%PDF-1.3
%âãÏÓ
10 0 obj
<>
endobj
4 0 obj
<>stream
xmp.did:008011740720681183D1B795E035FD14
uuid:eccf29d3-7f59-46fc-aba5-c1a6330d87d2
xmp.did:CB2E0FD5222068118F628B273559B65C
default
xmp.iid:FE7F11740720681183D1B795E035FD14
xmp.did:FE7F11740720681183D1B795E035FD14
xmp.did:CB2E0FD5222068118F628B273559B65C
default
saved
xmp.iid:CB2E0FD5222068118F628B273559B65C
2010-04-21T14:08:34+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:FE7F11740720681183D1B795E035FD14
2019-04-01T13:59:56+09:00
Adobe Illustrator CS6 (Macintosh)
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:008011740720681183D1B795E035FD14
2019-04-01T14:01:41+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/minamikeiko/Desktop/進行ä¸/æ‘上オフセット進行ä¸/å°¾é“å¸‚åºƒå ±2019å¹´4月å·ã‚«ãƒ©ãƒ¼36P/å°¾é“å¸‚åºƒå ±2019å¹´4月å·ã‚«ãƒ©ãƒ¼36P/P1表紙.eps
application/pdf
P01・P36
å— æµå
Adobe Illustrator CS6 (Macintosh)
2019-04-01T14:03:15+09:00
2019-04-04T09:07:32+09:00
2019-04-04T09:07:32+09:00
180
256
JPEG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1
True
False
420.158333
297.038889
Millimeters
AGaramondPro-Regular
Adobe Garamond Pro
Regular
Open Type
Version 2.111;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
AGaramondPro-Regular.otf
AGaramondPro-Bold
Adobe Garamond Pro
Bold
Open Type
Version 2.111;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
AGaramondPro-Bold.otf
GothicMB101Pro-DeBold
A-OTF ゴシックMB101 Pro
DB
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-GothicMB101Pro-DeBold.otf
Cyan
Magenta
Yellow
Black
åˆæœŸè¨å®šã®ã‚¹ã‚¦ã‚©ãƒƒãƒã‚°ãƒ«ãƒ¼ãƒ—
0
m100 コピー
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
m75 コピー
CMYK
PROCESS
0.000000
75.000000
0.000000
0.000000
m50 コピー
CMYK
PROCESS
0.000000
50.000000
0.000000
0.000000
m30 コピー
CMYK
PROCESS
0.000000
30.000002
0.000000
0.000000
m20 コピー
CMYK
PROCESS
0.000000
19.999998
0.000000
0.000000
m10 コピー
CMYK
PROCESS
0.000000
10.000002
0.000000
0.000000
æ–°è¦ã‚«ãƒ©ãƒ¼ã‚¹ã‚¦ã‚©ãƒƒãƒ 4
CMYK
PROCESS
