%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
Adobe Illustrator CS6 (Windows)
2018-12-27T11:52:33+10:00
2018-12-27T11:52:33+09:00
2018-12-27T11:52:33+09:00
184
256
JPEG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1
True
False
209.999929
296.999959
Millimeters
DFHSGothic-W9-WING
DFG平成ゴシック体
W9
TrueType
Version 3.100 {DfLp-LM7S-9FV4-YDHR-85ZX}
False
DF-HeiSeiGothic-W9.ttc
DFGothic-EB-WING
DFG特太ゴシック体
Regular
TrueType
Version 3.100 {DfLp-LM7S-9FV4-YDHR-85ZX}
False
DF-TokuButoGothic-W10.ttc
DFHSGothic-W5-WING
DFG平成ゴシック体
W5
TrueType
Version 3.100 {DfLp-LM7S-9FV4-YDHR-85ZX}
False
DF-HeiSeiGothic-W5.ttc
DFHSGothic-W7-WING
DFG平成ゴシック体
W7
TrueType
Version 3.100 {DfLp-LM7S-9FV4-YDHR-85ZX}
False
DF-HeiSeiGothic-W7.ttc
DFGaGei-W6-WINP
DFP雅藝体
W6
TrueType
Version 3.100 {DfLp-LM7S-9FV4-YDHR-85ZX}
False
DF-GaGei-W6.ttc
DFMaruGothic-UB-WINP
DFP極太丸ゴシック体
Regular
TrueType
Version 3.100 {DfLp-LM7S-9FV4-YDHR-85ZX}
False
DF-GokuButoMaruGothic-W12.ttc
DFHSGothic-W5-WINP
DFP平成ゴシック体
W5
TrueType
Version 3.100 {DfLp-LM7S-9FV4-YDHR-85ZX}
False
DF-HeiSeiGothic-W5.ttc
DFHSGothic-W7-WINP
DFP平成ゴシック体
W7
TrueType
Version 3.100 {DfLp-LM7S-9FV4-YDHR-85ZX}
False
DF-HeiSeiGothic-W7.ttc
Meiryo-Bold
メイリオ
ボールド
TrueType
Version 6.20
False
meiryob.ttc
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
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=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=100 M=80 Y=5 K=0 1
CMYK
PROCESS
100.000000
80.000000
5.000001
0.000000
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=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
C=100 M=60 Y=0 K=0 1
CMYK
PROCESS
100.000000
60.000004
0.000000
0.000000
C=0 M=80 Y=0 K=0 1
CMYK
PROCESS
0.000000
80.000000
0.000000
0.000000
C=10 M=0 Y=0 K=70 1
CMYK
PROCESS
10.000002
0.000000
0.000000
70.000000
application/pdf
0219東松島市合説_A4チラシ_印刷用
proof:pdf
xmp.did:95ACDE777009E91189DEC505A33EFB88
uuid:89c4baa3-74a3-46b2-b8f3-ae1e4663c48b
uuid:8cd9f631-56cc-40b0-a36a-1b3e59c3a587
uuid:854e9d37-4845-41e5-aa89-acf047adc4cf
xmp.did:5E38D820C508E9119E00F30A35DBE643
uuid:8cd9f631-56cc-40b0-a36a-1b3e59c3a587
default
saved
xmp.iid:3F696EA9D604E91187C79E61FD901019
2018-12-21T13:12:42+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:95ACDE777009E91189DEC505A33EFB88
2018-12-27T11:52:26+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\yoshiko.yusa\Desktop\★制作中\【30年度】31.02月合説(東松島市)\0219合説_背景.psd
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HW]o\
}_qӇ4 .4@cNT"9ݕp`wy!97?n7vw7O?~5F͛ongiK:&[5^Q4}|w[||9e4#-ݎ#լeBqxғzmwo/9wHxia#'Uͤ1F>^$X+rX/~GMpr"oEnt/^ޞ̉fz|wip*#9\bZ^o`gӰ%EoG5Nlҁ˶6#nFoΎ}0 b Ւ
G5mn:(s9vBxژIjk[9
%odجZMHS/gnCa%+D&^Ul0"g#Y{ndWYFTj-0g@O@ҮZ-2"Mg^Krj?~FJ,L|Sn^_v$O_ȕrgH*~C@hC+2ȴ;wpZΝɁGnaTv^60$]d=[d
gSQV guY6sӈ)6ݦ6<@ŰXvEfbwCzr]hݕmn?um^(4MuNe҇1Vm{:tJG[HR
Tlr^(hoeNT*8C, qCk67ԲS\rjP=wRmk4Spɷ};h^{XLlG d{Bs8w#Ƚ{QڜLW[
{+IdyHUzPTЃNcHbĆvmF~AywoC8sF**Ak7$K̖&C٣f$TH]#DbKqdR^[j6R;u"ml_ 4ت^j+a,= D`4܂:+ށƸ@B9Y#: p3
9dI.zs+zPu6!P/̏ZJwZ`&WQyaus B\V>qbTo/,0F){hSB2('] y= 6bK#tܓ Au ~:^WBxd,ֽ5 exeelvm!Mŵ;D11.Y?dG#*vx 워F l-PCX{|"_B#q