%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 8 0 R 9 0 R 10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
160327_A
Adobe Illustrator CS6 (Macintosh)
2016-01-16T01:45:43+09:00
2016-01-16T01:45:43+09:00
2016-01-16T01:45:43+09:00
184
256
JPEG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xmp.did:0180117407206811822ACC7CB4DB270D
uuid:ec74b490-5273-184f-bcb9-d9ad25653dbb
uuid:F9C43150672411E2980B8ECA7F48B9F3
proof:pdf
uuid:d5acbe8a-4cf1-0448-b602-167ef2f21358
xmp.did:0180117407206811822A8198E2CE615F
uuid:F9C43150672411E2980B8ECA7F48B9F3
default
saved
xmp.iid:7A93564B39206811822ADAD37C34FF29
2013-03-29T17:00:09+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822ACC7CB4DB270D
2016-01-16T01:45:39+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/masayuki/Desktop/演奏家写真チラシ用/フルート/中西久美2016.psd
EmbedByReference
/Users/masayuki/Desktop/演奏家写真チラシ用/フルート/市川美樹子.psd
EmbedByReference
/Users/masayuki/Desktop/演奏家写真チラシ用/フルート/原亜理沙3.psd
EmbedByReference
/Users/masayuki/Desktop/演奏家写真チラシ用/滝沢ソロ/1507ぶらのすけ、ぶら美、おじはむ/ブラウン滝沢.psd
EmbedByReference
/Users/masayuki/Desktop/リサイタル/カメロホール/kamero原版/20141116_カメロ/image_01マック.eps
Print
1
False
False
209.999929
296.999959
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
15.999996
97.999992
91.999992
6.999999
C=0 M=99 Y=97 K=0
CMYK
PROCESS
0.000000
98.999992
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
97.999992
0.000000
C=0 M=35 Y=87 K=0
CMYK
PROCESS
0.000000
35.000004
87.000000
0.000000
C=5 M=0 Y=93 K=0
CMYK
PROCESS
5.000001
0.000000
93.000000
0.000000
C=19 M=0 Y=98 K=0
CMYK
PROCESS
19.000000
0.000000
97.999992
0.000000
C=50 M=0 Y=99 K=0
CMYK
PROCESS
50.000000
0.000000
98.999992
0.000000
C=74 M=0 Y=99 K=0
CMYK
PROCESS
74.000000
0.000000
98.999992
0.000000
C=86 M=12 Y=100 K=9
CMYK
PROCESS
85.999992
12.000000
100.000000
8.999997
C=88 M=28 Y=95 K=32
CMYK
PROCESS
88.000000
27.999996
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
8.999997
45.999996
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
98.999992
96.000000
4.000002
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
97.999992
0.999999
0.000000
C=49 M=99 Y=1 K=0
CMYK
PROCESS
49.000000
98.999992
0.999999
0.000000
C=34 M=100 Y=37 K=11
CMYK
PROCESS
34.000004
100.000000
37.000000
11.000002
C=12 M=100 Y=49 K=1
CMYK
PROCESS
12.000000
100.000000
49.000000
0.999999
C=0 M=96 Y=20 K=0
CMYK
PROCESS
0.000000
96.000000
19.999998
0.000000
C=23 M=27 Y=40 K=0
CMYK
PROCESS
23.000002
26.999998
39.999996
0.000000
C=40 M=43 Y=52 K=7
CMYK
PROCESS
39.999996
42.999996
52.000000
6.999999
C=50 M=53 Y=61 K=23
CMYK
PROCESS
50.000000
52.999996
61.000000
23.000002
C=57 M=60 Y=64 K=42
CMYK
PROCESS
57.000000
60.000004
64.000000
41.999996
C=23 M=38 Y=63 K=1
CMYK
PROCESS
23.000002
38.000000
63.000000
0.999999
C=32 M=49 Y=74 K=10
CMYK
PROCESS
32.000000
49.000000
74.000000
10.000002
C=36 M=57 Y=84 K=23
CMYK
PROCESS
36.000000
57.000000
84.000000
23.000002
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
40.999996
70.000000
96.000000
49.000000
C=47 M=73 Y=83 K=68
CMYK
PROCESS
47.000004
72.999992
83.000000
68.000000
1121_2
PROCESS
100.000000
CMYK
0.000000
26.000000
0.000000
0.000000
1121
PROCESS
100.000000
CMYK
0.000000
60.000004
37.000000
0.000000
0925_1
PROCESS
100.000000
CMYK
37.000000
53.999996
0.000000
0.000000
0925_1
PROCESS
65.000000
CMYK
37.000000
53.999996
0.000000
0.000000
01204_01
PROCESS
100.000000
CMYK
0.000000
80.000000
90.000000
0.000000
0722_01 1
PROCESS
100.000000
CMYK
65.000000
10.000000
0.000000
0.000000
2012118
PROCESS
100.000000
CMYK
16.000000
58.999996
100.000000
0.000000
0327_01
PROCESS
100.000000
CMYK
47.000000
0.000000
37.000000
0.000000
0327_1
PROCESS
100.000000
CMYK
50.000000
0.000000
100.000000
0.000000
01204_01
PROCESS
65.000000
CMYK
0.000000
80.000000
90.000000
0.000000
1121 1
PROCESS
100.000000
CMYK
7.058800
60.784298
39.215698
0.000000
1121 6
PROCESS
100.000000
CMYK
7.058800
60.784298
39.215698
0.000000
20130127
PROCESS
100.000000
CMYK
11.766000
100.000000
75.000000
0.000000
20130408
PROCESS
100.000000
CMYK
52.999996
0.000000
75.000000
0.000000
20130519
PROCESS
100.000000
CMYK
0.000000
60.000004
100.000000
0.000000
20130915
PROCESS
100.000000
CMYK
0.000000
91.000000
45.000000
7.000000
20131117_0721 コピー
PROCESS
100.000000
CMYK
76.000000
53.999996
0.000000
0.000000
0330
PROCESS
100.000000
CMYK
41.000000
5.000000
100.000000
0.000000
0511
PROCESS
100.000000
CMYK
60.000004
0.000000
40.000000
0.000000
0706
PROCESS
100.000000
CMYK
60.000004
9.000000
0.000000
0.000000
0928
PROCESS
100.000000
CMYK
60.000004
66.999992
0.000000
0.000000
1126
PROCESS
100.000000
CMYK
60.000004
38.000000
100.000000
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
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
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 10.01
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
HlWˮ$;WtsˀX]b.>;r9iNGN#2߷o?}o~}'EU^E*ʯ*.VFS+}?o/o}n?y?l#--!H#[xH,KR-mı7a&BZҪ$){OQ8!!玾y=['IC/GZpQ-à"$JspIK/QZ©uC>Yd=uŒT;_`ô pT[Mʘ_xb"
!Q2cy<%W$jcv[hp'iCbMjB,rҠ5!okJMn+)=m
ӸH{+5$TCp9t
d!tײ%J^eECCG$=̲@* #X;0}Cg"YQq?.EMq?*){h2.IF&,X6S:IjZ70gUŬZw!f8jaCv$)Ek2`#WA.&\dX)$ZK-o%p*r4U+6/K6 ~Hl`˕N:
$-+iA[b]bѓVvbNhHeݮxoox6IjGEͦ;x8ϝb=[IFܚ][ϒBE2ڥ }&l9Mۯ[TX779QdnN
v/L)@~@