%PDF-1.5
%
1 0 obj
<>/OCGs[307 0 R 308 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
結果_2018JDBA全日本選手権
2018-10-18T18:35:02+09:00
2018-10-18T18:35:02+09:00
2018-10-18T18:35:02+10:00
Adobe Illustrator CC 22.1 (Windows)
184
256
JPEG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uuid:ccd4d5cd-8b80-4e3b-ae9c-439dfce151c1
xmp.did:92c4ba42-c9d7-6441-996c-55e9a2ddbca3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9aaf8eb5-473c-48b7-b3f7-cf68703b2d4a
xmp.did:9a3dadae-7502-3641-ab1b-2706356ef81d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4e72dece-1c1c-ae47-9ba2-eb9ceb2a2c01
2018-10-16T15:55:26+09:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:92c4ba42-c9d7-6441-996c-55e9a2ddbca3
2018-10-18T18:34:56+09:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
C:\Users\日本ドッジボール協会\Desktop\決勝T結果2018J.D.B.A.全日本選手権PC2018、1014.pdf
0
0
C:\Users\日本ドッジボール協会\Desktop\決勝T結果2018J.D.B.A.全日本選手権PC2018、1014.pdf
0
0
Print
False
True
1
297.000000
420.000000
Millimeters
HGMaruGothicMPRO
HG丸ゴシックM-PRO
標準
Open Type
Version 5.02
False
HGRSMP.TTF
MS-UIGothic
MS UI Gothic
標準
TrueType
Version 5.10
False
msgothic.ttc
GAAAAA+MS-PGothic
GAAAAA+MS PGothic
PGothic
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
BBAAAA+HGMaruGothicMPRO
BBAAAA+HGMaruGothicMPRO
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
UAAAAA+HGSoeiKakugothicUB
UAAAAA+HGSoeiKakugothicUB
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
ZAAAAA+HGSoeiKakupoptai
ZAAAAA+HGSoeiKakupoptai
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
SAAAAA+HGSoeiKakugothicUB
SAAAAA+HGSoeiKakugothicUB
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
NAAAAA+MS-UIGothic
NAAAAA+MS UIGothic
UIGothic
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
GBAAAA+MS-PGothic
GBAAAA+MS PGothic
PGothic
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
IBAAAA+MS-UIGothic
IBAAAA+MS UIGothic
UIGothic
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
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
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
310 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 330 0 R/TrimBox[8.50391 8.50391 850.394 1199.06]/Type/Page>>
endobj
311 0 obj
<>stream
HWˊ%W*[ϐ,`a
4~o
ω)PPSx(twCGIǻ?|ǻ_u
9,*Ki,)аJx};|H>eΐ˙S
TH/?̒/hhh *o*vKxQ/cÚ$sU
O KxIgz梢MrxigYxYu~3l[m2u ak L~GyMLB9Gʗ势}f\"RD̹e;1S<\vL"XR)_Eb.oC^I`">JJ[ׅV*֝˒-)bT{;~<~R5\iͯ} $R7Pɯ"x]N>u9ʉ1LLl 3g
`DZPe@،/Ad2E3%V@ʘ!gק1R/O
oUAjDf#6IMpnE2^@_V"*l՞:5mYO7'sZZ[&9"/,k#x )S0Wm҅h 똸^DP^Lg1$j6r?\edV5