%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
SISUMaps-2025
2025-06-25T16:49:16+08:00
2025-06-25T16:49:16+08:00
2025-06-25T16:49:16+08:00
Adobe Illustrator 25.0 (Macintosh)
256
92
JPEG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=
uuid:a0af7d17-79fc-c34a-8ab8-2baf629d2e80
xmp.did:0fc39ef3-ba3c-415e-ad82-3cd949233ee3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:314bbc4c-d718-7c49-9577-441ad1d37c03
xmp.did:fa151123-8475-4a25-8986-ffcb2dd71d80
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:f70635bc-9636-49bf-88ba-f20484ec9686
2018-05-02T10:04:58+08:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:0fc39ef3-ba3c-415e-ad82-3cd949233ee3
2025-06-25T16:49:10+08:00
Adobe Illustrator 25.0 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 15.00
1
False
False
419.999583
297.000083
Millimeters
Cyan
Magenta
Yellow
Black
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=19 M=24 Y=40 K=0
CMYK
PROCESS
18.640400
23.697300
39.813800
0.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>>>/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
6 0 obj
<>>>/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
9 0 obj
<>stream
HlWͲ7
ߧ8_,˶'`ł5u+"u=$PXe۫i~/__wc{__gƳ~EEg~_JOQlg6;VR-k63KK{?{WoXGhA+!iϻuV;tyM:;d߶6ߵil{3kok~.>kO\_oVeO~1Ga
~rUu/^n^xßzH]yA{-Z/(P7dP^6;鬏&,Qu
>υnRω\;Ns .| ώN%gWd
gh??{??=[ 4c{v^~mJ?|J]o~ޟ*(T