%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
講座チラシ
2019-06-27T13:19:06+09:00
2019-06-27T13:19:06+09:00
2019-06-27T13:19:06+10:00
Adobe Illustrator CS5.1
192
256
JPEG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=
uuid:226b51c0-d9da-4e84-a637-8136f7e9c10c
xmp.did:8C46E5619298E911A78FBE28928AE6CD
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:8B46E5619298E911A78FBE28928AE6CD
xmp.did:8B46E5619298E911A78FBE28928AE6CD
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:609045E99C47E911B62EF0A6307FBEFE
2019-03-16T12:38:06+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:619045E99C47E911B62EF0A6307FBEFE
2019-03-16T18:14:44+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:8B46E5619298E911A78FBE28928AE6CD
2019-06-27T13:16:48+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:8C46E5619298E911A78FBE28928AE6CD
2019-06-27T13:18:18+09:00
Adobe Illustrator CS5.1
/
EmbedByReference
\\NPOPLAZA\plaza\平成31年度\★H31 企画関係\02_会計税務講座\【第3回】0830会計初級講座in東松島\チラシ\DSC00122.jpg
EmbedByReference
\\NPOPLAZA\plaza\平成31年度\★H31 企画関係\02_会計税務講座\【第3回】0830会計初級講座in東松島\チラシ\小野さん写真チラシ用.jpg
EmbedByReference
C:\Users\Plaza-Okubo\Desktop\素材\money_carton_cashtray.png
EmbedByReference
C:\Users\Plaza-Okubo\Desktop\素材\book_open_yoko.png
EmbedByReference
C:\Users\Plaza-Okubo\Desktop\素材\money_choubo.png
Print
False
True
1
595.280273
841.889648
Points
HGSoeiKakupoptai
HG創英角ポップ体
標準
TrueType
Version 5.02
False
HGRPP1.TTC
HGSSoeiKakugothicUB
HGS創英角ゴシックUB
標準
TrueType
Version 5.01
False
HGRSGU.TTC
KozGoPro-Heavy
小塚ゴシック Pro
H
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPro-Heavy.otf
KozGoPro-Bold
小塚ゴシック Pro
B
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPro-Bold.otf
KozGoPro-Medium
小塚ゴシック Pro
M
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPro-Medium.otf
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
GenEiLateMin-M
GenEiLateMin M-90ms-RKSJ-H
M-90ms-RKSJ-H
Unknown
Version 6.008;PS 6.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPr6N-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
15 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 25 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
16 0 obj
<>stream
H|ˮ-GD+vz?6 1`.1VDvY]]O_}:#鬝˟~{Ƿ_~t?_v5_0:מ,k{ߎ}X6kF)ξGy_xsX5ν[Yׯni[j(gKw=r:SˣqRl7̳5$'~ό8lmĤ42S9Z=SidzzTggDry<9>aN^9>8S_iN4ҕ> nv_{ B] <+g۳òbM]gLh+&}|k8;Ym/g1vVzRwtp X6nq
s@?^
ZYkkNj (ϩ#X6Cńت:Fj"tW
@&[mn@G8pjelZeO\h#W)IEj!47AY{$R:;v.Ξ3P@(ԑve]zz`~Db2Q2HN:GaO`mYIڬVB[;,gUƪ!XT+kP$5}Qw=+aNƧ0CYċ l;ex<|0*㲻
k)әr-p微OOw&D79!B\\pAQ,