%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Halal_standard combination
2019-04-01T19:43:33+09:00
2019-04-01T19:43:33+09:00
2019-04-01T19:43:33+10:00
Adobe Illustrator CC 2017 (Windows)
184
256
JPEG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uuid:4134def0-2cbf-461a-8e83-646147ccd1dd
xmp.did:a0bb5ad7-b981-7045-81f8-1312e74ffaea
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:074a959d-ff5e-4b5f-a7d2-39942c6a4819
xmp.did:c1fe4d7a-256e-a84f-baab-fedb5b6d578c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a0bb5ad7-b981-7045-81f8-1312e74ffaea
2019-04-01T19:43:29+09:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
True
1
210.001556
297.000083
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
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
8 0 obj
<>/Resources<>/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[8.50394 8.50394 603.784 850.394]/Type/Page>>
endobj
9 0 obj
<>stream
HtWɎ,IWtؗ+ fD7b=PK]ixbnw=կ{>~zZ{=G.WY/~eooǷ1=OCJWʚWe?__:0LjYOm _=?}5zGsnOvWo>)r*Uf=K`YѮ}cblY8Wm۳^wKfO*]ںcU` \Y6Z6^|,_d/_X~f8YKhq,5gv&m!`4/!ӎ'}|xGӸ'l'eXCB'T+~l>2ÿJQA6
6iOՕc=}@fᵭHwyW 5fhau*髟9Z|Q
%~YKWoibTHgϒ4]wÒg5hV^+#۵DVvr:ɺ?~ׄ}b4g\iXٯ-dؖU3
źmWyqrӉUG|''cЖؖãs9<