%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ddv相談員講座チラシ18
2018-06-06T17:34:47+09:00
2018-06-06T17:34:47+09:00
2018-06-06T17:34:47+09:00
Adobe Illustrator CS4
188
256
JPEG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uuid:1ceacf44-7108-6546-b29d-d18c61de8ad1
xmp.did:02801174072068118DBB9A52F354E951
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:21c0f3cc-04d0-de45-9725-7fdd8f061d4c
xmp.did:F77F1174072068118F62B67BDB72E3B0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
converted
from application/pdf to <unknown>
saved
xmp.iid:D27F11740720681191099C3B601C4548
2008-04-17T14:19:15+05:30
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
converted
from application/pdf to <unknown>
saved
xmp.iid:F97F1174072068118D4ED246B3ADB1C6
2008-05-15T16:23:06-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FA7F1174072068118D4ED246B3ADB1C6
2008-05-15T17:10:45-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:EF7F117407206811A46CA4519D24356B
2008-05-15T22:53:33-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F07F117407206811A46CA4519D24356B
2008-05-15T23:07:07-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811BDDDFD38D0CF24DD
2008-05-16T10:35:43-07:00
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
saved
xmp.iid:F97F117407206811BDDDFD38D0CF24DD
2008-05-16T10:40:59-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to <unknown>
saved
xmp.iid:FA7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:26:55-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FB7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:29:01-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FC7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:29:20-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FD7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:30:54-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FE7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:31:22-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B233668C16206811BDDDFD38D0CF24DD
2008-05-16T12:23:46-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B333668C16206811BDDDFD38D0CF24DD
2008-05-16T13:27:54-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B433668C16206811BDDDFD38D0CF24DD
2008-05-16T13:46:13-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F11740720681197C1BF14D1759E83
2008-05-16T15:47:57-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F87F11740720681197C1BF14D1759E83
2008-05-16T15:51:06-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F11740720681197C1BF14D1759E83
2008-05-16T15:52:22-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:FA7F117407206811B628E3BF27C8C41B
2008-05-22T13:28:01-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:FF7F117407206811B628E3BF27C8C41B
2008-05-22T16:23:53-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:07C3BD25102DDD1181B594070CEB88D9
2008-05-28T16:45:26-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:F87F1174072068119098B097FDA39BEF
2008-06-02T13:25:25-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811BB1DBF8F242B6F84
2008-06-09T14:58:36-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811ACAFB8DA80854E76
2008-06-11T14:31:27-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0180117407206811834383CD3A8D2303
2008-06-11T22:37:35-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:01E540664A3DDD11BD33D3EB8D3A1068
2008-06-18T22:24:01+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:6B6AE2A5723EDD11A6F1BABF7C5A7A51
2008-06-19T20:30:34-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:D9723F068C41DD119455A51FA525B184
2008-06-24T10:46:57+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:D19A5BF8200811689FE8CB9EA85C5459
2008-06-26T05:56:31-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:C87EA9A97648DD11BB47877F8DDF9079
2008-07-02T13:39:14-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0480117407206811AFFDD882A25629F8
2008-07-21T11:57:24+05:30
Adobe Illustrator CS4
/
saved
xmp.iid:FF7F117407206811994C86F197F76F89
2008-07-24T10:30:15+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0080117407206811994C86F197F76F89
2008-07-24T10:30:24+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:40C75CDA08206811B1A4D030930957B1
2008-07-30T14:41:03+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:41C75CDA08206811B1A4D030930957B1
2008-07-30T14:41:18+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0380117407206811994CDBD53340AB82
2008-07-31T12:30:38+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0480117407206811994CDBD53340AB82
2008-07-31T12:30:49+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FF7F117407206811994CBBBA68A0F353
2008-09-05T23:37:28-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0080117407206811994CBBBA68A0F353
2008-09-05T23:37:36-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:018011740720681195FE9FC9CAF45651
2011-04-27T11:45:43+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F11740720681191099975347AC87F
2012-05-14T14:31:38+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:01801174072068118F62F9892FEDBAFA
2015-01-30T11:29:58+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:01801174072068118DBBD25E855917DD
2016-06-22T11:57:43+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:018011740720681191099F00C76285D2
2017-05-27T15:19:03+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F1174072068118F62B67BDB72E3B0
2018-05-30T15:03:48+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:02801174072068118DBB9A52F354E951
2018-06-06T17:34:41+09:00
Adobe Illustrator CS4
/
Print
False
True
1
210.001652
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=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 9.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ExtGState<>/Properties<>/Shading<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
Hˎ&
zRK[O'p۰ UMK<<{\eGl'[=N&faN[qco#4y+#C%ЍqVqhaidg/_sY3_aZJ(
w#գhQLZSd(V#j