10.000002
5.000001
0.000000
0.000000
æ–°è¦ã‚«ãƒ©ãƒ¼ã‚¹ã‚¦ã‚©ãƒƒãƒ 5
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
æ–°è¦ã‚«ãƒ©ãƒ¼ã‚¹ã‚¦ã‚©ãƒƒãƒ 6
CMYK
PROCESS
0.000000
0.000000
0.000000
10.000002
æ–°è¦ã‚«ãƒ©ãƒ¼ã‚¹ã‚¦ã‚©ãƒƒãƒ 7
CMYK
PROCESS
0.000000
0.000000
0.000000
25.000000
æ–°è¦ã‚«ãƒ©ãƒ¼ã‚¹ã‚¦ã‚©ãƒƒãƒ 8
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999996
æ–°è¦ã‚«ãƒ©ãƒ¼ã‚¹ã‚¦ã‚©ãƒƒãƒ 9
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
æ–°è¦ã‚«ãƒ©ãƒ¼ã‚¹ã‚¦ã‚©ãƒƒãƒ 10
CMYK
PROCESS
0.000000
0.000000
0.000000
80.000000
æ–°è¦ã‚«ãƒ©ãƒ¼ã‚¹ã‚¦ã‚©ãƒƒãƒ 11
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
æ–°è¦ã‚«ãƒ©ãƒ¼ã‚¹ã‚¦ã‚©ãƒƒãƒ 12
CMYK
PROCESS
0.000000
100.000000
0.000000
14.999998
æ–°è¦ã‚«ãƒ©ãƒ¼ã‚¹ã‚¦ã‚©ãƒƒãƒ 13
CMYK
PROCESS
0.000000
100.000000
0.000000
25.000000
æ–°è¦ã‚«ãƒ©ãƒ¼ã‚¹ã‚¦ã‚©ãƒƒãƒ 14
CMYK
PROCESS
0.000000
100.000000
0.000000
50.000000
C=100 M=0 Y=80 K=0 1
CMYK
PROCESS
100.000000
0.000000
80.000000
0.000000
C=100 M=0 Y=0 K=0 1
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
C=60 M=80 Y=0 K=0 1
CMYK
PROCESS
60.000004
80.000000
0.000000
0.000000
C=50 M=0 Y=100 K=0 1
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=100 M=0 Y=70 K=0 1
CMYK
PROCESS
100.000000
0.000000
70.000000
0.000000
C=100 M=20 Y=0 K=0 1
CMYK
PROCESS
100.000000
19.999998
0.000000
0.000000
C=0 M=50 Y=80 K=0 1
CMYK
PROCESS
0.000000
50.000000
80.000000
0.000000
C=0 M=80 Y=100 K=0 1
CMYK
PROCESS
0.000000
80.000000
100.000000
0.000000
C=100 M=0 Y=100 K=0 1
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
C=100 M=100 Y=60 K=50 1
CMYK
PROCESS
100.000000
100.000000
60.000004
50.000000
C=100 M=100 Y=60 K=50 2
CMYK
PROCESS
100.000000
100.000000
60.000004
50.000000
C=30 M=40 Y=100 K=15 1
CMYK
PROCESS
30.000002
39.999996
100.000000
14.999998
C=20 M=100 Y=100 K=20 1
CMYK
PROCESS
19.999998
100.000000
100.000000
19.999998
C=100 M=35 Y=0 K=0 1
CMYK
PROCESS
100.000000
35.000004
0.000000
0.000000
C=0 M=20 Y=80 K=30 1
CMYK
PROCESS
