%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DTM-1
2015-01-13T23:40:51+08:00
2015-01-13T23:40:51+08:00
2015-01-13T23:40:51+09:00
Adobe Illustrator CS6 (Windows)
192
256
JPEG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uuid:8341e714-a972-428d-89e3-a5a5ceeb89d0
xmp.did:A7F00D8C3A9BE4119642BC41584BF9DF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f62a840c-78d2-4c44-a7ae-dc042828360c
xmp.did:1A96C9E4389BE4119F649FB0BFE4BE8A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:D79C1D50F4BCE3119993FB0766543575
2014-04-06T02:58:45+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:A7F00D8C3A9BE4119642BC41584BF9DF
2015-01-13T23:40:48+08:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\wdtot_000\Documents\AXE\抽取式磁碟\2014AXE\axe\LAB-B\DTM-B.jpg
EmbedByReference
C:\Users\wdtot_000\Documents\AXE\抽取式磁碟\2014AXE\axe\LAB-B\LABDTM-B.jpg
Print
True
False
1
215.900000
279.400000
Millimeters
ArialMT
Arial
Regular
Open Type
Version 6.87
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 6.87
False
arialbd.ttf
DFKaiShu-SB-Estd-BF
標楷體
Regular
Open Type
Version 5.00
False
kaiu.ttf
AdobeMingStd-Light
Adobe 明體 Std
L
Open Type
Version 6.007;PS 6.001;hotconv 1.0.67;makeotf.lib2.5.33168
False
AdobeMingStd-Light.otf
PMingLiU
新細明體
Regular
TrueType
Version 7.01
False
mingliu.ttc
Cyan
Magenta
Yellow
Black
預設色票群組
0
白色
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
黑色
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK 紅色
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黃色
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 綠色
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青色
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 藍色
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋紅色
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
灰階
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
明亮
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
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>stream
HWYo~_16/C00;CG$es