%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
カレンダー 10-12 A4
2019-09-13T01:23:27+09:00
2019-09-13T01:23:27+09:00
2019-09-13T01:23:27+09:00
Adobe Illustrator CC 2015 (Macintosh)
192
256
JPEG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:6c61bea9-2eea-6740-92e8-43362b3cec8b
xmp.did:b1848eb5-7749-4394-bd7e-559107733802
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:345728f1-40df-6e49-b82e-fbd43e9142ac
xmp.did:89ef5af6-7ef7-4421-803d-923680009c50
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9c9579ef-37a3-4849-9737-6fb5fb868387
2015-12-12T21:28:59+09:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:b1848eb5-7749-4394-bd7e-559107733802
2019-09-13T01:23:20+09:00
Adobe Illustrator CC 2015 (Macintosh)
/
Print
False
True
1
210.001556
297.000083
Millimeters
HGMaruGothicMPRO
HG丸ゴシックM-PRO
標準
Open Type
Version 5.02
False
HGRSMP.TTF
HiraKakuStd-W8
ヒラギノ角ゴ Std
W8
Open Type
7.10
False
ヒラギノ角ゴ Std W8.otf
HiraKakuStdN-W8
ヒラギノ角ゴ StdN
W8
Open Type
Version 8.10
False
ヒラギノ角ゴ StdN W8.otf
MS-PGothic
MS Pゴシック
標準
Open Type
Version 5.02
False
MS PGothic.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.06
False
Arial Bold.ttf
Jun34Pro-Medium
A-OTF じゅん Pro
34
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-Jun34Pro-Medium.otf
GShinMGoPro-Medium
G-OTF 新丸ゴ Pro
M
Open Type
OTF 1.002;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
G-OTF-GShinMGoPro-Medium.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
C=100 M=20 Y=0 K=0
CMYK
PROCESS
100.000000
20.000000
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=50 Y=0 K=0
CMYK
PROCESS
70.000000
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=100 M=70 Y=0 K=0 1
CMYK
PROCESS
100.000000
70.000000
0.000000
0.000000
C=30 M=10 Y=0 K=0 1
CMYK
PROCESS
30.000000
10.000000
0.000000
0.000000
C=20 M=0 Y=0 K=0 1
CMYK
PROCESS
20.000000
0.000000
0.000000
0.000000
C=0 M=0 Y=20 K=0 1
CMYK
PROCESS
0.000000
0.000000
20.000000
0.000000
C=5 M=5 Y=15 K=0 1
CMYK
PROCESS
5.000000
5.000000
15.000000
0.000000
C=5 M=25 Y=50 K=0 1
CMYK
PROCESS
5.000000
25.000000
50.000000
0.000000
C=5 M=35 Y=60 K=5 1
CMYK
PROCESS
5.000000
35.000000
60.000000
5.000000
C=5 M=20 Y=30 K=0 1
CMYK
PROCESS
5.000000
20.000000
30.000000
0.000000
C=0 M=0 Y=20 K=0 2
CMYK
PROCESS
0.000000
0.000000
20.000000
0.000000
C=0 M=20 Y=10 K=0 1
CMYK
PROCESS
0.000000
20.000000
10.000000
0.000000
C=75 M=0 Y=30 K=0 1
CMYK
PROCESS
75.000000
0.000000
30.000000
0.000000
C=0 M=30 Y=60 K=0 1
