%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Instruction_ULF-L52_220V_TB300323_web
Adobe Illustrator CS5.1
2023-03-20T17:01:53+04:00
2023-03-20T17:01:53+03:00
2023-03-20T17:01:53+03:00
180
256
JPEG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=
xmp.did:5E48078F26C7ED11B8D5DBACB6EE441F
uuid:ab0c50ec-904a-44a2-8215-8a2ded410aa2
uuid:B72D09068ED5EB11B25F9815DF0857C2
proof:pdf
uuid:b67954b5-bacc-4988-a22d-131aeefb1385
xmp.did:EF4C88C3E7C6ED11BDBE9B0324FBF0A3
uuid:B72D09068ED5EB11B25F9815DF0857C2
proof:pdf
saved
xmp.iid:1C9C471B2875ED11B498C0E373625DE5
2022-12-06T11:50:23+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:1E9C471B2875ED11B498C0E373625DE5
2022-12-06T12:21:44+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:1F9C471B2875ED11B498C0E373625DE5
2022-12-06T12:22:49+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F210D6E2387DED11B99FF2BADA7BCAFD
2022-12-16T15:06:04+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:EE4C88C3E7C6ED11BDBE9B0324FBF0A3
2023-03-20T09:33:14+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:EF4C88C3E7C6ED11BDBE9B0324FBF0A3
2023-03-20T09:39:45+03:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:5E48078F26C7ED11B8D5DBACB6EE441F
2023-03-20T17:01:50+03:00
Adobe Illustrator CS5.1
/
Print
1
False
True
295.999848
209.999929
Millimeters
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000001
69.999999
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
69.999999
90.000004
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000004
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000001
0.000000
94.999999
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000002
5.000001
94.999999
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000001
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000002
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000001
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 839.055 595.275]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 839.055 595.275]/Type/Page>>
endobj
14 0 obj
<>stream
HWˎe9W{K#BJH
DD}4h@r}}=k:~/HLu{=?O/_~t/? Yvvx^k>79j>^ә̎z9`e텸5aL²g9ۑΞrʇ87ӱQOnbMГ?@
Yr> v6m2R.T`XьSKoGFPx)}~RYGkj߿K&UK9@fSH&*x!>Di]pOb>Ӱ
Vl6V+"B.Je"0F*2'NSO3tbՕsǾQ