%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
75巻き図_ミニチュア・ピンシャーnew
2017-03-21T13:32:54+09:00
2017-03-21T13:32:54+09:00
2017-03-21T13:32:54+09:00
Adobe Illustrator CS6 (Macintosh)
256
256
JPEG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uuid:cc1461b5-296a-3c4b-8985-e41fd832539f
xmp.did:F87F11740720681183D19DF40E1BEB80
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:F77F11740720681183D19DF40E1BEB80
xmp.did:F77F11740720681183D19DF40E1BEB80
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0680117407206811822AD1060B4C0FE4
2016-12-21T00:44:03+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:F87F11740720681183D19DF40E1BEB80
2017-03-21T13:32:46+09:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
187.998861
247.000944
Millimeters
KozGoPr6N-Light
小塚ゴシック Pr6N
L
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Light.otf
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
HelveticaNeue
Helvetica Neue
Regular
TrueType
10.0d40e1
False
HelveticaNeue.dfont
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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=0 M=17 Y=43 K=1 1
CMYK
PROCESS
0.000000
17.000002
42.999996
0.999999
C=2 M=35 Y=56 K=0 1
CMYK
PROCESS
1.999998
35.000004
56.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/TrimBox[8.50389 8.50391 541.414 708.664]/Type/Page>>
endobj
6 0 obj
<>stream
HWێ}4XF d Yu"CSL$mf"Nw/^~xtn@.sZ}}Ğ_~>}KOn~
oL
NF2hO,H'iS.+'_
n?%i1dO`2InTiBQJ&T"7Dx`1\>hE_3KSm20Tj\B-E*bcWPY+
B>P jxN_ᏤtxLW>.8@lUMsh[c6G7 c%dSW㒱@sD ا
R< W;H,.% h;O1``>u=
s D % prbIj[&ŋi$\qNyǃ^d!K-!d:u҆xtBIȱ TRdVJ̌I[#0ɨDM-~2nqK)A?{d}]$n&LSI)5RQR g0[bmo͔3o٥4Ri'*dC
X 烁!k`O&Y=:8]A\>
5ߙ*ߘ^y@`
Z՜\lD'ȦIąE`S aU֪bR
GSCCt Um(v2Y"!!bnB6k턅*~Z$C`],|NIG(O!CZ9,q*ZRo W#Y,ѩa:T/X'@