%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
1111
2021-02-25T08:43:04+08:00
2021-02-25T08:43:04+08:00
2021-02-25T08:43:04+09:00
Adobe Illustrator CS6 (Windows)
256
176
JPEG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:8c54b5b5-6023-4fda-91b1-3c64421d8f6f
xmp.did:EE06AC690277EB11B3BBBF6D572F9EB6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2304d5ad-13c6-af41-8646-360ef867abec
xmp.did:0980117407206811822A897E387FE54C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:EE06AC690277EB11B3BBBF6D572F9EB6
2021-02-25T08:43:01+08:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
296.999959
210.001652
Millimeters
Cyan
Magenta
Yellow
Black
PANTONE 5435 C
默认色板组
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 红
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黄
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 绿
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 蓝
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋红
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
PANTONE 5435 C
SPOT
100.000000
LAB
74.509804
-5
-10
灰色
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
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
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
7 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
8 0 obj
<>stream
HWˎ$WLo^t0x, 3"g'c#|i?l_.ik]f\C˷Ot]o:Gscퟗoߞ^/_}L^~lK϶\ʵնu^/-o'R4I𧖅?Cs:?'P}[H9I3aRSʟg49sJ];z HPugV [C*cހSas-Sl9*qj+j)m2dWпOUMY9 Rl?j
-4jHZ;b,빳0cM40~bPk'>I4JEg%b}9 "2Ñ#js#96F,e nE~>'Js(CHo[Zu"4UMW̰)
LEK0_4 =U@G *Ʒʍ_.'nC[2n}V@g9=K4Gt]_pm-~$/%7 ]Jeo͌|*>>xh ό}Տxe 5{7 #]0GܑOz5y!Ęȼ5τZVו1V
q&64*[i