%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
カレーフェア_A4
Adobe Illustrator CC 2015.3 (Macintosh)
2018-02-28T17:49+09:00
2018-02-28T17:49+09:00
2018-02-28T17:49+09:00
196
256
JPEG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xmp.did:0a247020-57be-4974-8b9d-5e4a860294f4
uuid:867870c5-31bc-464d-be5f-5f7d9dfb2504
uuid:0C4F3B516B3AE3118C7EA7C04322CF62
proof:pdf
uuid:2c9d72c8-2df6-234d-aee6-a66142821167
xmp.did:10c1d57e-743d-41c5-b83a-1032e4605c65
uuid:0C4F3B516B3AE3118C7EA7C04322CF62
proof:pdf
saved
xmp.iid:b43bf6bf-a1fc-4c44-973f-20990905ea5d
2013-11-19T15:01:01+09:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:0a247020-57be-4974-8b9d-5e4a860294f4
2018-02-28T17:48:57+09:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
Print
1
True
False
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=16 M=98 Y=92 K=7
CMYK
PROCESS
16.000000
98.000000
92.000000
7.000000
C=0 M=99 Y=97 K=0
CMYK
PROCESS
0.000000
99.000000
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
98.000000
0.000000
C=0 M=35 Y=87 K=0
CMYK
PROCESS
0.000000
35.000000
87.000000
0.000000
C=5 M=0 Y=93 K=0
CMYK
PROCESS
5.000000
0.000000
93.000000
0.000000
C=19 M=0 Y=98 K=0
CMYK
PROCESS
19.000000
0.000000
98.000000
0.000000
C=50 M=0 Y=99 K=0
CMYK
PROCESS
50.000000
0.000000
99.000000
0.000000
C=74 M=0 Y=99 K=0
CMYK
PROCESS
74.000000
0.000000
99.000000
0.000000
C=86 M=12 Y=100 K=9
CMYK
PROCESS
86.000000
12.000000
100.000000
9.000000
C=88 M=28 Y=95 K=32
CMYK
PROCESS
88.000000
28.000000
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
9.000000
46.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
99.000000
96.000000
4.000000
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
98.000000
1.000000
0.000000
C=49 M=99 Y=1 K=0
CMYK
PROCESS
49.000000
99.000000
1.000000
0.000000
C=34 M=100 Y=37 K=11
CMYK
PROCESS
34.000000
100.000000
37.000000
11.000000
C=12 M=100 Y=49 K=1
CMYK
PROCESS
12.000000
100.000000
49.000000
1.000000
C=0 M=96 Y=20 K=0
CMYK
PROCESS
0.000000
96.000000
20.000000
0.000000
C=23 M=27 Y=40 K=0
CMYK
PROCESS
23.000000
27.000000
40.000000
0.000000
C=40 M=43 Y=52 K=7
CMYK
PROCESS
40.000000
43.000000
52.000000
7.000000
C=50 M=53 Y=61 K=23
CMYK
PROCESS
50.000000
53.000000
61.000000
23.000000
C=57 M=60 Y=64 K=42
CMYK
PROCESS
57.000000
60.000000
64.000000
42.000000
C=23 M=38 Y=63 K=1
CMYK
PROCESS
23.000000
38.000000
63.000000
1.000000
C=32 M=49 Y=74 K=10
CMYK
PROCESS
32.000000
49.000000
74.000000
10.000000
C=36 M=57 Y=84 K=23
CMYK
PROCESS
36.000000
57.000000
84.000000
23.000000
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
41.000000
70.000000
96.000000
49.000000
C=47 M=73 Y=83 K=68
CMYK
PROCESS
47.000000
73.000000
83.000000
68.000000
C=60 M=100 Y=100 K=30 1
CMYK
PROCESS
60.000000
100.000000
100.000000
30.000000
C=10 M=30 Y=100 K=0 1
CMYK
PROCESS
10.000000
