%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 55 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
AD01
2018-08-02T17:35:52+08:00
2018-08-02T17:35:52+08:00
2018-08-02T17:30:05+08:00
Adobe Illustrator CS6 (Windows)
180
256
JPEG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uuid:3aeb8bc9-cfbd-4e2b-ad04-04c690d33cf3
xmp.did:C0A0C8233696E8118888E96A6C7C14A7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:084a1ae1-325a-47c1-831e-1268194944be
xmp.did:195E9E3E8D7DE811B29884FF8B3CE42C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:39D7D315F078E811BC75B634D6F0D4B5
2018-06-26T11:21:58+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:C0A0C8233696E8118888E96A6C7C14A7
2018-08-02T17:30:06+08:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
210.001652
296.999959
Millimeters
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
14.843798
100.000000
89.843798
9.765601
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843798
84.765601
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921899
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
34.765601
84.765601
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843798
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921899
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
84.765601
9.765601
100.000000
9.765601
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843798
29.687500
94.921899
29.687500
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
79.687500
9.765601
44.921899
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921899
14.843798
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765601
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921899
4.687500
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
34.765601
100.000000
34.765601
9.765601
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765601
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921899
19.921899
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843798
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843798
44.921899
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765601
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765601
64.843798
39.843798
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843798
64.843798
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765601
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765601
59.765601
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843798
64.843798
89.843798
34.765601
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843798
69.921899
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921899
79.687500
69.921899
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
89.843798
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921899
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765601
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
39.843798
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921899
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765601
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
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
9.765601
94.921899
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765601
9.765601
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843798
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765601
89.843798
0.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 60 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
57 0 obj
<>stream
HWɮcI+v
>ИM68fwʼ#sPdėz͛DGӞ [A.b2^2#aĎc
NӞwG`8Y0+䰈hYw0
5"fJfk}ƻD_ SlL.~)222o3PY0DM3q#*(2ّ}N|)ʼHOa"RaR_:qAX=ahN³hLic^q&P
!uo9[tK
T?<+ (D%$H8="^+9xBu ,֊#p0ƮgEۥjek7CS^Q
OI@Z ]~6}"vvX7pMz
O7א?SoS\=#1
3^@ Y3or`0zuPF)ՄB:Ѝ_LEЇnmڣ1Qqd(AJ!)Vqt/& m'*3P7}llʯ-\w MvPB"ECC݂G0ţ\[VJgA[8n|?5~&N