%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
2019キャンドルナイトチラシ第3稿
Adobe Illustrator CC 2015 (Macintosh)
2019-05-27T08:52:50+09:00
2019-05-27T08:52:50+09:00
2019-05-27T08:52:50+09:00
184
256
JPEG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.did:21298c90-1bd4-447c-a19a-d17257e888b7
uuid:051af079-50b3-8144-8b96-ea1278b96189
proof:pdf
uuid:72D8E266F341E711BF04979487DDC2D7
uuid:7d5650a4-b288-414b-8549-85559530745c
uuid:72D8E266F341E711BF04979487DDC2D7
uuid:72D8E266F341E711BF04979487DDC2D7
proof:pdf
saved
xmp.iid:21298c90-1bd4-447c-a19a-d17257e888b7
2019-05-27T08:52:09+09:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Users/MegumiOkuda/Desktop/2019ホテルポールスター札幌キャンドルナイト/img_din01_01.jpg
0
0
EmbedByReference
/Users/MegumiOkuda/Desktop/2019ホテルポールスター札幌キャンドルナイト/image2 (1).jpeg
0
0
/Users/MegumiOkuda/Desktop/2019ホテルポールスター札幌キャンドルナイト/img_din01_01.jpg
0
0
/Users/MegumiOkuda/Desktop/2019ホテルポールスター札幌キャンドルナイト/image2 (1).jpeg
0
0
Print
1
True
False
209.999998
297.000005
Millimeters
Cyan
Magenta
Yellow
Black
DIC 552p*
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
DIC 552p*
SPOT
100.000000
CMYK
65.100002
58.039999
70.200002
0.000000
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
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWۮ$G|_^m/F2~v9ߓU3cA+tkdԻOǻ?~/x G88,g%#_r^O/;>߆㇟.%׳Y8#wcn6Lg-D3^/5w~O}w|sfyB=Sr_!pw
W_Z~PKoZ}P+Z{PkoxPRS%hVNɿR`jT8oou͏GB