF2E3118403F7EDB20D8669
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxMiniBlock\04 Imagens\TxMiniBlock.psd
uuid:95BA028D3838E011BB7EF31212871578
xmp.iid:bba9dfe8-ff6b-934a-8bae-8e64e23f5d8e
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxIsoRail-HRT\04 Imagens\TxIsoRail-HRT.psd
xmp.did:F37DD680F515E511A38CD62F97BBFFCE
xmp.iid:e5bcefaf-a1dc-bf49-b2b8-994fbf4ed66f
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxIsoRail\04 Imagens\TxIsoRail Fundo Transparente.png
0
0
N:\Produtos\01 Grupos de produtos\01 Instrumentação\Transmissores de temperatura\TxRail-USB\04 Imagens\PSD\TxRail-USB.psd
xmp.did:355B49C6A0EDE411A727D164F3565DA4
xmp.iid:8cc547bc-d442-544a-a492-534b276d7fb9
Print
False
True
1
841.890000
595.280000
Points
Helvetica-Black
Helvetica Black
Regular
Open Type
001.001
False
Helvetica-Black.otf
ArialMT
Arial
Regular
Open Type
Version 5.22
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.22
False
arialbd.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
Branco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Preto
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Vermelho CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarelo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Ciano CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
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
Cinzas
0
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
Luzes
0
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
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
6 0 obj
<>stream
HWn}W7YVu^4E\%i;gIKj# dW:Uu]5%/^^+>e?F:FrpWd엣-MvKa$dŤPL)#5 (7)C
%/w珑ѢVभs.|ͬG*UELU>y`#4@jm*ix16'"<*u1G9xPvʰb~,
*QLUPwJ̥?RP4 ו-0D SRPЊrW0V;ѠUby"&
Ҭm(u9h0*Ɋ)7TP5,5L?,?X4lŀDѰW5fEvP
9(1fcfoD4eZlR?O%:Hfml*-^T>Et3cO9Mžc,) KվbOSD})Þܧ"R=Oe*{"TcOu*YI~hR/Ѧ_ʱ)K5cODA/_J)"O40O$_XS<k ,c4?Rq4 o槈&1b槈6cO]F)4?A4B=OYF)4?E/Qd41Qf40=OUF94?E/d4cOSDj~!Ş槀.{ *j~!`)K50x-wJd4>JָG(>5\r`Ě1q^78 T\&-`,)(~h)~
3_0d`)M徐_,)˨}!X@M3b_0e0g0ԧ"cOeFB2u>ԩe>3/$|
hS/ċD>s3О7HR*-R$)(<m$^P-(gJJ+-kw
3" 6;8f|Sdt>4>/3TUVw<]5;0$w
ږ@*SpTK
Urkt
^[3xg7^SDchW1E*6M F5LNV~x-s]A Vu0cfCIIY[bcP $jU>%[1p-p»FmVNbgЛRpWՆ( ?`3QlC+3hflMOS/d89;͛j=
E/RgɄOBd/"?|{(qMXCk~pOnN1V>V0>J6WP`]f0Y9u" x|؆|M/tWv>_ Ģc<4"e7Xn^-H4?bsxӛc/AWTb!.ݞ
yQ]R%yl&߶aQga= }S]C٨["^%t:X"SGMtd<`m}a-Aj]X({ּbҷ*4GR,~zϙ+ (0QxZ>zb1e;neQ1(0RVf[Ԫ܉nv!h-6
E`3 ΐ{yy[J#Ţ=GKac!B^'1\Tx|jom+[;}>#1MQjlXƞkw[9=r,F:7)ϗnR@3ߠX*dd/'