%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
実験教室2023リーフ-7
Adobe Illustrator 27.8 (Macintosh)
2023-08-19T08:58:01+09:00
2023-08-19T08:58:01+09:00
2023-08-19T08:58:01+09:00
184
256
JPEG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xmp.did:863ac20a-2b5b-49a0-8f1f-b989a25f0e25
uuid:5a4b0d20-a78c-5b41-bfb8-5aa1ff59bd1d
uuid:7C384779EB7CE711825F8CE1FD519ADA
proof:pdf
uuid:2d01bba8-3c1c-2746-863c-5a5b93061f51
xmp.did:1c1f3950-8072-42bf-a069-6023db6405ca
uuid:7C384779EB7CE711825F8CE1FD519ADA
default
saved
xmp.iid:0A80117407206811822AA0374D0CE516
2018-08-10T14:48:46+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:863ac20a-2b5b-49a0-8f1f-b989a25f0e25
2023-08-19T08:57:57+09:00
Adobe Illustrator 27.8 (Macintosh)
/
EmbedByReference
/մDZܳ/쾱ⲹ-1/05-京都大学複合ա子力科学ү究所/20190708京大複合ա子力科学ү究所/アトムサイエンスフェア講演ϸ2019/20190806/マーク白抜き.Բ
EmbedByReference
/մDZܳ/쾱ⲹ-1/05-京都大学複合ա子力科学ү究所/20210610アトムサイエンスフェア/実験教室/20210831/--1.
EmbedByReference
/մDZܳ/쾱ⲹ-1/05-京都大学複合ա子力科学ү究所/20210610アトムサイエンスフェア/実験教室/20210831/--1.
EmbedByReference
/մDZܳ/쾱ⲹ-0/05-京都大学複合ա子力科学ү究所/20230609-アトムサイエンスフェア2023フライヤー/20230804/ϸ実験教室2023..Բ
0
0
/մDZܳ/쾱ⲹ-1/05-京都大学複合ա子力科学ү究所/20190708京大複合ա子力科学ү究所/アトムサイエンスフェア講演ϸ2019/20190806/マーク白抜き.Բ
/մDZܳ/쾱ⲹ-1/05-京都大学複合ա子力科学ү究所/20210610アトムサイエンスフェア/実験教室/20210831/--1.
/մDZܳ/쾱ⲹ-1/05-京都大学複合ա子力科学ү究所/20210610アトムサイエンスフェア/実験教室/20210831/--1.
Basic RGB
Adobe Illustrator
1
True
False
209.999927
296.999970
Millimeters
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
92.578100
87.500000
88.671900
79.687500
RGB レッド
CMYK
PROCESS
0.000000
95.703100
94.140600
0.000000
RGB イエロー
CMYK
PROCESS
10.156300
0.000000
82.421900
0.000000
RGB グリーン
CMYK
PROCESS
60.937500
0.000000
100.000000
0.000000
RGB シアン
CMYK
PROCESS
54.687500
0.000000
17.578100
0.000000
RGB ブルー
CMYK
PROCESS
91.796900
74.218800
0.000000
0.000000
RGB マゼンタ
CMYK
PROCESS
37.109400
76.171900
0.000000
0.000000
R=193 G=39 B=45
CMYK
PROCESS
30.468800
96.093800
89.062500
0.390600
R=237 G=28 B=36
CMYK
PROCESS
6.250000
94.921900
87.500000
0.000000
R=241 G=90 B=36
CMYK
PROCESS
4.296900
78.125000
87.109400
0.000000
R=247 G=147 B=30
CMYK
PROCESS
3.125000
53.515600
87.500000
0.000000
R=251 G=176 B=59
CMYK
PROCESS
3.125000
40.234400
78.906300
0.000000
R=252 G=238 B=33
CMYK
PROCESS
8.593800
4.296900
83.593800
0.000000
R=217 G=224 B=33
CMYK
PROCESS
24.218800
4.687500
87.890600
0.000000
R=140 G=198 B=63
CMYK
PROCESS
52.343800
4.296900
88.281300
0.000000
R=57 G=181 B=74
CMYK
PROCESS
71.484400
3.906300
89.453100
0.000000
R=0 G=146 B=69
CMYK
PROCESS
81.640600
25.781300
94.140600
0.000000
R=0 G=104 B=55
CMYK
PROCESS
88.671900
48.437500
99.218800
12.890600
R=34 G=181 B=115
CMYK
PROCESS
