%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Double cylinder_2
2015-02-23T18:07:07+07:00
2015-02-23T18:07:07+07:00
2015-02-23T18:07:07+08:00
Adobe Illustrator CS6 (Windows)
144
256
JPEG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uuid:fb46e2b6-783d-40e3-a6e6-060ec7c36755
xmp.did:714FB8184CBBE411AD70E3DE4D051C8D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:29daf688-027a-4bef-beb7-ea02e8e4220c
xmp.did:A72E6E0C6939E411B5B2F2BD8AED17E3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E3FADDDE5698E3118E78B1DD8C134AE5
2014-02-18T11:41:02+07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:714FB8184CBBE411AD70E3DE4D051C8D
2015-02-23T18:07:03+07:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
D:\26 Installation\20-02-2015 Chittagon Double cylinder\HAFELE-2.tif
Print
False
False
1
210.001652
296.999959
Millimeters
ArialMT
Arial
Regular
Open Type
Version 5.10
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.08
False
arialbd.ttf
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
Arial
Arial
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
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
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
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HW[oG~_1ҙg칼"ҊVEB9R_RrvnU;<:+)"蹰K=:cs&!R7[,uvgoV[ٗMG1ټr:"w>AX>C
LЊx|s_.cx-f!Qr!K;xĞcu K.z"v#R\)>q7O)ԊQn`"se$+,j(-dJ
٪VaZRZ?-cxCY6z*vG$OAnR71OP)\{<\hHGxANKum%ZC̠%t,잂jEҒPӊd/QfV[Dm;S("-<0-?9mP$W<܆[[ӟ?v³+Zkl?M"kom28g@BP6N2
t$}67}4|m al DG^a<2(4 "Tr33[1)TRs5=H0RHn77I@
1Y$b /B@FdCqfa4?Nfޢs\1QzV$,Fr:뒎sFV6#լdBc A0mT| ߈:(&oMۭX0YX`:/vH@TC3V"SX
w+AG^y