%PDF-1.7
%
2 0 obj
<>
stream
application/pdf
鳩の峯53号
2019-09-18T20:49:56+09:00
2019-09-18T20:49:56+09:00
2019-09-18T20:46:32+09:00
Adobe Illustrator CS5.1
176
256
JPEG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uuid:dd32580a-7924-114f-b215-da0b32410049
xmp.did:D5F3F9A61C2068118C14A5562E006CA7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:38a76846-ac7c-9f44-8199-201c9cdcb23f
xmp.did:E33589BC222068118C14A285928AACE0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:D5F3F9A61C2068118C14A5562E006CA7
2019-09-18T20:46:25+09:00
Adobe Illustrator CS5.1
/
EmbedByReference
/Users/sakakiinsatsu/Desktop/作業中/前田/石本印刷所/2019.9鳩の峯_53号/1表紙.eps
Print
False
True
1
21.000165
29.699996
Centimeters
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
グレースケール
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
ビビッド
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>
endobj
6 0 obj
<>
endobj
13 1 obj
<>
stream
x[4MCm ~y"H~3/ ^nȬ eqp1?/ۿӿ/|9J!WǏ?_o|o>#|?WNiw?>:?K_3WH_!b_E;S_{ӧ= Tsy
b`t~|#A:ekRgYSޡ\,~7h_#=ekxNY_=ek
L1{_t?۬]'u'=e(_ a/3،ւį9ں]̫%ȕg5N)ݩcd0_J60tvGNw
nk~:ͅ2|vZl{li.aF%06F\1Iy- Ƌ3b6kzt[_uVv]B[ЦlE<}k^O)}5ʼnd;koÚohOJ02u`us-Ӟlװbe_^*
[.6KO65kEn!'{
m}&/N^.bWJkl0c]U8kBj_{5Uo'~cE%=拉DֶXDltf]tMńUL|,)[68`KR/
O}Nq`|\6jlD
" ^}&&w L})A!(k%(ke[Lz@$4 ִ6
V֮_)t>g;5t8"\{+LGZ_?h]3-Rcdҁ*AIńYb[vSg|7t˻-+`ȩ(C#)MUxb
|X:Z(`#or=K+n9_OHRv@.31
3C0rLҩS~XM&رbʾKih&oe#0ROɡ<~u4hЁ[
9{$>/7j-&\xrTc\E(`{U&0-lֿxmSC