%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
teirei-seminar-51C
2020-11-10T12:19:42+09:00
2020-11-10T12:19:42+09:00
2020-11-10T12:19:42+09:00
Adobe Illustrator CS6 (Macintosh)
176
256
JPEG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uuid:3b4727af-93da-464a-8ffe-a4cae63d2cf9
xmp.did:0580117407206811822AE90D0C058755
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3260989e-06ca-bf49-9eae-5270e0c4a90b
xmp.did:0180117407206811822AFAD132E1E3CC
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:FB7F117407206811822AFE7559D628B1
2016-10-17T20:36:21+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:0580117407206811822AE90D0C058755
2020-11-10T12:19:36+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/tanakatoshiyuki/Desktop/0601-0705-アウトリーチチラシ/image20180601.psd
Print
False
True
1
209.999929
296.999959
Millimeters
DINPro-Medium
DIN Pro
Medium
Open Type
Version 7.504; 2005; Build 1020
False
DINPro-Medium.otf
DINPro-Bold
DIN Pro
Bold
Open Type
Version 7.504; 2005; Build 1020
False
DINPro-Bold.otf
UDShinGoPr6-Regular
A-OTF UD新ゴ Pr6
R
Open Type
Version 2.001;PS 2;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPr6-Regular.otf
UDShinGoPr6-Medium
A-OTF UD新ゴ Pr6
M
Open Type
Version 2.001;PS 2;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPr6-Medium.otf
UDShinGoPr6-DeBold
A-OTF UD新ゴ Pr6
DB
Open Type
Version 2.001;PS 2;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPr6-DeBold.otf
UDShinGoPr6-Bold
A-OTF UD新ゴ Pr6
B
Open Type
Version 2.001;PS 2;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPr6-Bold.otf
GothicMB101Pro-Bold
A-OTF ゴシックMB101 Pro
B
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-GothicMB101Pro-Bold.otf
MaruFoPro-Bold
A-OTF 丸フォーク Pro
B
Open Type
Version 1.001;PS 1;Core 1.0.38;makeotf.lib1.6.6565
False
A-OTF-MaruFoPro-Bold.otf
MaruFoPro-Heavy
A-OTF 丸フォーク Pro
H
Open Type
Version 1.001;PS 1;Core 1.0.38;makeotf.lib1.6.6565
False
A-OTF-MaruFoPro-Heavy.otf
KozGoPro-Regular
小塚ゴシック Pro
R
Open Type
Version 4.013;PS 4.003;hotconv 1.0.67;makeotf.lib2.5.33168
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
90.000000
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=10 M=70 Y=30 K=0 1
CMYK
PROCESS
10.000002
70.000000
30.000002
0.000000
C=10 M=80 Y=30 K=0 1
CMYK
PROCESS
10.000002
80.000000
30.000002
0.000000
C=55 M=70 Y=100 K=20 1
CMYK
PROCESS
55.000000
70.000000
100.000000
19.999998
PG054
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
PG Dark Blue (293C)
PROCESS
100.000000
CMYK
100.000000
52.000000
0.000000
0.000000
C=74 M=10 Y=38 K=0 1
