%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
パート2 京都
2021-01-25T14:45:54+09:00
2021-01-25T14:45:54+09:00
2021-01-25T14:45:54+10:00
Adobe Illustrator CS5.1
256
64
JPEG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uuid:970317d3-5bd9-483e-b3da-601810718fe3
xmp.did:2C719BC8CE5EEB11A4A2930E55784347
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:2B719BC8CE5EEB11A4A2930E55784347
xmp.did:2B719BC8CE5EEB11A4A2930E55784347
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E8C090B0B65EEB11A4A2930E55784347
2021-01-25T14:29:13+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:E9C090B0B65EEB11A4A2930E55784347
2021-01-25T14:31:15+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:26719BC8CE5EEB11A4A2930E55784347
2021-01-25T14:32:58+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:27719BC8CE5EEB11A4A2930E55784347
2021-01-25T14:34:20+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:28719BC8CE5EEB11A4A2930E55784347
2021-01-25T14:36:16+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:29719BC8CE5EEB11A4A2930E55784347
2021-01-25T14:38:02+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:2A719BC8CE5EEB11A4A2930E55784347
2021-01-25T14:39:16+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:2B719BC8CE5EEB11A4A2930E55784347
2021-01-25T14:40:46+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:2C719BC8CE5EEB11A4A2930E55784347
2021-01-25T14:45:43+09:00
Adobe Illustrator CS5.1
/
EmbedByReference
C:\Users\oguramanabu\Desktop\JR HP公開画像\鳥瞰図画像 拡大\パート2 29京都名所大鳥瞰図 昭和3.jpg
Print
False
False
1
449.999750
107.175543
Millimeters
KozGoPro-Regular
小塚ゴシック Pro
R
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPro-Regular.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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>>>/XObject<>>>/TrimBox[0.0 0.0 1275.59 303.805]/Type/Page>>
endobj
6 0 obj
<>stream
HWۮI|v/B h52OFDV :=UY~>Co?n~}o?~ǿm-^:f吏JN1!R/}w߷ٶ냺k_wG[ORr3F9zLset~>!}ߵ?v\K=ǐ}駿l߽Wۏv,YsS:J/me6{mHcq~='# qV_7{K|Q2~a`-S+^#ĶGsҎ>9{S|m_p4%Y9zLf/b+mю:6Kv)ǜ/ٶ%Anq-FҞ %slдȘWv!È3/@iM=eݶ<"#Ώf\nQGNTt1UbXrXA5,~C8|bcsײYcL* xjIӂ;x+ytNBzh`qA̍OOѸH#~ &,V,C\h@; p{!˞)?J*Ɔ=Ñn[y2k̈}l
u,