%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
京大宇宙研究ポスター
2019-01-29T13:05:58+09:00
2019-01-29T13:05:58+09:00
2019-01-29T13:05:58+09:00
Adobe Illustrator CC 22.1 (Macintosh)
176
256
JPEG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uuid:81d13aa2-88c0-f74e-b6f3-211bb5a8451b
xmp.did:9b83ffea-2b05-4c70-b865-f4aaa3d10b29
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:dc6fbd18-194a-0e4b-b3f2-ef6a14341eb3
xmp.did:357d4e39-8826-4251-9c37-ec8379855703
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:357d4e39-8826-4251-9c37-ec8379855703
2019-01-24T18:26:30+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:9b83ffea-2b05-4c70-b865-f4aaa3d10b29
2019-01-29T13:05:54+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
EmbedByReference
/Users/tethuhiko.shoda/Desktop/スカラ/DM/グラフs.jpg
adobe:docid:photoshop:cd07ff38-9e8f-8242-8ceb-714f64e7e4d7
xmp.iid:f67c446a-2700-47da-8ceb-0db841871f2c
EmbedByReference
/Users/tethuhiko.shoda/Desktop/スカラ/スカラホームページ/DK-100使用イメージ(BW).jpg
C9C8D2C91E4C31C9D8CA6376E28A02D4
xmp.iid:b258fcb7-629f-4493-adde-3c2776223d64
EmbedByReference
/Users/tethuhiko.shoda/Desktop/スカラ/DM/DK-100写真3.psd
adobe:docid:photoshop:a38bd4ba-9e16-594f-8ae2-390554e96bb7
xmp.iid:6133cad0-bce3-4ea0-afcd-b51a79a39a17
/Users/tethuhiko.shoda/Desktop/スカラ/DM/グラフs.jpg
adobe:docid:photoshop:cd07ff38-9e8f-8242-8ceb-714f64e7e4d7
xmp.iid:f67c446a-2700-47da-8ceb-0db841871f2c
/Users/tethuhiko.shoda/Desktop/スカラ/スカラホームページ/DK-100使用イメージ(BW).jpg
C9C8D2C91E4C31C9D8CA6376E28A02D4
xmp.iid:b258fcb7-629f-4493-adde-3c2776223d64
/Users/tethuhiko.shoda/Desktop/スカラ/DM/DK-100写真3.psd
adobe:docid:photoshop:a38bd4ba-9e16-594f-8ae2-390554e96bb7
xmp.iid:6133cad0-bce3-4ea0-afcd-b51a79a39a17
Print
False
True
1
210.000000
297.000000
Millimeters
Helvetica
Helvetica
Regular
TrueType
13.0d1e1
False
Helvetica.ttc
Meiryo
メイリオ
レギュラー
TrueType
Version 6.28
False
MEIRYO.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 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
Cyan
Magenta
Yellow
Black
C=99 M=0 Y=80 K=30
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=20 M=0 Y=100 K=0 1
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=99 M=0 Y=80 K=30
SPOT
100.000000
CMYK
99.000001
0.000000
80.000001
30.000001
C=90 M=0 Y=70 K=20
CMYK
PROCESS
90.000000
0.000000
70.000000
20.000000
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
89.999400
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
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 241 0 R/TrimBox[8.50391 8.50391 603.779 850.394]/Type/Page>>
endobj
13 0 obj
<>stream
HWٮ}0*ݳ$#n8ɖ(^FאzdZA;5yeBE)6Շݑzq?mJ6(¯بJڰK|>OoI@*SN*0N'v}aaeiX!uv^"xcE ̊M{6*+_
eb>ÔF\^
5Y_cgN:p2vxԒfl$:N!
ܑlӟ.6
M4:v0d5LPlpQg9\ە jAΜHo2'7ە+4IIS46_].+MvQ2~جO]ycp4X0p
\aΑC;X,Dob%D jwT
vmt5#o#+ff+1i|>R|͑&|4O/ ;ּRDG͙}!t84'=U| |["/*#;1,;8˰ޓ[qEZ6x@ĥrA10>[Oy
BlrFL bib1
\
;"2k8Te~z;0`rKH&z6xeHr#"tw&$\}B{A04z&絹'l%'TKJ]p}5+P2Ʊۏ,M^@x@2M#TW.=SWI$sW(ce?)8?uTcxpsL
X@KZxx~u 2>VZz,rAMCؾ5c//Zq-RЎ ycE:"k*N+!aA#ϥmr7I[WІ̩LA<C>z6ndF=[()kK[vFhPËG珽UvR|l/o-PdeQ) H'SKp%83Rvvy.b(u|"6p!%c!*t5
>X[JHF*̅>JNR_IH*R.
1sv/p4njv22&VְAoP9v¬ډZ%Qj=Eo!amĖǔzdּd8*Pƭ:Ӻy>HG
K&
_@<Ȳ̡kODC
QC2hEP!sٵXZ
ޖ[u%֛߫⁹ASj3 !@>+EqN\uw[F4#RIY3Y|g,j><v h
]*مD_ 'c;}C~P{SL`ns/Mel