CMYK
PROCESS
0.000000
30.000000
60.000000
0.000000
C=0 M=30 Y=60 K=0 2
CMYK
PROCESS
0.000000
30.000000
60.000000
0.000000
C=0 M=10 Y=20 K=0 1
CMYK
PROCESS
0.000000
10.000000
20.000000
0.000000
C=20 M=0 Y=20 K=0 1
CMYK
PROCESS
20.000000
0.000000
20.000000
0.000000
C=100 M=0 Y=0 K=10 1
CMYK
PROCESS
100.000000
0.000000
0.000000
10.000000
C=0 M=20 Y=40 K=0 1
CMYK
PROCESS
0.000000
20.000000
40.000000
0.000000
C=10 M=20 Y=30 K=0 1
CMYK
PROCESS
10.000000
20.000000
30.000000
0.000000
C=100 M=10 Y=30 K=10 1
CMYK
PROCESS
100.000000
10.000000
30.000000
10.000000
C=100 M=60 Y=20 K=10 1
CMYK
PROCESS
100.000000
60.000000
20.000000
10.000000
C=100 M=40 Y=20 K=10 1
CMYK
PROCESS
100.000000
40.000000
20.000000
10.000000
C=20 M=80 Y=80 K=10 1
CMYK
PROCESS
20.000000
80.000000
80.000000
10.000000
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<>/Shading<>/XObject<>>>/TrimBox[8.50389 8.50389 603.784 850.394]/Type/Page>>
endobj
6 0 obj
<>stream
HWˎ%
Wj=(1:gsH=Kw@OUERO_߷~ڂvsĀ?}؞_??/9X\:|߭o۟σyyx%0lumv3lB܃Gp/ӇOfi%3ѣ=hrt^td%M{mGO!YwI&ّ
e͛Ws~S6Cl>E}X[+U;;gJ.x[[c
7}
$3A<
f^WmQalA)ѼZl!cKi+m_/[Zrz)鈕we06S9BM=+PqiV4Ƚ |hn%r~TtX$I)
-X+].~@난wYii~Tȹ}ZC6nZ)QQ6Sna
dFywbeƒ6:SWә"TV 7+Gۊ@I)-.]4rNH#uJHmE
Ps3-GFS#ע';/۴;
xYmN )c`xݮ.F^$+HlHw҃4a)aime[D}).K5%E"{9G0ojБ+ +,,#g:uN81hM $X97!as H7;tNO%l"a4()C.ܷ8-gr\AuO>ȮA}&cw)iYJ;9PMeitVDt0̔B(/C7n*"G
A++Rhr7$J52Ls~F|X&߷):loԅÐ<'de2}xQm #ʞГW"k}A12i)\s PQF(w#9RKCD̢xqVH}F*uBgC2WltQ,47J1x.l[*#A&mAng0k(ԝ(`EN aB"cGl-3:t7(*:
-鐓*"O~]x+2Z7MeSt2k`CkIfi~3eE|V:NH%JQ)o&EFZˊL4J'caѤȳ)oEbdK2H;׃ Rrd"ah/1X˨on+r^˺wYhъ-rN1yPTk Ys.%W~ 3f1_:p@i9Kijwd I<_DjvU+ݍ`Pn$?LB^G+ّy%-O,pŊ(/7&Pp.Q\ኜrr{AvׂfP˽nf;xvɝ"XYKK}˄GH
cÏkdD9M)L-AġB7l)>!xp/ہ(Ѳ3'8e~/x`Ղ\{qDB&dlP|uKyy8(٠Fd\ae2Ypdؙ츆) sqYŴپw.QKQQx/s-MuLF/b`'=e)F{$q[&kjMEt@]~V{_fLW_Eb#7^ KrDG#2|!H/sN!"?9!EN9"だKJ6+Y~Tt!r +RZ6f˹W~BtJH#w_zBm˄,
GR3-sopAGJ[RG ӢZ6ޢE`yE]zj02s!n#urRN=#r7{q
;kq`t-CA< &ui.)^oh7{pv)5Df.Ԝ$
es8 rLBZa68 h.diy)FZ[n=9#A<%C tSBrWzT sL1`}02S8W}* ^"z|EѸ7xj6GԱ_|3{\NysF2
Tx/R8}}^1t*Ɓt#7N[w?tܲRoA逸3=i%;Kb?s[q(#lپilOW]4;z2,韕7r\a-]"#M+4;}s;o4S^`O3 : HX#~.A-%=A,L}$;$MF38wFwyP"dsޏ\ItrxbdoƘ/Y{ޑ"MM{ q#~<+1{"^:/Pnxf-qmB5̍5h\~?P',@ŽfX,7BKdp=r|}H7 o ߱V߶AO_y|p|~|u$
!>6/ 2,.y I7;7_SwT߭){WhϘW{DӋIbcx0S=߿n£sTNy"6h').=/4d=Sxn
r Ƀ8 Y/keˀpa@H=o$rKCo}gw|W.^ Ca=qXϰo!Ϡ8p![CO[x(nS] ,i]&oEt(UF[Rt+a$6XEQʿZ-
5EC+*C8,=-
ߎV1#A_&C)1Kᒮܡ*A,H33͋dI"OgxU܈Fˋ0nɎ[|(؎ E˸bcz0&FI%FH -𣊕'^Dij( j}1{HE_ J!%pm$!
ӷ@]?$&80īr
ᝤ)Oej,1Ha^F䰟 FJtM)ћ**\C#\h%۹(AcV
\~)dXKFazqߣ-T 1mܰ 41q.ge8e;;:haI\T֮Θ\Wp&a