%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
佐藤さん講演チラシ2017
2017-09-27T19:50:56+09:00
2017-09-27T19:50:56+09:00
2017-09-27T19:50:56+09:00
Adobe Illustrator CS6 (Macintosh)
184
256
JPEG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uuid:a36d9ef0-368c-0640-9c6e-e71ef5f0386d
xmp.did:0580117407206811822ABE772FCBD7C4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:bcc1fc51-376c-3f4f-adb0-12c4cf54ba37
xmp.did:0180117407206811822ABE772FCBD7C4
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:0180117407206811822AC01259BCEEA3
2015-05-31T08:13:37+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0580117407206811822ABE772FCBD7C4
2017-09-27T19:50:48+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Volumes/Work HD/書類/やさい村/食といのちの学校/2016食といのちの学校/佐藤さん講座2016/img_18671_1_1.jpg
EmbedByReference
/Volumes/Work HD/書類/やさい村/食といのちの学校/2016食といのちの学校/佐藤さん講座2016/satoushinichi.jpg
EmbedByReference
/Volumes/Work HD/書類/やさい村/食といのちの学校/2016食といのちの学校/佐藤さん講座2016/p8104912.jpg
Print
False
True
1
210.001652
296.999959
Millimeters
Jun501Pro-Bold
A-OTF じゅん Pro
501
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-Jun501Pro-Bold.otf
HiraMaruPro-W4
ヒラギノ丸ゴ Pro
W4
Open Type
7.11
False
ヒラギノ丸ゴ Pro W4.otf
HiraKakuPro-W3
ヒラギノ角ゴ Pro
W3
Open Type
7.11
False
ヒラギノ角ゴ Pro W3.otf
HiraKakuPro-W6
ヒラギノ角ゴ Pro
W6
Open Type
7.11
False
ヒラギノ角ゴ Pro W6.otf
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.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
KozGoPro-Medium
小塚ゴシック Pro
M
Open Type
Version 4.013;PS 4.003;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPro-Medium.otf
KozGoPro-Bold
小塚ゴシック Pro
B
Open Type
Version 4.013;PS 4.003;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPro-Bold.otf
KozGoPro-Heavy
小塚ゴシック Pro
H
Open Type
Version 4.013;PS 4.003;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPro-Heavy.otf
DFHSGothic-W7
DF平成ゴシック体W7
標準
TrueType
0.11
False
DF平成ゴシック体
DFHSGothic-W9
DF平成ゴシック体W9
標準
TrueType
0.11
False
DF平成ゴシック体
KFhimaji
KFひま字
Regular
Open Type
Version 1.00
False
KFhimaji.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
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
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
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWۮl7|X?+ .!ڜ8*{53
::{j|}Y~g-[O/|ӟno?*nc%x+[>}}s['uY_K?5}ۯUL|LJ 5[ꡌoI?0ߢq\G>b=D7xrp-FNrHP[Ÿe8is4}+Gf0rl[
%&KeXv-bkmzQ/pk-#crS
&|\8zTGk{p|ZCE"<67~lCDR5jM'
'~%}-ӆexRga}!O"pc"~3x}{Ái 1s@ʪa/T!X=OYh"2CM "Hz+4:s ^4 Hȫb楜8ybd1,&/yhWܪ3lO[/ÿ&; +\i.Iqˈgܧ `]9F6ae6@o縜Ť
:}ƙrT1᠇vUי:/o GC $ek9V_f`A(c^fīo/Uº'ft?)aw$/o/ܹ[ʉQN~]>6Ȫ}n7w