%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
naika
Adobe Illustrator CS6 (Macintosh)
2014-02-02T13:48:26+09:00
2014-02-02T13:48:26+09:00
2014-02-02T13:48:26+09:00
188
256
JPEG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xmp.did:634B76BD0E206811822ADD0511B5AF60
uuid:7a97383f-6227-2646-abbf-a28984415f41
proof:pdf
uuid:8687A8E90A20E31194F8E87A2E6CD126
uuid:274fd841-c9f7-2f42-9f1e-fbf17d164bf6
xmp.did:01801174072068118083D7B7C3829FA1
uuid:8687A8E90A20E31194F8E87A2E6CD126
default
saved
xmp.iid:01801174072068118083D7B7C3829FA1
2013-10-29T23:02:27+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:634B76BD0E206811822ADD0511B5AF60
2014-02-02T13:48:25+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/mi3tsuki/Desktop/2014.01mmp/ドイツ語pdf/フッター.eps
Print
1
False
False
209.999929
296.999959
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.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
ODYSRB+HiraKakuPro-W3
ODYSRB+HiraKakuPro W3-90pv-RKSJ-H
W3-90pv-RKSJ-H
Unknown
Version 8.10
False
ヒラギノ角ゴ ProN W3.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=16 M=98 Y=92 K=7
CMYK
PROCESS
15.999996
97.999992
91.999992
6.999999
C=0 M=99 Y=97 K=0
CMYK
PROCESS
0.000000
98.999992
97.000000
0.000000
C=0 M=79 Y=96 K=0
CMYK
PROCESS
0.000000
79.000000
96.000000
0.000000
C=0 M=50 Y=98 K=0
CMYK
PROCESS
0.000000
50.000000
97.999992
0.000000
C=0 M=35 Y=87 K=0
CMYK
PROCESS
0.000000
35.000004
87.000000
0.000000
C=5 M=0 Y=93 K=0
CMYK
PROCESS
5.000001
0.000000
93.000000
0.000000
C=19 M=0 Y=98 K=0
CMYK
PROCESS
19.000000
0.000000
97.999992
0.000000
C=50 M=0 Y=99 K=0
CMYK
PROCESS
50.000000
0.000000
98.999992
0.000000
C=74 M=0 Y=99 K=0
CMYK
PROCESS
74.000000
0.000000
98.999992
0.000000
C=86 M=12 Y=100 K=9
CMYK
PROCESS
85.999992
12.000000
100.000000
8.999997
C=88 M=28 Y=95 K=32
CMYK
PROCESS
88.000000
27.999996
95.000000
32.000000
C=76 M=0 Y=75 K=0
CMYK
PROCESS
76.000000
0.000000
75.000000
0.000000
C=78 M=9 Y=46 K=0
CMYK
PROCESS
78.000000
8.999997
45.999996
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=87 M=52 Y=0 K=0
CMYK
PROCESS
87.000000
52.000000
0.000000
0.000000
C=99 M=96 Y=4 K=0
CMYK
PROCESS
98.999992
96.000000
4.000002
0.000000
C=100 M=100 Y=26 K=25
CMYK
PROCESS
100.000000
100.000000
26.000000
25.000000
C=74 M=98 Y=1 K=0
CMYK
PROCESS
74.000000
97.999992
0.999999
0.000000
C=49 M=99 Y=1 K=0
CMYK
PROCESS
49.000000
98.999992
0.999999
0.000000
C=34 M=100 Y=37 K=11
CMYK
PROCESS
34.000004
100.000000
37.000000
11.000002
C=12 M=100 Y=49 K=1
CMYK
PROCESS
12.000000
100.000000
49.000000
0.999999
C=0 M=96 Y=20 K=0
CMYK
PROCESS
0.000000
96.000000
19.999998
0.000000
C=23 M=27 Y=40 K=0
CMYK
PROCESS
23.000002
26.999998
39.999996
0.000000
C=40 M=43 Y=52 K=7
CMYK
PROCESS
39.999996
42.999996
52.000000
6.999999
C=50 M=53 Y=61 K=23
CMYK
PROCESS
50.000000
52.999996
61.000000
23.000002
C=57 M=60 Y=64 K=42
CMYK
PROCESS
57.000000
60.000004
64.000000
41.999996
C=23 M=38 Y=63 K=1
CMYK
PROCESS
23.000002
38.000000
63.000000
0.999999
C=32 M=49 Y=74 K=10
CMYK
PROCESS
32.000000
49.000000
74.000000
10.000002
C=36 M=57 Y=84 K=23
CMYK
PROCESS
36.000000
57.000000
84.000000
23.000002
C=39 M=64 Y=93 K=36
CMYK
PROCESS
39.000000
64.000000
93.000000
36.000000
C=41 M=70 Y=96 K=49
CMYK
PROCESS
40.999996
70.000000
96.000000
49.000000
C=47 M=73 Y=83 K=68
CMYK
PROCESS
47.000004
72.999992
83.000000
68.000000
txt #000
SPOT
100.000000
RGB
0
0
0
プリントカラーグループ
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
グレースケール
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
15 0 obj
<>stream
HWێ}W|` @Wovכ 3RF3vtY#jRIl/mIfSNy}d4'=r_?,6vݻ%/6:L&\'}-m.t"xΘMECxk=R\oQVZ[̅-Nx@̵.Wd ugQy|dy
&&:UH(sW"NcPF-%XwlwT4.v^LY{D(Z6paN2SLP6cV!sBcXu-)V#Ad$h^D9''R :1&STa&m\ݍ~|Yfl5qh"v.6Ⱦ*ϾgAߨ{&B͘4lЗY|ko3nwVz;w9̟zLL`8Z7>16㲂;˄Ic
҇493:<8ˉ{x{ހ2oʌE-ZIx19OՠnqJFewĤ
Wm&\ GS-*if[ފ-}ZȂ)B36 /(6.:$
8'h %F+%Asa0Ƭ.g`2Q`<E.Qv|xG.[WH_AC,1(҃WnU#Ut՞`&Ի#b/G`,]VW7̸HTZKX),j6QL{&
BQEQy9u.cit;YF
ёE8{A4s\D@V.öKfC)^Lk_NCNi旍gC;zهZtgo5/hqxD8*_ZP}mj_>|]?XѺcѺe=~dJCQqzt=,__ij,0O$hewKJVXwLCqNR)_*Ժ;LCid¯IG!iZNP&3\W]b*w3-8?-/{ث]Tv&,jDCJV
e LM8FUӄ6rDmHQTJ)Gۣ*Wꍤ,R.X.Q.*
KUf:\4qU"6}cw((ry,t(tSNtEsݎy6p1AWczl"uZ|]CX-kPQ