%PDF-1.5
%
1 0 obj
<>/OCGs[16 0 R 14 0 R 17 0 R 15 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
岩手町交通網計画【概要版】_七校(おもて)
2017-04-26T18:44:46+09:00
2017-04-26T18:44:46+09:00
2017-04-26T18:44:46+10:00
Adobe Illustrator CS6 (Windows)
256
128
JPEG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uuid:a943d758-1d21-4979-a4c1-82a912642a28
xmp.did:C9FC0DEC642AE711B558CC4591117993
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:C8FC0DEC642AE711B558CC4591117993
xmp.did:C8FC0DEC642AE711B558CC4591117993
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:D5B33A441A06E711AEBBE42A26BD4095
2017-03-11T14:19:14+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:C9FC0DEC642AE711B558CC4591117993
2017-04-26T18:44:43+09:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
420.000203
296.999959
Millimeters
KozGoPr6N-Light
小塚ゴシック Pr6N
L
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Light.otf
KozGoPr6N-Medium
小塚ゴシック Pr6N
M
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Medium.otf
KozGoPr6N-Bold
小塚ゴシック Pr6N
B
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Bold.otf
KozGoPr6N-Heavy
小塚ゴシック Pr6N
H
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Heavy.otf
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
C=59 M=0 Y=76 K=0 1
CMYK
PROCESS
58.999996
0.000000
76.000000
0.000000
C=0 M=67 Y=0 K=0 1
CMYK
PROCESS
0.000000
66.999992
0.000000
0.000000
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
C=84 M=34 Y=100 K=0 1
CMYK
PROCESS
84.338303
34.290897
100.000000
0.000000
C=16 M=10 Y=0 K=0 1
CMYK
PROCESS
15.999996
10.000002
0.000000
0.000000
C=75 M=0 Y=66 K=0 1
CMYK
PROCESS
75.000000
0.000000
66.000000
0.000000
C=85 M=30 Y=0 K=0 1
CMYK
PROCESS
85.000000
30.000002
0.000000
0.000000
C=0 M=16 Y=29 K=0 1
CMYK
PROCESS
0.000000
15.999996
28.999996
0.000000
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
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 68 0 R/TrimBox[8.50391 8.50391 1199.06 850.394]/Type/Page>>
endobj
20 0 obj
<>stream
HdW9
?O1/9#,P\Sd
*oOwkΙIqKVK~ǻg߽?ow?t|/_üFXcϿwiOy)UӡY2mN8>ʞZ/ͬղqSI"/}ϗĜŧ&r~8e㸬ƲO l{O
纾aFL?@~//WqvD%"Yz_{lF`4;KI[-Q<{%~|Bʨ{GYƐN