%PDF-1.5
%
1 0 obj
<>/OCGs[17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
201702日本情報考古学会第38回大会プログラム【モノクロ】2nd
2017-03-19T23:39:25+09:00
2017-03-19T23:39:25+09:00
2017-03-19T23:39:25+09:00
Adobe Illustrator CS6 (Windows)
256
200
JPEG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uuid:e842eafd-f475-43c9-b853-6fb79bc5795e
xmp.did:CACFEF46900CE7118E049DAE693F2DB6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3fc51eb8-b43d-479f-bb11-e98dd8097004
xmp.did:039818FE810BE711AE29C4B17F0DE195
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9609BEE8EA9DE311BE399901977D3D22
2014-02-25T16:03:20+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:CACFEF46900CE7118E049DAE693F2DB6
2017-03-19T23:39:19+09:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
419.999514
296.999959
Millimeters
HGPMinchoE
HGP明朝E
標準
TrueType
Version 5.02
False
HGRME.TTC
KozMinPro-Medium
小塚明朝 Pro
M
Open Type
Version 4.015;PS 4.004;hotconv 1.0.70;makeotf.lib2.5.58329
False
KozMinPro-Medium.otf
KozMinPro-Bold
小塚明朝 Pro
B
Open Type
Version 4.015;PS 4.004;hotconv 1.0.70;makeotf.lib2.5.58329
False
KozMinPro-Bold.otf
KozMinPro-Regular
小塚明朝 Pro
R
Open Type
Version 4.015;PS 4.004;hotconv 1.0.70;makeotf.lib2.5.58329
False
KozMinPro-Regular.otf
KozMinPr6N-Bold
小塚明朝 Pr6N
B
Open Type
Version 6.017;PS 6.004;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozMinPr6N-Bold.otf
KozMinPro-Heavy
小塚明朝 Pro
H
Open Type
Version 4.015;PS 4.004;hotconv 1.0.70;makeotf.lib2.5.58329
False
KozMinPro-Heavy.otf
Meiryo
メイリオ
レギュラー
TrueType
Version 6.26
False
meiryo.ttc
Meiryo-Bold
メイリオ
ボールド
TrueType
Version 6.26
False
meiryob.ttc
KozGoPro-Light
小塚ゴシック Pro
L
Open Type
Version 4.015;PS 4.004;hotconv 1.0.70;makeotf.lib2.5.58329
False
KozGoPro-Light.otf
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
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
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
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 10.01
21.0.2
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 22 0 R/TrimBox[8.50389 8.50391 1199.05 850.394]/Type/Page>>
endobj
20 0 obj
<>stream
HWYdI~_qgʥ(L rG\ZVV*Eqrȗofe4=/?7է!jl17>|xÁYކc4X2QoA&&oƗw4/2R]
S^6ʹRli
tD6om+Y|(>gڂ&bT<T':t^)J)N ſ{1>l0gQ}uzo`b40yaY>dc0W=q4TȢO.#yΐe;* IVwWJ6PƝť|#AUb12iha[n