%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R 103 0 R 104 0 R 105 0 R 106 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
30小塚講演会②
2018-07-13T15:06:09+09:00
2018-07-13T15:06:09+09:00
2018-07-13T14:59:01+09:00
Adobe Illustrator CS6 (Windows)
212
256
JPEG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uuid:553acbb5-61a3-4d19-aee2-fa3fb649ec7a
xmp.did:5D512BCA6186E811B03EDFAE3A1CF467
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:5C512BCA6186E811B03EDFAE3A1CF467
xmp.did:5C512BCA6186E811B03EDFAE3A1CF467
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F11CE409B048E6119C27CB209A0ED3C3
2016-07-13T13:12:39+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:5D512BCA6186E811B03EDFAE3A1CF467
2018-07-13T14:59:02+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\sakashita\Desktop\30小塚哲司氏講演会\rhg623-jpp026453263.jpg
EmbedByReference
C:\Users\sakashita\Desktop\30国際交流事業\30小塚哲司氏講演会\image_map.png
Print
False
True
1
210.001652
296.999959
Millimeters
HGMaruGothicMPRO
HG丸ゴシックM-PRO
標準
Open Type
Version 5.02
False
HGRSMP.TTF
HGSoeiKakugothicUB
HG創英角ゴシックUB
標準
TrueType
Version 5.01
False
HGRSGU.TTC
Meiryo-Bold
メイリオ
ボールド
TrueType
Version 6.28
False
meiryob.ttc
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
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
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
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
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
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 117 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
108 0 obj
<>stream
HWۊ%|8Rvxb/Ӱs_mGDN4x;ahS*Ïݯֻozúm>7|sia?=/-Zwrü6b[{([}zqlnw}Ԓ/wb,u
Re[^<z}^~cv:Ƶ1Z%S+)l녯j gWvO瞤ݓGֿ`GX,oG˖Fk[[kJP>>/o°jaY=HrAkr0y:8z[F儅n]j\bJ!?VR=9ye/tbbp̵+'F@J[q؊n+-CVL-%8ހ%
V:oui@ahKߺ]uE3d "60C3M:N裎pP*uV˶iVxxjK()C5>o510:G_o3mŹhggO˟,###NeLIr?- ruKXljbmi%8H02ֲMiZ8YX(/ =@~T9r/'
K2OPQLm dV"T؇Hc˹5[3!t3qi3DmԒG-d˨O|(k 1RDqNߢO3Ȫ#+]U'#+Uݵ(4r+N4 LۘZהtϝq&3ۈn-NcPQf{tü.:9p sYp-ݕ.dkw`oUBQ,DK
c TH2ǒ Tqt(7D*T:Sq<m0n
E&(9AQ p
5TfS`[@