CMYK
PROCESS
74.000000
10.000002
38.000000
0.000000
C=80 M=10 Y=40 K=0 1
CMYK
PROCESS
80.000000
10.000002
39.999996
0.000000
C=8 M=64 Y=24 K=0 1
CMYK
PROCESS
7.999998
64.000000
24.000000
0.000000
C=80 M=70 Y=0 K=0 1
CMYK
PROCESS
80.000000
70.000000
0.000000
0.000000
C=12 M=100 Y=40 K=0 1
CMYK
PROCESS
12.000000
100.000000
39.999996
0.000000
C=100 M=60 Y=0 K=0 1
CMYK
PROCESS
100.000000
60.000004
0.000000
0.000000
C=90 M=0 Y=90 K=0 1
CMYK
PROCESS
90.000000
0.000000
90.000000
0.000000
C=72 M=0 Y=72 K=0 1
CMYK
PROCESS
72.000000
0.000000
72.000000
0.000000
C=0 M=80 Y=100 K=0 1
CMYK
PROCESS
0.000000
80.000000
100.000000
0.000000
C=0 M=64 Y=80 K=0 1
CMYK
PROCESS
0.000000
64.000000
80.000000
0.000000
C=63 M=0 Y=63 K=0 1
CMYK
PROCESS
63.000000
0.000000
63.000000
0.000000
C=55 M=0 Y=60 K=0 1
CMYK
PROCESS
55.000000
0.000000
60.000004
0.000000
C=90 M=0 Y=100 K=0 1
CMYK
PROCESS
90.000000
0.000000
100.000000
0.000000
C=0 M=55 Y=70 K=0 1
CMYK
PROCESS
0.000000
55.000000
70.000000
0.000000
C=0 M=65 Y=100 K=0 1
CMYK
PROCESS
0.000000
65.000000
100.000000
0.000000
C=80 M=50 Y=0 K=0 1
CMYK
PROCESS
80.000000
50.000000
0.000000
0.000000
C=54 M=0 Y=60 K=0 1
CMYK
PROCESS
53.999996
0.000000
60.000004
0.000000
C=65 M=0 Y=72 K=0 1
CMYK
PROCESS
65.000000
0.000000
72.000000
0.000000
C=100 M=100 Y=30 K=0
PROCESS
100.000000
CMYK
100.000000
100.000000
30.000002
0.000000
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
89.999405
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
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
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
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HtWɎe;߯8?Ч<[Ć'X~*uHU-$Hg6uOv:ȗ?/?_>w=z翺Z3]Ҷ|x_叐Geoo-=97
;=V-wVo=ڸoo¯߃Oq mo3>7°TGBzCyw>
5u{5n}}B9p@U\CpaP[͠աr/!"^.ko@4\L:eFC\"jZvb{qxW{Eo:2@}x p+oΩ
-uƃ0Cb#b {EEj|L'|e=3^v-x@ZgݰpK9\}<)CDR_/Dٱ\!#uE v{$PYx.߫SL7T2+VsP"(Ԑ4Bc$ңZ10jۣefiLqRh|epjUQ?
5.#[2
Wfeƞp>V2Efɟ1(y>L7J>$-hg̨9_!o'fbLEEܱ'Ekߡo4'1rg@
$C0Zp'\vy_{D+g`@C.(*>vwUqfTuRtـo!^CUx)zNdhX/b40
zAt*dxyTro xjFmB'
3l3܍k`pS8 ajZDӺ͆)q:4pU2';<8?SprFg[Unx3LH8C\`rۥoI0, q^ŔgWdŐuHncR7Fld;I:u0:6q0w )5Va7
f, \"SݟzOl0=a#qT63ͽ4'8aT, ; ?S"ȟi+bX|>
~k̬7T4'8g0V5]HiX
*hP.'Uq|V31aIR N4Մn,Y膽UԻ20rA$)BMIN$1bW'?ѩ; c /Юaݫ1zQWN~AKXgܯOI;p i.n96 i=/#ýyӭBC/gv1c#'Ӿ<@YYʹ>-װY'ф,HvA29ЅώU}Ԋ1ךDn7G2ͬR& F/C96:rn:4_Gҏ'T7CsjIÍ\.zBa!`65h0*_xA X cpH"?^Ig!ўiͫyX=o-<ۄ؞00pEoPsGV">
}?x4օM)1d/8eD7+13W&86">mUAfD=c\p+~b*6ġVFy3,5e]-d9Ddc<TFk#=Aɺq)٨}l0ɋUɈG,!U-MkHa-*GöiaֶlWOs
WQl*$9'tO2R} ghF^$͔If^A=|`]Zwhr/բTjګKd7hP&S"{Tfma;K8Y؊hѲ}}}Cj8ZLZ6߅Oj^j>ߡbi"51&ϳJfm"27d4~T8Qb2ή|R9{