%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
分子動力学計算特徴自動抽出サポート
2020-10-15T23:41:54+09:00
2020-10-15T23:41:54+09:00
2020-10-15T23:41:54+09:00
Adobe Illustrator 24.3 (Macintosh)
188
256
JPEG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uuid:453fe6db-48e4-f445-a061-33cd0efb5fc8
xmp.did:24db36f0-c668-4fd0-96df-c6c0a11a0d5f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:db3a8c3e-942c-7843-8ec7-41b436743063
xmp.did:aa430e6f-ee85-4232-8812-6d853c3ba689
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:aa430e6f-ee85-4232-8812-6d853c3ba689
2020-10-06T13:35:32+09:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:24db36f0-c668-4fd0-96df-c6c0a11a0d5f
2020-10-15T23:41:24+09:00
Adobe Illustrator 24.3 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
210.000000
297.000000
Millimeters
HiraKakuStd-W2
ヒラギノ角ゴ Std
W2
Open Type
7.10
False
ヒラギノ角ゴ Std W2.otf
HiraKakuStd-W3
ヒラギノ角ゴ Std
W3
Open Type
Version 7.13
False
ヒラギノ角ゴ Std W3.otf
HiraKakuStd-W6
ヒラギノ角ゴ Std
W6
Open Type
Version 7.13
False
ヒラギノ角ゴ Std W6.otf
HiraKakuStd-W5
ヒラギノ角ゴ Std
W5
Open Type
Version 7.13
False
ヒラギノ角ゴ Std W5.otf
HiraMaruStd-W3
ヒラギノ丸ゴ Std
W3
Open Type
Version 7.10
False
ヒラギノ丸ゴ Std W3.otf
Corporate-Logo-Bold
コーポレート・ロゴB
Bold
TrueType
Version 1.10
False
logotypejp_mp_b_1.1.ttf
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
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=93 M=88 Y=58 K=36
PROCESS
100.000000
CMYK
92.883188
87.554741
58.171964
35.898373
C=29 M=93 Y=89 K=0
PROCESS
100.000000
CMYK
28.906250
92.968750
89.453125
0.390625
C=80 M=72 Y=61 K=27
PROCESS
100.000000
CMYK
80.086976
71.612114
61.312270
26.721597
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
15 0 obj
<>stream
HWY$~_Qk2#nB~Fʇvٿ/Yb8x:Pı7a]H\jqnQwFeq62ig\*-cLRL-%4| 0&&~`eĆ@jUbOC~,g }#!bSҰJm_|wA"/ {bK~+XOk.w kB iȴZyl
S߽ T7VizzIuBp \yVU<]S6ό9Oc]tGy{V(@0N@tN4EM r M|
,
ꋨnb@
bJy`۲D2 *mӕZ;てTsPQ4fxISwc2/Sk29].X%ғksRsx$}94QgLA7\+0KrI~{U!
fIb%+%E%dqGkAs)Cb z-d2[Nlaη;M1啲J*p!t~]~\(qELyUWHN|SϺJ" Qk0/Q
rm@)Ɇ!sGذ}Js&p\»8h*I0vE~RAFӚ$xXkbn
!>0J˪ɠy_ >g9X)ۏ5)AȂv1j`)EP%D%z
3L-@!h7Imyfpd1:i =h0JSζL
i;