%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
20141222興洋&定点観測
2014-12-22T18:25:58+09:00
2014-12-22T18:25:58+09:00
2014-12-22T18:25:57+09:00
Adobe Illustrator CS5
256
204
JPEG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uuid:403a4fc3-7b54-3348-a283-1980084151a3
xmp.did:F97F1174072068118C14D3663111A786
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:F87F1174072068118C14D3663111A786
xmp.did:F87F1174072068118C14D3663111A786
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F87F1174072068118C14D3663111A786
2014-12-22T18:03:20+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:F97F1174072068118C14D3663111A786
2014-12-22T18:25:49+09:00
Adobe Illustrator CS5
/
Print
False
False
1
296.999959
210.001652
Millimeters
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
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
グレースケール
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
ビビッド
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 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 12 0 R/TrimBox[8.50389 8.50391 850.394 603.784]/Type/Page>>
endobj
8 0 obj
<>stream
HWˮ]9߯?p]~MIKĀ1
4HgU>AE9j.sU~>!J*s48nt;t|û_1çô1J1a&+cuzVzK=JYk[g܌TۊxZja)%<>?ll~=1k W綛YjQ`K5ĕfh|ImuR/+-B;$Ep~хO|hy/UY^xxOxz}14sF19Z9rХ8\_lNQom{T̽d6Wݪ4*tC녻>]^j)>#h1%Za{F^Hw)?X*3\TsM9<eVF0'w=Ccp\k{J69Y-AE=kkʌ:DR&(}u)?+fQUx}#2z=