%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ohinasama
2019-02-18T15:18+09:00
2019-02-18T15:18+09:00
2019-02-18T15:18+09:00
Adobe Illustrator CC 22.1 (Macintosh)
192
256
JPEG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uuid:5a5fd2bc-df75-2b4a-ab63-349c50c87d89
xmp.did:9db26cd4-7bae-4efc-8063-f0b0cf040b44
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:37fbb065-7ce0-4615-8bb7-e2ae9b24649f
xmp.did:37fbb065-7ce0-4615-8bb7-e2ae9b24649f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:37fbb065-7ce0-4615-8bb7-e2ae9b24649f
2019-02-18T14:45:02+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:9db26cd4-7bae-4efc-8063-f0b0cf040b44
2019-02-18T15:17:56+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
False
1
210.000000
297.000000
Millimeters
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
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=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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=83 M=47 Y=2 K=0 1
CMYK
PROCESS
83.203125
46.875000
2.343750
0.000000
C=7 M=54 Y=15 K=0 1
CMYK
PROCESS
7.031250
54.296875
14.843750
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
89.999400
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
9 0 obj
<>/ExtGState<>/Pattern<>/Properties<>/Shading<>>>/Thumb 16 0 R/TrimBox[8.50391 8.50391 603.779 850.394]/Type/Page>>
endobj
10 0 obj
<>stream
HWɎF+}Jc`F>XWv. V˞"&V*Ff,/VVoV-r[.YEc7ZMfo.FirtUO.wkk_fJ6uŇe(jZ4l:Qme]uY|s62-v:-Yq|Qm)5?X'C#Dm0]#VRR"BqY/woguNϗSLB*[rp7!Ee+u'ڇ-P6[l|a5hSnd6.-@EPbp5QoƙsC<wi1jyrOgw5xG}ZF
G|^Cc4$5 Y,.;|
&7c#bhPE-N3%NEBCw5s~{:i(8=Mx_wvro\OpȎ{)M`պS/lqugN+N>:b@Cb2*_ +0 zgZ
nNcX1f#MB?p?i^y7ڬa]1ٟ