%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 12 0 R 13 0 R 213 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
列印
2019-09-09T13:54:18+08:00
2019-09-09T13:54:18+08:00
2019-09-09T13:53:58+08:00
Adobe Illustrator CS6 (Windows)
196
256
JPEG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uuid:bfa944b7-ddc8-497e-a5bb-042b28e36978
xmp.did:6B5CD3DBA0D2E911933AEC76A770EE47
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6A5CD3DBA0D2E911933AEC76A770EE47
xmp.did:6A5CD3DBA0D2E911933AEC76A770EE47
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E31626EFABCFE911B4A0AC11A7441080
2019-09-05T15:08:17+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:6B5CD3DBA0D2E911933AEC76A770EE47
2019-09-09T13:53:59+08:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
D:\朝晃\製作物\麥小寶\QR\107年12月開始計次文宣品用QR\line.png
EmbedByReference
D:\朝晃\製作物\麥小寶\QR\107年12月開始計次文宣品用QR\C+.png
EmbedByReference
D:\朝晃\製作物\麥小寶\QR\107年12月開始計次文宣品用QR\官網.png
Print
False
True
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
14.999998
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
16 0 obj
<>/Resources<>/Properties<>/XObject<>>>/Thumb 238 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
215 0 obj
<>stream
HtWɮ#
+T=d؆>Bmi/`fA2`ۗ
~]laO{[~|oz~?LQmֶ.mco)b/?Lm-Ǽ5{el\kgtTѶaIn\x႐(Z