73.046900
3.906300
69.921900
0.000000
R=0 G=169 B=157
CMYK
PROCESS
75.781300
13.671900
46.093800
0.000000
R=41 G=171 B=226
CMYK
PROCESS
71.093800
19.140600
7.031300
0.000000
R=0 G=113 B=188
CMYK
PROCESS
85.546900
52.343800
5.468800
0.000000
R=46 G=49 B=146
CMYK
PROCESS
93.750000
91.796900
6.640600
0.000000
R=27 G=20 B=100
CMYK
PROCESS
100.000000
100.000000
55.859400
7.031300
R=102 G=45 B=145
CMYK
PROCESS
74.218800
92.578100
4.687500
0.000000
R=147 G=39 B=143
CMYK
PROCESS
54.296900
93.750000
5.078100
0.000000
R=158 G=0 B=93
CMYK
PROCESS
48.828100
100.000000
45.312500
1.171900
R=212 G=20 B=90
CMYK
PROCESS
21.093800
96.484400
47.656300
0.000000
R=237 G=30 B=121
CMYK
PROCESS
7.421900
92.578100
23.437500
0.000000
R=199 G=178 B=153
CMYK
PROCESS
26.953100
31.250000
39.453100
0.000000
R=153 G=134 B=117
CMYK
PROCESS
47.265600
48.046900
52.734400
0.000000
R=115 G=99 B=87
CMYK
PROCESS
61.328100
60.937500
64.453100
9.375000
R=83 G=71 B=65
CMYK
PROCESS
69.140600
68.750000
69.921900
28.906300
R=198 G=156 B=109
CMYK
PROCESS
28.125000
42.578100
59.375000
0.000000
R=166 G=124 B=82
CMYK
PROCESS
42.968800
55.468800
71.875000
0.390600
R=140 G=98 B=57
CMYK
PROCESS
50.781300
64.453100
85.546900
9.765600
R=117 G=76 B=36
CMYK
PROCESS
55.468800
70.703100
97.656300
23.828100
R=96 G=56 B=19
CMYK
PROCESS
58.593800
76.171900
100.000000
38.281300
R=66 G=33 B=11
CMYK
PROCESS
64.843800
82.421900
100.000000
56.640600
口
PROCESS
100.000000
CMYK
0.000000
53.328800
29.190499
0.000000
ANPA 735-6 AdPro
SPOT
100.000000
LAB
88.627403
-21
-19
ANPA 76-8 AdPro
SPOT
100.000000
LAB
64.313698
40
-36
ANPA 748-6 AdPro
SPOT
100.000000
LAB
95.294098
9
41
ANPA 739-6 AdPro
SPOT
100.000000
LAB
79.607803
-32
14
ANPA 72-6 AdPro
SPOT
100.000000
LAB
79.215698
32
-7
トレース
PROCESS
100.000000
CMYK
4.443400
68.908203
46.057799
0.000000
ANPA 756-8 AdPro
SPOT
100.000000
LAB
80.000000
42
44
ANPA 71-1 AdPro
SPOT
100.000000
LAB
97.254898
-5
-5
ANPA 701-8 AdPro
SPOT
100.000000
LAB
60.784302
3
-44
ANPA 75-4 AdPro
SPOT
100.000000
LAB
88.627403
20
4
C=70 M=80 Y=90 K=0
PROCESS
100.000000
CMYK
69.999999
80.000001
89.999998
0.000000
色
PROCESS
100.000000
CMYK
0.000000
15.000001
30.000001
0.000000
C=30 M=20 Y=20 K=0
PROCESS
100.000000
CMYK
30.000001
20.000000
20.000000
0.000000
色-濃い
PROCESS
100.000000
CMYK
0.000000
25.000000
40.000001
0.000000
ɡ
PROCESS
100.000000
CMYK
100.000000
10.000000
0.000000
0.000000
おれんじ
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
くりあ
PROCESS
100.000000
CMYK
8.000000
0.000000
0.000000
0.000000
みずいろ
PROCESS
100.000000
CMYK
40.000001
0.000000
10.000000
0.000000
ザらさき
PROCESS
100.000000
CMYK
40.000001
80.000001
0.000000
0.000000
きみどり
PROCESS
