%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
xmp.did:F77F117407206811871FCE0BA382557B
uuid:9f827f11-2f7f-dd40-a37a-aa21c27519d1
xmp.did:0280117407206811822A9DA95FFD73C2
proof:pdf
uuid:7931e957-3916-cc4b-b28a-23ba51f6fe60
xmp.did:994699AF4B2068118083B8B2EB9422B7
xmp.did:0280117407206811822A9DA95FFD73C2
proof:pdf
saved
xmp.iid:0280117407206811822A9DA95FFD73C2
2018-09-28T18:29:18+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:B28E3FC4A421681183D1DAE9C4E91E61
2018-10-23T16:13:01+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:B38E3FC4A421681183D1DAE9C4E91E61
2018-10-23T16:20:43+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:B48E3FC4A421681183D1DAE9C4E91E61
2018-10-23T16:22:22+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:EF5BCEECC624681183D1DAE9C4E91E61
2018-10-26T11:35:14+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:F05BCEECC624681183D1DAE9C4E91E61
2018-10-26T12:17:32+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:994699AF4B2068118083B8B2EB9422B7
2018-10-26T15:40:32+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:F77F117407206811871FCE0BA382557B
2018-11-20T17:02:36+09:00
Adobe Illustrator CS5
/
application/pdf
2018flakecup_kugenuma
Adobe Illustrator CS5
2018-11-20T17:02:43+09:00
2018-11-20T17:02:43+09:00
2018-11-20T17:02:43+09:00
184
256
JPEG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=
1
False
False
209.999929
297.000476
Millimeters
KozGoPro-Regular
小塚ゴシック Pro
R
Open Type
Version 4.001;PS 4;Core 1.0.38;makeotf.lib1.7.12746
False
KozGoPro-Regular.otf
HiraKakuStd-W8
ヒラギノ角ゴ Std
W8
Open Type
7.10
False
ヒラギノ角ゴ Std W8.otf
HiraKakuPro-W3
ヒラギノ角ゴ Pro
W3
Open Type
7.11
False
ヒラギノ角ゴ Pro W3.otf
Osaka
Osaka
レギュラー
TrueType
6.1d3e1
False
Osaka.ttf
DFMaruGothic-SB-MP
DFP太丸ゴシック体
Regular
TrueType
1 Sep, 1997: Version 2.00
False
DFP太丸ゴシック体
DFHSMaruGothic-W4-MP
DFP平成丸ゴシック体
W4
TrueType
20 May, 2002: Version 2.00
False
DFHSMaruGothic-W4-MP-RKSJ-H.ttm
DFGothic-UB-MP
DFP極太ゴシック体
Regular
TrueType
20 May, 2002: Version 2.00
False
DFGothic-UB-MP-RKSJ-H.ttm
DFMaruGothic-UB-MP
DFP極太丸ゴシック体
Regular
TrueType
20 May, 2002: Version 2.00
