%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
hisui_gouhan
2015-03-23T10:29:36+09:00
2015-03-23T10:29:36+09:00
2015-03-23T10:29:36+09:00
Adobe Illustrator CS6 (Macintosh)
184
256
JPEG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uuid:661dc713-c67a-134f-9c6d-7aa3ac50270d
xmp.did:F77F117407206811822A86D3D97AB9EB
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:46a98622-f87f-704a-a86a-73dd28eea131
xmp.did:A4D5BD7DC365E111835FF2FC000FBA2B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F117407206811822A86D3D97AB9EB
2015-03-23T10:29:31+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/kikuchisatomi/Desktop/スクリーンショット 2015-03-23 10.27.14.png
Print
False
False
1
21.000165
29.699996
Centimeters
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
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
7 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
H,
0D+4is5qQp-%Hr̙ч=Ffl]hK
{ĸISܐjhj{T3 lޯAmri #
endstream
endobj
10 0 obj
<>/Filter/FlateDecode/Height 1188/Intent/Perceptual/Length 3542445/Name/X/Subtype/Image/Type/XObject/Width 1680>>stream
HSSku>wVU E !Dh. ^QWD ! DB
E훀
vvΛsNޜ6' r<
_Mi@Z/&=z6.]~v-hL[RFu{
[HmkR+FDWu
L"}CfJ
կkB2$@:#zI5KۀN_=:Wvm-$eTWUhhV*VujU,ER+FQE)
Q/ P JKy*Rw4P#/HQE~-<.ٷN3>8S/X}X/϶r>{r?>~Z.7X_/_b_/Oo>>.>8}9