%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
20180719saigai001
2018-07-18T19:18:56+09:00
2018-07-18T19:18:56+09:00
2018-07-18T19:18:55+09:00
Adobe Illustrator CS6 (Macintosh)
180
256
JPEG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uuid:40dfe2e4-9d1f-b245-850b-fc3789d73c00
xmp.did:0780117407206811822A9DC4AEDB369C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9a224da9-65f6-914d-a5fc-bd2c56f24bde
xmp.did:0580117407206811822A9DC4AEDB369C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822A8DB483DBDE89
2018-07-18T15:45:24+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0780117407206811822A9DC4AEDB369C
2018-07-18T19:18:53+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/kiyoshi/Desktop/西日本豪雨災害岐阜山崩れ/浸水被害2.jpg
EmbedByReference
/Users/kiyoshi/Desktop/西日本豪雨災害岐阜山崩れ/浸水.jpg
EmbedByReference
/Users/kiyoshi/Desktop/西日本豪雨災害岐阜山崩れ/外観目視調査.jpg
Print
False
False
1
210.001652
296.999959
Millimeters
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
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
輝き
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
7 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
8 0 obj
<>stream
HlWɎdIWURM'_|=y!dMpQiλvy37F<5Iɩ8!>LJԮ\Jv!s4(tndX=tUj,P:ؔda8٩BZ7clO6K3ժ"dL[a"ˮ杦uJI
O&hӧZ&t(Q&+au
F_l.Q)
/2A(5L,-E6J4bG̛HܦSYCICqڍZPQ5\2
vX/4lttx1j;i$Rg9Fd,#J?(
`?4xVjhvnGRhc 2"7(Á#Җ4=,\&9,]]zIS0J9>>JR4Hy[(@hO 0e/.Mq[;HRnF^V2]