%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
70th_place
2019-04-03T17:11:17+09:00
2019-04-03T17:11:17+09:00
2019-04-03T17:11:17+10:00
Adobe Illustrator CC 23.0 (Windows)
228
256
JPEG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uuid:9816ab9a-4cd0-4ddb-bb7d-787f77a8fcb1
xmp.did:a2b1202c-4001-1c43-8d40-a8c83c1e0ea6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4f5f7097-716f-44b0-b66b-44f5ea8921fe
xmp.did:5af4d417-46f3-2d43-a184-27a6557e1fee
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:cf179294-545a-4d9f-9050-29ee620ab414
2019-02-18T13:46:32+09:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:a2b1202c-4001-1c43-8d40-a8c83c1e0ea6
2019-04-03T17:11:16+09:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
False
True
1
593.999990
840.999997
Millimeters
HGSSoeiKakupoptai
HGS創英角ポップ体
標準
TrueType
Version 5.02
False
HGRPP1.TTC
HGSoeiKakupoptai
HG創英角ポップ体
標準
TrueType
Version 5.02
False
HGRPP1.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
DIC 107s*
C=60 M=5 Y=15 K=0
C=0 M=80 Y=20 K=0 1
C=0 M=50 Y=100 K=0 1
C=0 M=15 Y=100 K=0 1
C=40 M=0 Y=100 K=0
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
Color 2
SPOT
100.000000
CMYK
36.000001
0.000000
60.000002
0.000000
DIC 107s*
SPOT
100.000000
LAB
58.431400
45
-33
C=0 M=15 Y=100 K=0 1
SPOT
100.000000
CMYK
0.000000
15.000001
100.000000
0.000000
C=0 M=80 Y=20 K=0 1
SPOT
100.000000
CMYK
0.000000
80.000001
20.000000
0.000000
C=40 M=0 Y=100 K=0
SPOT
100.000000
CMYK
40.000001
0.000000
100.000000
0.000000
C=0 M=50 Y=100 K=0 1
SPOT
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
C=60 M=5 Y=15 K=0
SPOT
100.000000
CMYK
60.000002
5.000000
15.000001
0.000000
C=65 M=15 Y=100 K=0 1
SPOT
100.000000
CMYK
64.999998
15.000001
100.000000
0.000000
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
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 1683.78 2383.94]/Type/Page>>
endobj
14 0 obj
<>stream
HtWˎ$
WdD]wd>a`zGY(2ׯǗ|-/z<|{9?z?>ۏ??g|rלh>z\;#W-u|F=oq~kvvzW?bp!˺"(Z8|6Vgiأ֦̞]EcabаRePj_R6/7^α
\d! %/_ڎø}MF8K'>U
K=@yP4gsK%>FFiwQv͎!.5p\dGY.eqwڸJ8xrU3k^6l6+vriasWC/bpq!vP&`Q" ol0%`f{5\>e`}~ &n9K33]\l%Z&828 HutDmkoŕ8Ήj]a-v}kƩ|T&rW0
MUZacBc(ø;*]=j"adW"
'˳24+f_+{j"Y+qt6lbL+9 4