%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
5773006773-AA-ENERGY_LABEL_RDNT231I30WN (EU)_OLD_STD
2020-09-30T15:55:31+07:00
2020-09-30T15:55:31+07:00
2020-09-30T15:55:31+08:00
Adobe Illustrator CC 23.0 (Windows)
256
192
JPEG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uuid:d7a00bf8-d460-443a-8ad5-206c8aae764e
xmp.did:ce3cd4cd-0e33-794f-87dd-2099843e233f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0c8feca1-1cdb-4e7f-be6c-6ccd1f79e25b
xmp.did:75859848-f82e-7147-a13d-a11a1e7f4036
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:31A1F19521A2E511B7C382920CEBB739
2015-12-14T14:57:44+07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:ce3cd4cd-0e33-794f-87dd-2099843e233f
2020-09-30T15:55:28+07:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
True
True
1
210.000003
297.000012
Millimeters
Arial-ItalicMT
Arial
Italic
Open Type
Version 7.00
False
ariali.ttf
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
Calibri
Calibri
Regular
Open Type
Version 6.22
False
calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 6.22
False
calibrib.ttf
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
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
PANTONE 123 C
SPOT
100.000000
LAB
83.921600
13
78
Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
PANTONE Medium Blue C
SPOT
100.000000
LAB
47.451000
-33
-54
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
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[8.50389 8.50389 603.779 850.394]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 26 0 R/TrimBox[8.50389 8.50389 603.779 850.394]/Type/Page>>
endobj
24 0 obj
<>stream
HWMGϯemH ȓ@0F
H9U3sl`-NLwSo~v۸}iкs7))iz%#GZ H[ϡ
>n$9}}W#Ծwo_pKa∽JmւD(cnX9]
*אkDo/zħ+#хj/ѯ;ZHʜo?l@Q% 22eyv<6GȽra(br[Ie Tcp˘<#Xb{3m\r
pb I)%RPG)-G҄3x.)&jqC
"Ru@' ciubY\#s =2 !/WVuL*1%#sdމCꇦ%v+U!5Da@`*XᩛK $@~BM`
gJH+Z?:@:|&@)J=AYp2H1IaL%&+#N(Zdƺob{zr{rxA?eH%/zl\QM}kHL4i|`'ejMeafZN9C
?XHQe+Y^湲d?@;I~1?/ly4%f2Ő"|ѐ$5:)d7/!
=$V˝ ]rF}=/