30.000000
100.000000
0.000000
C=0 M=40 Y=90 K=0 1
CMYK
PROCESS
0.000000
40.000000
90.000000
0.000000
C=0 M=70 Y=10 K=0 1
CMYK
PROCESS
0.000000
70.000000
10.000000
0.000000
C=70 M=10 Y=10 K=0 1
CMYK
PROCESS
70.000000
10.000000
10.000000
0.000000
C=40 M=10 Y=90 K=0 1
CMYK
PROCESS
40.000000
10.000000
90.000000
0.000000
C=0 M=60 Y=100 K=0 1
CMYK
PROCESS
0.000000
60.000000
100.000000
0.000000
C=100 M=30 Y=0 K=0 1
CMYK
PROCESS
100.000000
30.000000
0.000000
0.000000
K=85 1
GRAY
PROCESS
216
C=10 M=30 Y=90 K=0 1
CMYK
PROCESS
10.000000
30.000000
90.000000
0.000000
C=0 M=40 Y=0 K=0 1
CMYK
PROCESS
0.000000
40.000000
0.000000
0.000000
C=0 M=30 Y=0 K=0 1
CMYK
PROCESS
0.000000
30.000000
0.000000
0.000000
C=0 M=80 Y=30 K=0 1
CMYK
PROCESS
0.000000
80.000000
30.000000
0.000000
C=0 M=100 Y=30 K=0 1
CMYK
PROCESS
0.000000
100.000000
30.000000
0.000000
C=0 M=30 Y=10 K=0 1
CMYK
PROCESS
0.000000
30.000000
10.000000
0.000000
C=50 M=100 Y=80 K=0 1
CMYK
PROCESS
50.000000
100.000000
80.000000
0.000000
C=50 M=100 Y=100 K=40 2
CMYK
PROCESS
50.000000
100.000000
100.000000
40.000000
C=50 M=0 Y=25 K=0 1
CMYK
PROCESS
50.000000
0.000000
25.000000
0.000000
C=100 M=60 Y=0 K=0 1
CMYK
PROCESS
100.000000
60.000000
0.000000
0.000000
C=50 M=100 Y=100 K=40 1
CMYK
PROCESS
50.000000
100.000000
100.000000
40.000000
C=100 M=30 Y=50 K=0 1
CMYK
PROCESS
100.000000
30.000000
50.000000
0.000000
C=30 M=90 Y=50 K=0 1
CMYK
PROCESS
30.000000
90.000000
50.000000
0.000000
C=10 M=100 Y=60 K=0 1
CMYK
PROCESS
10.000000
100.000000
60.000000
0.000000
C=0 M=0 Y=70 K=0 1
CMYK
PROCESS
0.000000
0.000000
70.000000
0.000000
C=50 M=5 Y=0 K=0 1
CMYK
PROCESS
50.000000
5.000000
0.000000
0.000000
C=60 M=0 Y=90 K=0 1
CMYK
PROCESS
60.000000
0.000000
90.000000
0.000000
C=80 M=0 Y=100 K=0 1
CMYK
PROCESS
80.000000
0.000000
100.000000
0.000000
C=100 M=10 Y=0 K=0 1
CMYK
PROCESS
100.000000
10.000000
0.000000
0.000000
C=0 M=20 Y=0 K=0 1
CMYK
PROCESS
0.000000
20.000000
0.000000
0.000000
C=0 M=30 Y=0 K=0 2
CMYK
PROCESS
0.000000
30.000000
0.000000
0.000000
C=30 M=0 Y=0 K=0 1
CMYK
PROCESS
30.000000
0.000000
0.000000
0.000000
C=10 M=100 Y=100 K=30 1
CMYK
PROCESS
10.000000
100.000000
100.000000
30.000000
C=15 M=100 Y=90 K=10 1
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=20 M=20 Y=20 K=80 1
CMYK
PROCESS
20.000000
20.000000
20.000000
80.000000
C=60 M=84 Y=82 K=43
PROCESS
100.000000
CMYK
59.682602
83.666700
82.299501
43.030399
C=60 M=100 Y=100 K=0 1
CMYK
PROCESS
60.000000
100.000000
100.000000
0.000000
C=60 M=100 Y=100 K=50 1
CMYK
PROCESS
60.000000
100.000000
100.000000
50.000000
プリントカラーグループ
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
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 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
Hݮd9
)TN3 $F0kt3BS
t#|ɮ.
Ie{>|8.!O}onǗ?_~xwTu`Yv|xwnLиoRz4Cm()q2<?ʒ,o~)=b0̏~/[