0.000000
19.999998
80.000000
30.000002
C=0 M=40 Y=100 K=0 1
CMYK
PROCESS
0.000000
39.999996
100.000000
0.000000
C=30 M=0 Y=80 K=0 1
CMYK
PROCESS
30.000002
0.000000
80.000000
0.000000
C=0 M=80 Y=60 K=0 1
CMYK
PROCESS
0.000000
80.000000
60.000004
0.000000
C=0 M=0 Y=15 K=0 1
CMYK
PROCESS
0.000000
0.000000
14.999998
0.000000
C=30 M=40 Y=100 K=15 2
CMYK
PROCESS
30.000002
39.999996
100.000000
14.999998
C=0 M=100 Y=100 K=0 1
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=100 M=45 Y=0 K=0 1
CMYK
PROCESS
100.000000
45.000000
0.000000
0.000000
C=0 M=75 Y=25 K=0 1
CMYK
PROCESS
0.000000
75.000000
25.000000
0.000000
C=0 M=100 Y=100 K=0 2
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=72 M=33 Y=0 K=0 1
CMYK
PROCESS
72.000000
33.000000
0.000000
0.000000
C=0 M=0 Y=0 K=20 1
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999998
C=100 M=100 Y=49 K=19 1
CMYK
PROCESS
100.000000
100.000000
49.000000
19.000000
C=72 M=33 Y=0 K=0 2
CMYK
PROCESS
72.000000
33.000000
0.000000
0.000000
C=0 M=85 Y=70 K=0 1
CMYK
PROCESS
0.000000
85.000000
70.000000
0.000000
C=0 M=60 Y=100 K=0 1
CMYK
PROCESS
0.000000
60.000004
100.000000
0.000000
C=20 M=100 Y=100 K=20 2
CMYK
PROCESS
19.999998
100.000000
100.000000
19.999998
C=0 M=0 Y=5 K=0 1
CMYK
PROCESS
0.000000
0.000000
5.000001
0.000000
C=40 M=29 Y=100 K=24 1
CMYK
PROCESS
39.999996
28.999996
100.000000
24.000000
C=100 M=43 Y=100 K=36 1
CMYK
PROCESS
100.000000
42.999996
100.000000
36.000000
C=100 M=20 Y=0 K=0 2
CMYK
PROCESS
100.000000
19.999998
0.000000
0.000000
C=0 M=0 Y=75 K=0 1
CMYK
PROCESS
0.000000
0.000000
75.000000
0.000000
C=100 M=20 Y=0 K=0 3
CMYK
PROCESS
100.000000
19.999998
0.000000
0.000000
C=100 M=70 Y=0 K=0 1
CMYK
PROCESS
100.000000
70.000000
0.000000
0.000000
C=0 M=0 Y=65 K=0 1
CMYK
PROCESS
0.000000
0.000000
65.000000
0.000000
C=100 M=70 Y=0 K=0 2
CMYK
PROCESS
100.000000
70.000000
0.000000
0.000000
C=53 M=6 Y=23 K=0 1
CMYK
PROCESS
52.999996
6.000000
23.000002
0.000000