False
DFMaruGothic-UB-MP-RKSJ-H.ttm
Cyan
Magenta
Yellow
Black
PANTONE Process Black C
PANTONE 199 C
PANTONE Purple C
初期設定のスウォッチグループ
0
PANTONE 199 C
SPOT
100.000000
RGB
229
0
65
PANTONE Process Black C
SPOT
100.000000
RGB
34
24
20
PANTONE Purple C
SPOT
100.000000
RGB
169
53
142
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>>>/TrimBox[0.0 0.0 595.275 841.891]/Type/Page>>
endobj
6 0 obj
<>stream
HW]
|_`[l7qt@ 0β
b%p>Uճ=ʼn!ho8fbw=^}}pw:b9XY;<-O><ǿO_W_?C
)g#x7.jvfKT~çmO[m-g[88lq>2ҰSစCJ&wgzzÖpz#7mg(~cg;iy3mf8^ڗG3t_I{ة|9
$Y_pooWK2?+j'9S-Ƽ[ƗeG{A~~=S֎ygpAڿx//99r^+ `kÍ}Kk6{sExVa
)o"zfƍmj+̭ztbwPaw}e8{ddx}Zzj7ۢ2ě>gɎv6_Tz~T~U2B(b(6,t:q.U?OI!2{R\8`~"y%$M楥S?1wnBWbΗ=_tð=M
_iMy%yccm*n8Ks>ZYpE,Ns-4VW`{
&Ɣ'ᔼ"OC&pÎB^M
f{ƮRd &A7~e2bѹml]x3hJ_^ Q[nD )K%K;"lb4^6yo%i@XbCX!l\]^2긾83NU$^p&bLHEtsE1r<ёdL|y"Px
#s^&$Y HG2d
*BD(J3Nm
b xX2ΧסF\V@q֤p
҈=yxI3,*$"rc$^^(pD!@(
BPP*0̭Jx"3|zׂC;탨;#֙N&D8^QӇDjuxhW'0HE,fmtРêb'.>u璒شj%V{jMVSH|Jܢ0#.&1nDd9RQv*hs H@E{y;bȯkXj.7H$T
CSl*i*!BF,]xJgD
,RnIIzY&LM*AWM]2:j(R"eu$fы; B1Qq֔#uAݺ#5X(oc1-1DI,.=2;@˼̡!"qx1dbI^|\&O4N;0Elz .q3[:ЌpbʭQu?oE#@YbzSeM臞t7COpkSIr{u)ڀ~0OYD>l
ZZNZbBQ#YaQtإUq@amkc1E Ck.;E'v˲pCbF+0._$مD7XC|܄]i_@mͫ\]:DRT$¼I|+(PIL-6TCTog#p$Q'C(KQM)\
-Ch T-e'T}0y!(2aHc%[QGPיK2' dEkӗ`_j$(JG69˵zK9NC|*ܖŴ:H'z_7v
L]Ѧ.@iݸAfY!TU#K"QL
v<R@іh<+sJ8H$yr ywr6$~AdV'+h#Tt%U搕ǥޕvŤ\<BąlEjR9Xk}x\iJ]RLFP;+4Fsu46MI>Ӛ%ueٵhl|j؍sMeR&29/DIPfXMFq|%,α~)f⍎"D 6J$?/yW|k3X,c13/!bYE8QY=˃%7:E] N#zYH
}{3,9#
3annk&C@I-e*=[M+AXD8m*vP2ASwUX5 ^#x{gm!~D9/9
K!RUs9N4kNVĴZn-@A8[L}܆i%[h%6&_1p:uґ{7($AaT͜AשbMEs|[[]їYTɲV5l;$ik+߲CMɸiN RwP
y9ʖ6NDȖmM[x9UG-xԙÕwf[@XʯvGOQ阻[-ՄWq*r!PZ$ǃ9/~Åhe|"嘻`*X)m*$.H Pt=he(2_f䪧Քu.Bo]fvDpT"[~-AjDҞgڻa#_+DCrc(뼰tIf~9jNZUB¸WcEC\UZ"T2\U^c+ZW9{DZQhP*i{vPۭk}rE5>aK<,
gP䅋"0ifxʭћxqfbjer}4,Qà_MӃ#ml2# FK0Q%][p U{0#BOd;LwQrL\WozACE/f4ӣB` +^dRٷTR), \ ;f#鵎%/gc`Ej3!c/@"Y5D>Ûud$@q<
j1~74f
&I:.،^A(<gZujM:#lf$'X
))+;DvT\EC.s1`%sJ0Qj(nylNճ;i{-@v!6M!IenIAlmrAa^C wAiVë7`z L&O֊FIZce8Q@Tl8B=¤v4~l$Lě3gոaz3U^Evąi:bP \-Z,ѝ&^* K3\ȈOrZ;0/-_jy1/,TR]HB2I""P}ЕĴ;/nVjD;>yYmJIgv"Zo=jTǃmXD73߉v%`tr_Bk.(PڼwM1ٽ
$SnV| v(!:Ş:}Vw%)-/_bhm0]a 1iFdQ5+^ :GHĮ"/'#:E
"kBN,$cZʔKgP
=ŃFaY/W ZT(
ha$4=X-"Sݛ<