%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
VIQC-OnePager_中文翻譯A4
Adobe Illustrator CS5.1
2018-06-04T15:54:56+09:00
2018-06-04T15:54:56+08:00
2018-06-04T15:54:56+08:00
256
168
JPEG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xmp.did:406F420EBE67E8119994F397C834584E
uuid:df45bab9-1d42-44ce-892d-352008dec0c0
uuid:CE85F1FBA309E011AEC6D8FDD12D352E
proof:pdf
xmp.iid:3F6F420EBE67E8119994F397C834584E
xmp.did:3F6F420EBE67E8119994F397C834584E
uuid:CE85F1FBA309E011AEC6D8FDD12D352E
proof:pdf
saved
xmp.iid:4DCDFD2458C3E211A49AF8435D928EAA
2013-05-23T11:23:31+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:4ECDFD2458C3E211A49AF8435D928EAA
2013-05-23T12:21:42+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:45E58B9894C3E2119B5B8D2691DD81AB
2013-05-23T18:36:15+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:46E58B9894C3E2119B5B8D2691DD81AB
2013-05-23T18:37:03+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:979B869B1FC4E211BACDFC248E4BF2CF
2013-05-24T13:36:29+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:989B869B1FC4E211BACDFC248E4BF2CF
2013-05-24T13:36:41+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:9A9B869B1FC4E211BACDFC248E4BF2CF
2013-05-24T14:09:13+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F76E829FD436E311A7368FA5119FD12F
2013-10-17T10:34:18+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:06AACEF4FD36E311BF969A7BC7F6453F
2013-10-17T15:30:11+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:2DDA1D49053AE3119FD4B49816E9960D
2013-10-21T12:00:12+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:48915DE2B2B4E311B9DDA9381FAF7578
2014-03-26T17:39:22+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FD4A902B2A5EE811923AEF15CC13D5BC
2018-05-23T09:39:44+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:3E6F420EBE67E8119994F397C834584E
2018-06-04T15:54:14+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:3F6F420EBE67E8119994F397C834584E
2018-06-04T15:54:44+08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:406F420EBE67E8119994F397C834584E
2018-06-04T15:54:53+08:00
Adobe Illustrator CS5.1
/
Print
1
True
False
209.999929
297.000132
Millimeters
DFHei-W7-WINP-BF
華康粗黑體(P)
Regular
TrueType
Version 2.00
False
DFT_1.TTC
DFHei-W5-WINP-BF
華康中黑體(P)
Regular
TrueType
Version 2.00
False
DFT_0.TTC
DFLiHei-Lt
華康儷細黑(P)
Regular
TrueType
1 Aug., 1999: Unicode Version 1.00
False
DFFN.TTC
DFLiHei-W7-WINP-BF
華康儷粗黑(P)
Regular
TrueType
Version 2.00
False
DFT_5.TTC
Cyan
Magenta
Yellow
Black
PANTONE Cool Gray 8 C
PANTONE 1795 C
PANTONE 3005 C
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
90.000004
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
C=38 M=100 Y=42 K=0 1
CMYK
PROCESS
37.647104
100.000000
41.960800
0.000000
C=84 M=51 Y=0 K=0 1
CMYK
PROCESS
84.313703
50.588202
0.000000
0.000000
PANTONE 3005 C
SPOT
100.000000
CMYK
100.000000
34.000000
0.000000
2.000000
PANTONE 1795 C
SPOT
100.000000
CMYK
0.000000
94.000000
100.000000
0.000000
PANTONE Cool Gray 8 C
SPOT
100.000000
CMYK
0.000000
1.000000
0.000000
42.999998
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
89.999402
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
鮮豔
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 9.90
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
23 0 obj
<>stream
HWˎ$IWtNx qB8pF]уFڿ<"*W̪wg|?7x~g;8(glx˧_gG>ӗ}=x?ts4kG+1/o/ax|zr'\;8t%/)]Jb
/,/fRɆAZXԪs<ʔTR,!,MbKG=EǍR;UJsA3q OLRz#p]tF~qp֢/t8^)?A2YB ሗ
KqCx^#aLge2^#O,э%8}\cJT^`+y十BF͇#Xղk,Ĵ
Xo?]"AJ3% i
}\H(^6yy{y0LG1GGv6F2U{b$(B[ykb0רdT1#?^:!t0vNq>hr_p_/rklUM}9y&<}H[_]$unV0^[jY#P뽟&{UݱLҧ࠘HSsDFz: S!bѡyLĉh"J8[ G8DԹ\K[@*P6*{uP0_S^_Jj{FOm-ؘYvΌ!uIQ4&