100.000000
CMYK
44.999999
0.000000
100.000000
0.000000
C=80 M=30 Y=0 K=0
PROCESS
100.000000
CMYK
80.000001
30.000001
0.000000
0.000000
C=25 M=25 Y=25 K=0
PROCESS
100.000000
CMYK
25.000000
25.000000
25.000000
0.000000
C=70 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
69.999999
0.000000
100.000000
0.000000
C=0 M=90 Y=60 K=0
PROCESS
100.000000
CMYK
0.000000
89.999998
60.000002
0.000000
C=60 M=0 Y=30 K=0
PROCESS
100.000000
CMYK
60.000002
0.000000
30.000001
0.000000
C=40 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
40.000001
0.000000
100.000000
0.000000
C=25 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
25.000000
0.000000
0.000000
0.000000
C=0 M=10 Y=40 K=0
PROCESS
100.000000
CMYK
0.000000
10.000000
40.000001
0.000000
C=80 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
80.000001
0.000000
0.000000
0.000000
C=0 M=10 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
10.000000
100.000000
0.000000
C=0 M=60 Y=10 K=0
PROCESS
100.000000
CMYK
0.000000
60.000002
10.000000
0.000000
C=50 M=85 Y=100 K=0
PROCESS
100.000000
CMYK
50.000000
85.000002
100.000000
0.000000
しろ
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=0 M=0 Y=0 K=100
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
R=106 G=87 B=70
PROCESS
100.000000
CMYK
62.792397
64.763862
72.649723
18.414587
R=255 G=189 B=213
PROCESS
100.000000
CMYK
0.000000
37.778285
2.926680
0.000000
R=153 G=188 B=254
PROCESS
100.000000
CMYK
43.933773
22.180514
0.000000
0.000000
R=182 G=229 B=255
PROCESS
100.000000
CMYK
32.452887
1.004044
0.000000
0.000000
グレースケール
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
204
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
153
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
R=241 G=241 B=242
GRAY
PROCESS
12
Adobe PDF library 17.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 47 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWێ$W|ﯨ~yH`KXF`5kaB=y{fGX¯j*%??,b_.~o_x|i<1k
s_Đg2H+'5FΫOvW.q/oWZ%i/9vu&uko(fJͰRR'^RqZϼ'y{;{U:h~)jk)s~ֶt衏SZBqo8foHuXO\kNLyZw,${9ԻTWcK?q%8Jkp3%%GjE]w쏧-S]?I1ѥ\JHm>~χz8W>Bi=8&*)lՠ`-0,k
%㚠-SB/W36kQJΉBvIݴykoPX iYG;ӎ6Y@lGR0N9iSdhfq^@pW
}Ӗ]e?1eY_/'>`*ǟ=V߮2%]+aeTC ?2ڄV凊koƎ(0ԽG $v\DȊ0RZhuS-8HU 'K|"Gr+^p>_K{iUTiK)JZg}Kf!ey,-<\\p>_vP"UkK~"} Rʯl;A=)z˱%;Lg6fV|I3cY50,H3c^oꥴ3Td686` ee?gEoh5+X:`N1+#=2(pEm܅v~Y>XBLi5q
.X4UuK3NϭdS%S7KǹIB-,RdƀCrbљ9qֹل};OQEE''D63ULWatWF&$Li!6+J)]WwJf庥c(u%R)OaJ ʽOw "O!
0d6ogYt5jڶ+fd$z0+d&3 -rȨ$4B߰M~^f\E$ĦXULκdUA_WT/UpVT
Mh~g)nMq0ϪczHefLP@4SJ@Q !ɥLC=Jʫhz˜Ȍs JJ1AP ͢mUn0JZ_gH<CD辢7HOx* ~{"Bxp\lMv`'M+@UBcpGQ)U7D8IlTպ+]<ڰ( );3S2zU*q4-E;xX:zVrly!_4ϼ%.=|eʋ#u.sWܤÊ)|Z$Q,1D|s}RWMw!5p]0dRȡ G&$E}ݛ*AdkbyN6!yrn8¼k ^ c7RWe/,5%M*5f쒔}N[xMDҕIX(