C=0 M=0 Y=40 K=0 1
CMYK
PROCESS
0.000000
0.000000
39.999996
0.000000
C=75 M=0 Y=75 K=0 1
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=75 M=0 Y=0 K=0 1
CMYK
PROCESS
75.000000
0.000000
0.000000
0.000000
C=15 M=0 Y=0 K=0 1
CMYK
PROCESS
14.999998
0.000000
0.000000
0.000000
C=100 M=0 Y=60 K=0 1
CMYK
PROCESS
100.000000
0.000000
60.000004
0.000000
C=0 M=60 Y=100 K=0 2
CMYK
PROCESS
0.000000
60.000004
100.000000
0.000000
C=23 M=0 Y=90 K=50 1
CMYK
PROCESS
23.000002
0.000000
90.000000
50.000000
C=12 M=0 Y=45 K=25 1
CMYK
PROCESS
11.500001
0.000000
45.000000
25.000000
C=21 M=80 Y=66 K=26 1
CMYK
PROCESS
20.999998
80.000000
66.000000
26.000000
C=41 M=33 Y=0 K=0 1
CMYK
PROCESS
40.999996
33.000000
0.000000
0.000000
C=40 M=0 Y=0 K=0 1
CMYK
PROCESS
39.999996
0.000000
0.000000
0.000000
C=0 M=62 Y=100 K=8 1
CMYK
PROCESS
0.000000
62.000000
100.000000
7.999998
M100
PROCESS
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
C=100 M=70 Y=0 K=0 3
CMYK
PROCESS
100.000000
70.000000
0.000000
0.000000
C=30 M=40 Y=100 K=15 3
CMYK
PROCESS
30.000002
39.999996
100.000000
14.999998
C=16 M=85 Y=5 K=0 1
CMYK
PROCESS
15.999996
85.000000
5.000001
0.000000
C=30 M=55 Y=100 K=15 1
CMYK
PROCESS
30.000002
55.000000
100.000000
14.999998
C=94 M=72 Y=26 K=0 1
CMYK
PROCESS
94.351105
71.868500
25.610697
0.000000
C=77 M=13 Y=88 K=0 1
CMYK
PROCESS
76.589600
13.052601
88.082703
0.000000
Acrobat Distiller 9.0.0 (Macintosh)
False
PDF/X-1:2001
PDF/X-1a:2001
PDF/X-1a:2001
PDF/X-1:2001
PDF/X-1:2001
endstream
endobj
1 0 obj
<>
endobj
3 0 obj
<>
endobj
11 0 obj
<>
endobj
12 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>
endobj
72 0 obj
<>stream
ÿØÿî Adobe d€ ÿÛ „
ÿÀ
ø
Ë ÿÄ¢
s !1AQa"q2‘¡±B#ÁRÑá3bð$r‚ñ%C4S’¢²csÂ5D'“£³6TdtÃÒâ&ƒ
„”EF¤´VÓU(òãóÄÔäôeu…•¥µÅÕåõfv†–¦¶ÆÖæö7GWgw‡—§·Ç×ç÷8HXhxˆ˜¨¸ÈØèø)9IYiy‰™©¹ÉÙéù*:JZjzŠšªºÊÚêú m !1AQa"q‘2¡±ðÁÑá#BRbrñ3$4C‚’S%¢c²ÂsÒ5âDƒT“
&6E'dtU7ò£³Ã()Óã󄔤´ÄÔäôeu…•¥µÅÕåõFVfv†–¦¶ÆÖæöGWgw‡—§·Ç×ç÷8HXhxˆ˜¨¸ÈØèø9IYiy‰™©¹ÉÙéù*:JZjzŠšªºÊÚêúÿÚ ? ÷ZèsÖËå3;¿kL² õÀ%h&×|³ )†“Õ|sUÞµÂ
