%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
2018JUL_高校野球対戦表6
2018-06-21T13:04:28+09:00
2018-06-21T13:04:28+09:00
2018-06-21T13:04:28+10:00
Adobe Illustrator CC 2017 (Windows)
256
212
JPEG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:2c526066-d7eb-4f7c-a64f-d1831ad6ae4b
xmp.did:6cfa114a-ebde-5842-8b57-9aad57b6ecb4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:242cbd20-c26e-874d-aec4-628abb4b6d5b
xmp.did:242cbd20-c26e-874d-aec4-628abb4b6d5b
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:837F5EA5594BE711A801C630CECBDAD1
2017-06-07T17:58:44+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:6cfa114a-ebde-5842-8b57-9aad57b6ecb4
2018-06-21T13:04:18+09:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\sakashita\Documents\作業中------------------------------------\チバテレ2018JUL_別紙\2018JUL_高校野球対戦表\2018高校野球イラスト.psd
xmp.did:A2BFCCAA896FE811B5BC900803B39571
xmp.iid:EFCEF4561F74E8118B8FAAE813085815
C:\Users\sakashita\Documents\作業中------------------------------------\チバテレ2018JUL_別紙\2018JUL_高校野球対戦表\2018高校野球イラスト.psd
xmp.did:A2BFCCAA896FE811B5BC900803B39571
xmp.iid:EFCEF4561F74E8118B8FAAE813085815
Print
False
True
1
296.999982
419.999866
Millimeters
Swiss721BT-RomanCondensed
Swis721 Cn BT
Roman
TrueType
mfgpctt-v1.50 Thursday, December 31, 1992 10:34:49 am (EST)
False
TT0009M.TTF
UDShinGoPro-Regular
A-OTF UD新ゴ Pro
R
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPro-Regular.otf
UDShinGoPro-Medium
A-OTF UD新ゴ Pro
M
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPro-Medium.otf
UDShinGoPro-DeBold
A-OTF UD新ゴ Pro
DB
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPro-DeBold.otf
UDShinGoPro-Bold
A-OTF UD新ゴ Pro
B
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPro-Bold.otf
GothicMB101Pro-Heavy
A-OTF ゴシックMB101 Pro
H
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-GothicMB101Pro-Heavy.otf
RyuminPro-ExHeavy
A-OTF リュウミン Pro
EH-KL
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-RyuminPro-ExHeavy.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
DIC143花キューピットブルー
SPOT
100.000000
CMYK
80.000001
60.000002
0.000000
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
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
6 0 obj
<>stream
Hm$ϯ?к*B&8dM.c0::_4Q[,;<:*Ju^>|^o^.zC0BHKT.Oo_//?y 6(!h1(=`+OP7tyo
_|hOHQP8+$˷oBW߾.oxfze^6;;P$e,&@b!%+)f-0c4SH֠}a>tLҁx#8û.QN3,À5r>ݧ88㻟/߾zM7K2Lf]ّRVǰʴL˘)ܣRGsrfiUQʈhNR,X^5}iH 3Np5t/rhf764tN8:
^Zk5tN:d5MaLq*[=E0=j<}8JSQlû2E(n)SjѬʂ /Ƹ"gǝuMDgދ:t֣Kf_dsL57*g3p-N5G:SOYl1]K1FHYHzJ6pf&/U^oXOO)c)\Q̪o Rz=BKtF&E;d`BPS}c;}3/(3Ag3-0OA,=,yOaC=u8>B+-X=4G蘮4DmfxxfV78t3pD ^T>nM^"4mtHH
4)gm$L;nNnwIA.7E3Icbd5t3Uz_tw^iRA7<1W0w#bXv
ScDIҹ~Ȩ:w4{ɎYK/.jY:.euJJCCUx{LWGpY}N,
n˜3⤄c}*ͳqxFqDA7f/LpDOexq;^ށ-@ilpj)t t]hv1mSBezR!Ty
m@ژ :ueSٌb])| 8Lj>:.%@oqdҔ@_ >-$&Ic△HAIx<:Nۂrn( ^-aq6
FymmA+p&պ%ׇF@{=YΝXű-8]άg0ƴשv6:Lךx2:cNwC=S =jǾ=81NݯdNRSI;Ɔ{Ntk'ܝUnɝ߲_[zF#
exZ;H^Zk7ԬsFֆ/Rb
¯HeODZHSBv-2-@TbW6O%r.5p5Ȼᶦ&2i3[mq=bxsql!qiܔg.̰=}0B*0u쌥5bF2\E~9{WFki@pupdSBezR!Ty
-`8!.tδ&?fŲNѶN)n,^0p7-Lʱҧ>0}~5lv%0e@
v `o|ab^?-J-
>"b+x=IsU߸!6/+&sUCLljemS*5cqKUE\X:u٫P
&"2nLUlr̈W*
QMK4 >yDKqZT|+/ܩ=C\0Xa
f2/}i:wm3j5 ]_o>RJ{4kκp&ϼj6('v{+%/-,>4r~}ِGWtgi6~8$FUv6ug=z&ޠˌ/6x-UaL/o־>76yQP#Q4Eili
PkBYn+Ѽ
_
u4PJ1f=!GY@GcX]MCJ-`jmp$`z*63V,&5nLTAZm&LDd\c(.bZ.RElՑ.Fdwqnt(inuAzIX0lԤI.&7mvY\q3[6q)HEZ䊣r
GU)S8j+pYc͎L+|H+m"o,HM䍠NZ(,@b.&"Ji^#R_D`*>RvBJxhae[pgٌۈz̰-9(1p5<,_?ަ]h)ޱ"ڄ%(aò2nNJV>q"t6ئU*U5n\V*!J}+P7H&LjBɿ@[Puj3:N53*534*8ghoШ|D E՛#xݭ@"7-6GԦ㕡LjԴ,84'&Bϓtƣe-ՙT Wʣ*E%EZ1+9x
<
e5Ĭ-Q4PJ1f=!GuӰV@c@SR<*G
mtKI[*,U*r[WT*u.FuˮQ#]ܹJw[F)A^Ҧ-)5%v҇KM۵i@̖EzʇE|RQi⨩QU9r
GeG8qXc+
{>f+JK%ciy#D,Ӧr:J-m$g.鴉l|ڱagT$67J"ôńZD-fX"Y663DfxdjdNin?\8i~u
/30W7U4+zG|\o-1y#ryZMܾK]
ޟ#!bb1dG(r$S,%~CD
jDYh!#eI#Peqɱ<)Xtqc8[@f8QܐRͳVr#&hsfĥ*!a=,$p'i܀[:""prGeh5GͿ&ZzG`3NKe{"jCXT˅]K=ьZQ=d~y]W\Mm[y4+OC\.9X[:2{U}BtWZa}| }l4^srhql7t!ǔU^1+wIr0yRB2(㬾$9U'^!1w;cBҼ[.ow`=BoaC?v9J;q
{ /ӨL7|3>t!FU-]'ѣ
.į̨Y|6Qp
.ܨr.Ew`ћ0j\_Q{s- `RuC2y1i
}B^:[eamf.ohԻkt0l!z|\~:nO]eWM~?n*3zK f3E|ċh˥P"'͐O,đO<$O"$OrdPCE4tMc4xM4|M4M3Й.),<?D64hC64hC4hK;DžmkЖmiЖmiЖhn
_7}/D&͢0fNmcP~.rT=1 0(
~1?J)bP̴0e 0(4Ո a bĂ'aYYNQظ#fSfLL#|$8A
vp0aϤR.ݺ?UqC>
U$ #r"&