%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
72SB
2021-05-13T16:05:01+08:00
2021-05-13T16:05:01+08:00
2021-05-13T16:05:01+09:00
Adobe Illustrator CC 23.1 (Windows)
192
256
JPEG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:c579b4f4-6bc3-48ed-91c0-5830fde524bf
xmp.did:7427e00b-ab80-d247-86a7-5d2f35d2a791
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6f874d78-d712-bc46-add3-ee4ae6e05d25
xmp.did:6f874d78-d712-bc46-add3-ee4ae6e05d25
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ca72fda8-ce4a-ec4c-b3ec-96b1e5bb01bf
2021-05-06T17:25:57+08:00
Adobe Illustrator CC 23.1 (Windows)
/
saved
xmp.iid:7427e00b-ab80-d247-86a7-5d2f35d2a791
2021-05-13T16:04:52+08:00
Adobe Illustrator CC 23.1 (Windows)
/
EmbedByReference
C:\Users\XH\Desktop\PICC.png
EmbedByReference
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\S6.png
0
0
EmbedByReference
C:\Users\XH\Desktop\PICC.png
EmbedByReference
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\S6.png
0
0
EmbedByReference
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\78SA.png
0
0
EmbedByReference
C:\Users\XH\Desktop\PICC.png
EmbedByReference
C:\Users\XH\Desktop\PICC.png
EmbedByReference
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\78SA.png
0
0
EmbedByReference
C:\Users\XH\Desktop\PICC.png
EmbedByReference
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\66SA.png
0
0
EmbedByReference
C:\Users\XH\Desktop\PICC.png
EmbedByReference
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\78SA.png
0
0
EmbedByReference
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\66SA.png
0
0
EmbedByReference
C:\Users\XH\Desktop\PICC.png
EmbedByReference
C:\Users\XH\Desktop\QQ图片20210508155808.png
C:\Users\XH\Desktop\PICC.png
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\S6.png
0
0
C:\Users\XH\Desktop\PICC.png
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\S6.png
0
0
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\78SA.png
0
0
C:\Users\XH\Desktop\PICC.png
C:\Users\XH\Desktop\PICC.png
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\78SA.png
0
0
C:\Users\XH\Desktop\PICC.png
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\66SA.png
0
0
C:\Users\XH\Desktop\PICC.png
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\78SA.png
0
0
C:\Users\XH\Desktop\20210312_通威太阳能产品宣传册\66SA.png
0
0
C:\Users\XH\Desktop\PICC.png
C:\Users\XH\Desktop\QQ图片20210508155808.png
Print
False
True
1
210.000000
285.000000
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
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 807.874]/Type/Page>>
endobj
6 0 obj
<>>>/TrimBox[0.0 0.0 595.276 807.874]/Type/Page>>
endobj
15 0 obj
<>stream
HWێ,9|ZhxFEA}"25=,ZhWtdd:#ѫ+uC:Jo黿㟿o~mQ|j:j*s9Vy{O8ۇ^Ǵ\o|yG+5>cӿF