%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
IEC_Venture_Thermostat_Sales_Sheet
2022-01-29T22:06:54-06:00
2022-01-29T22:06:54-06:00
2022-01-29T22:06:54-05:00
Adobe Illustrator 26.0 (Windows)
256
160
JPEG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=
uuid:e4e68886-33ee-4dab-97f5-8dc3667dfa63
xmp.did:6dff6392-a212-004a-bfcf-626cec89d072
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:f9623180-b848-984d-8e1e-0d99adcbdbf3
xmp.did:1749526d-e58b-4879-a86e-ebe78e4b0747
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:2022007f-050d-45f4-95c0-71831b25b748
2021-12-07T10:17:25-06:00
Adobe Illustrator 25.4 (Macintosh)
/
saved
xmp.iid:6dff6392-a212-004a-bfcf-626cec89d072
2022-01-29T22:06:40-06:00
Adobe Illustrator 26.0 (Windows)
/
EmbedByReference
IEC Logo - Color - Medium.png
EmbedByReference
IEC Logo - Color - Medium.png
EmbedByReference
IEC Logo - Color - Medium.png
EmbedByReference
IEC monitor 01.tif
IEC Logo - Color - Medium.png
IEC Logo - Color - Medium.png
IEC Logo - Color - Medium.png
IEC monitor 01.tif
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
Konnect-Medium
Konnect
Medium
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
Konnect-Medium.otf
Poppins-Regular
Poppins
Regular
TrueType
4.004
False
Poppins-Regular.ttf
OpenSans-Regular
Open Sans
Regular
TrueType
Version 1.10
False
OpenSans-Regular.ttf
Poppins-Medium
Poppins
Medium
TrueType
4.004
False
Poppins-Medium.ttf
Cyan
Magenta
Yellow
Black
PANTONE 377 C
PANTONE 336 C
PANTONE 294 C
PANTONE 631 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 336 C
SPOT
100.000000
LAB
36.078430
-39
2
C=9 M=4 Y=1 K=0
PROCESS
100.000000
CMYK
9.000000
4.000000
1.000000
0.000000
PANTONE 294 C
SPOT
100.000000
LAB
18.823530
4
-43
C=0 M=0 Y=0 K=60
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
60.000002
PANTONE 377 C
SPOT
100.000000
LAB
59.215687
-25
60
PANTONE 631 C
SPOT
100.000000
LAB
66.274513
-28
-23
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 16.03
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/Thumb 30 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
12 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/Thumb 38 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
31 0 obj
<>stream
HдWлnЩ}чWєЃєРієm.@@І8ыXТњ!ЃaS59УцыsЊЛч"ђzЅф! HЮЅЛЊЋъTеЉ7ЋЋ-И$cmQ-b)xHd<ЮbЖ