%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
shimin
2014-09-11T17:29:32+09:00
2014-09-11T17:29:32+09:00
2014-09-11T17:29:32+10:00
Adobe Illustrator CS6 (Windows)
220
256
JPEG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uuid:5bc76049-f01d-4854-82e6-5fbb4133532d
xmp.did:EDE8FF9C8D39E411AA61D09CBD79677D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ECE8FF9C8D39E411AA61D09CBD79677D
xmp.did:ECE8FF9C8D39E411AA61D09CBD79677D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:468A99A74E39E41184D6CC5E614F8A69
2014-09-11T10:51:23+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:EDE8FF9C8D39E411AA61D09CBD79677D
2014-09-11T17:29:27+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\ichibu112pc\Desktop\市民講座\NPO-PADM.bmp
EmbedByReference
C:\Users\ichibu112pc\Desktop\QRcode1.gif
EmbedByReference
C:\Users\ichibu112pc\Desktop\市民講座\Toh_J_L_P_RGB.gif
EmbedByReference
C:\Users\ichibu112pc\Desktop\市民講座\ncnp_logo(印刷物用).png
Print
False
True
1
210.001652
296.999959
Millimeters
KozGoPr6N-Heavy
小塚ゴシック Pr6N
H
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Heavy.otf
KozGoPr6N-Bold
小塚ゴシック Pr6N
B
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Bold.otf
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
KozGoPr6N-Medium
小塚ゴシック Pr6N
M
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Medium.otf
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
新規カラースウォッチ 1
PROCESS
100.000000
CMYK
0.000000
90.000000
90.000000
14.999999
C=60 M=25 Y=0 K=50
PROCESS
100.000000
CMYK
60.000004
25.000000
0.000000
50.000000
新規カラースウォッチ 2
PROCESS
100.000000
CMYK
54.509998
14.119999
41.959999
2.750000
C=37 M=33 Y=33 K=0
PROCESS
100.000000
CMYK
37.000000
33.000000
33.000000
0.003100
C=22 M=13 Y=28 K=0
PROCESS
100.000000
CMYK
22.000000
13.000000
28.000000
0.000000
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
89.999405
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
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
10.000002
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 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
6 0 obj
<>stream
H|Ͳ]G
)x[i`U2 Ӕ˅)b x{*L|ݧ%\_}1Jr57};(ק?]z?^xms_o`vxe{/n\5jٹw_}C~pǷv9>w|~|,*P^~W65/s,c+yz~uZB\kp\u6~,71kOzL=Uu^*_-ܟ]Ue+ m|| ]vj!kv;G=Jמ2^Amw݄MOτw+]5]_x ]Dٝ