9:¹@lO6T×°ÍƧ~˜ ¦VØÜe ÐäÇ$sZvÛØL¨Û ºïÛ•Ý11Jü;e„ìÍo¹ÅUA®ù ±-cn)Sˆ
ÿ ±ÀWs†Ð°õÊ#õâÍp雿JIÙ¼¶QSLcjæë¶È8Ó¾9hvddT¸V½6Ê \!#«·#(Ø–-³mÓÛbZØå¾Õ¦eN®]v ÀÊå·¾M;S^¸iiغ¨mdžW#Lx\Ž4Û¨É'“@÷ÆR½ÎI›«Š
Ð-2%}›÷ƺ€x÷Æ)‚ÞY—á58Ë“*lVµP
EqÆtÙp
‘[×å›°ÝdãáŽj
ñжŸveZœ’®]ñì)óÊÂ)¼e>ü´¶p»7ã‚Òì»d:°Ý‰ª:å³äÕ<“Apë‰Ó³uÉ’Ì€®*jOlªLr/ó3SaÛŠb- kòËŸ§l‚ì° 4ÊMôÊqµ1°à{ãV °²SùeqãÓ#ÉQLTQwʉbM»7AS‰Ctí–|MµM«‰‚iNùa³ª-žù`á\¬°<×Ë#¿l ²ƒYj´ï€•“³b€ìpé·ls{æ$ƒÈá »êWaVn7à ‚P
P#°ÃÌ6l°ñçlƒÙccAŠiº£·Ìâ±æÕ1¬Æ€ýÙ(†}]ã˜V´®HvfZŒJ"ì®Õ8K0]Ž§"Zà¦2ΩïŽb”Ä@hckCËZm¼³×áÃÈ$rk©®c¸ÛÇ X•ÀvÌT‘Nù Y_F¾Y€ ×H´2ÎíM²! ì¸æaÐá‚ϱ°Á-Ñ>môÇuë‘´[xÓÒƒ˜óv0W&Ø\r¨kôá%ŒŽÍÓ(2*95Nù…A¦$$»15Æ<˜ÅÙˆ®ãfì±üÇE»*´Øb®ÍZôüqRiÝ3:÷8"QuÛ›&0Z8à
âM"Gv¸åìßNEWf>Ã-|rÔšœA•;®PïLJ'ɼËUÂÉÙ•¿hãJÑÊ¿|m@oQA•“»ßjeÓÄá·¦ØΆ‡%lË©¶ØêW#lÛ̧‰Ûjá‰enÌìâB‘aØúñØd@`»G/‹¦K“.Në™Å²ª÷ËUï‘;1‘¦úã…i¾ùÍ.̤t=2ÊY-'56Ûl‰Ù6ØÜcºQp
Ón8ÑZ’NÙ:
ê÷Ç :b–¾[åq¨Û•!º×àõðÁ+jŸv( ŒS»uÇ¡$ï‚Òâ+]²2;0%Ã~½11¹*rw³i.éòÅ
€kÓ#lcºÚxe°êÝ»a 6±4pȲ‘]PqC¹ß
ºæ` 8ÄîÎ<ÖÓ@O|œˆe.MÓ)ÊÈjw|£â1E8o˜lw뇣>\³Ö£ ê·SŽ4ê~ŒG4AªÐPb@je—³u»åÚ´ß"XžN¦Âª2-mTe¨×™7;mß,ƒ²ÅzUÙ`RµÀPìrãihõ®(±´Õ,÷ÍÐý¡¾£(øŒ,OP
«•È¤4
1•ðÀ®ÇPtX‚ã¶ùŽû¶óQÍÙI×|³#d†ÍV¹ljEF;±ˆuiÛlTÐ`¥¢k¾:”;dM{âl7ä2ØžÀµŠ—èʇ6¡ÍÄ×»ŠôÉÎcwc…k\[4í—MÅ0ZjÚË"†¸©Ç)Ú™»ç˜
ìz䌖ݔ@ZˆH\FYØq¥ºãº|G5Zr©Ü×`kSPFL'~™Q’Wƒ\w_|¶êÓ1éZt Hj”Ç># “3*wùY{tïˆÝIÙªwÌ£éŒåE€pË_Š `‘Y
ÝL¦éÓSn¯~ø+±Ë“-šËd0Õ®%¾¸ÊS¦JÙŬÜjh1‘ ²-Ó|wör¨šQ°q5éŽíLæÁ¾›Œ wÄFÓÍÝ6˯-Î$RÓ†â™`Óqôã)Z2™¸šàÙD.Êš×$YË’Ú×Õ2¬n´Ê#·l²3eºšå¨ œ)“Yf¢ƒ X–ÿ ÖÌw¦FØÛŽÝ1ÀïJtÀÊýyu4ßgN÷j´û[Œ„¬òZnµß,ü[cA³¶)Jm†Ê
݆ZŠšŒŠÒÜ}@éˆx] 5ÉÊœ
1À9dmlãö#(Ú×Ï(täw9$¶kß*
pD ¸Œ²Ã
ÛYˆ®F÷E»·Lšº”Æò ÐtÅKtñË'¾*ÖUiLIÙº}øÒFþ
`7u)—]·bm‰WñÉScuÇV„Pí‘«-EÇ~¹gÄwÉ¢ñi¹;xdË98{f=hq ‹XÚŠŠŒ,‹±Üˆûò(躻S-›|@c‡Jc£Ãc»8†ûmb)×"ì5¹U)œ˜ø‡cìªÓá=ðód±Ôî;`*Cc|ÃqSã@æêÓ¦(£·|i›mŽë¿Lˆ
·1¥wÂ$ØöÆ“C¿|-2–íbUÉ@SûS'cC¾ÎÝ1Ú‚¹v>J>9UñÇvÁúå—ã°ß c»Sºï½rÉ´:årå¶2UÃéòˆ³¦ 0vX?²r4€ìÄöí„»T{`*]óÊ-áˆ@v8R•8 bJêŒ}²Lª±@8År$ÛÕ)–ÛŠŒn”nñ·5à ȵ˜šlqˆ@vjÓ®I%Ùt®Aƒ²‹mC×
ØÄØ““ˆelÃ}²I-eM°…Ùu¦E±…»à!-ŒÜ€58PNΧl¢i¾!Ap9…RiŠ¥r«_³„@µJc…[cÓôwLÔ ±lo×*œw†úåSL "ÝA¡Ãll¶Ê:m’¦]vǃÜm‘bÕ)•ZxãÍ
‘Œ?lrU²[–c¶øÄ67ÆEl0dÖÝ{âD×|°-·Nç-Z ŒŒŠ—tßt¦þ8kêá¾ØÖ