%PDF-1.4
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
1901_obara
2019-01-07T09:30:46+09:00
2019-01-07T09:30:46+09:00
2019-01-07T09:30:45+09:00
Adobe Illustrator CS5.1
156
256
JPEG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uuid:5c725dcf-8ec1-5145-a0a6-84188d94307a
xmp.did:01801174072068118083B83D756D6755
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:cd14ad6d-71ec-6640-a15f-4286200bda94
xmp.did:A22AD3B9252068118083BD25B7EB10CA
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:C5B4C3E7292068118083B52D12216B00
2016-10-12T14:27:51+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FB7F117407206811822AF7F6E398B20C
2017-04-27T11:38:16+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:02801174072068118083B4DA058332EB
2017-06-20T17:42:11+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:01801174072068118083BB528F40F3C1
2017-11-24T10:46:13+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FE7F1174072068118083D5403B670C08
2017-11-30T18:53:53+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:01801174072068118083B98827109B06
2017-12-13T13:34:56+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FB7F117407206811822ABC86F76DF38B
2017-12-15T17:09:28+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FC7F117407206811822A9D78E848E5A4
2018-02-23T15:07:21+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F77F117407206811822AA81D48F0275D
2018-02-26T08:26:56+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FB7F117407206811822AA81D48F0275D
2018-02-26T14:34:02+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F87F1174072068118083B5ED516D5EAA
2018-03-12T14:32:37+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FB7F117407206811822A950D57A3AE0B
2018-03-26T12:33:49+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:554A9B661D206811822A950D57A3AE0B
2018-03-26T16:10:40+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:111706F2772068118083BCF69122184E
2018-08-08T14:15:13+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F77F117407206811808385C3219B4780
2018-08-09T13:49:56+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:08801174072068118083B3524EB862E5
2018-09-19T10:40:48+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FA7F117407206811822AA582720994D2
2018-09-25T16:36:59+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:018011740720681180839FE384D06687
2018-11-08T09:20:13+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F97F117407206811822A9FFC5E7AE68F
2018-11-09T18:24:30+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:00801174072068118083BD25B7EB10CA
2018-11-12T12:32:41+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:A22AD3B9252068118083BD25B7EB10CA
2018-11-12T17:11:15+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:01801174072068118083B83D756D6755
2019-01-07T09:30:24+09:00
Adobe Illustrator CS5.1
/
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/S__65126420.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/S__65126418.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/S__65126419.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:11/沼谷県議_県政報告/45657110_361127277957551_9086645193255419904_n.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:11/沼谷県議_県政報告/45631276_917081321824599_3334654823847952384_n.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:11/沼谷県議_県政報告/81784E7E-E544-405D-831B-91083E161F43.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/4.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/5.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/7.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/S__65126410.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/プロフィール.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/045.psd
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/S__65126409.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/挨拶ヨコ.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/S__65126405.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/枝野代表‐小原議員.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/obarabercode.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/028.eps
EmbedByReference
/Users/REI_iMac/Desktop/2018:12/小原県議_県政報告/314.eps
Print
False
True
1
363.999832
256.999989
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
C=0 M=10 Y=95 K=0 1
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=100 M=80 Y=0 K=0 1
CMYK
PROCESS
100.000000
80.000000
0.000000
0.000000
C=0 M=90 Y=10 K=0 1
CMYK
PROCESS
0.000000
90.000000
10.000002
0.000000
C=8 M=4 Y=4 K=58 1
CMYK
PROCESS
8.333302
4.166698
4.166698
58.333302
C=0 M=100 Y=100 K=10 1
CMYK
PROCESS
0.000000
100.000000
100.000000
10.000002
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=77 M=11 Y=88 K=0 1
CMYK
PROCESS
76.562500
10.546899
88.281296
0.000000
C=79 M=0 Y=100 K=0 1
CMYK
PROCESS
79.000000
0.390601
100.000000
0.000000
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
C=0 M=51 Y=32 K=0 1
CMYK
PROCESS
0.000000
50.807999
32.071400
0.000000
C=55 M=56 Y=58 K=2 1
CMYK
PROCESS
55.078102
55.859398
57.812500
1.562500
C=67 M=59 Y=56 K=6 1
CMYK
PROCESS
67.187500
58.593796
55.859398
5.859399
C=0 M=51 Y=19 K=0 1
CMYK
PROCESS
0.000000
51.000000
19.000000
0.000000
C=56 M=0 Y=19 K=0 1
CMYK
PROCESS
56.000000
0.000000
19.000000
0.000000
C=4 M=20 Y=50 K=0 1
CMYK
PROCESS
3.540099
20.218199
50.441700
0.000000
C=0 M=34 Y=79 K=0 1
CMYK
PROCESS
0.000000
34.000004
78.689102
0.000000
C=65 M=32 Y=100 K=0 1
CMYK
PROCESS
64.843796
32.421898
100.000000
0.000000
C=55 M=60 Y=65 K=40 1
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=0 M=70 Y=15 K=0 1
CMYK
PROCESS
0.000000
70.000000
14.999998
0.000000
C=10 M=5 Y=5 K=70 1
CMYK
PROCESS
10.000002
5.000001
5.000001
70.000000
C=4 M=2 Y=2 K=27 1
CMYK
PROCESS
3.912997
1.956499
1.956499
27.391302
C=1 M=1 Y=1 K=7 1
CMYK
PROCESS
1.304299
0.652200
0.652200
6.999999
Twitter Dark Blue
PROCESS
100.000000
CMYK
72.686401
26.486599
0.000000
0.000000
C=76 M=0 Y=19 K=0 1
CMYK
PROCESS
76.000000
0.000000
19.000000
0.000000
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
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 1031.81 728.503]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageB/ImageC]/XObject<>>>/Thumb 46 0 R/TrimBox[0.0 0.0 1031.81 728.504]/Type/Page>>
endobj
23 0 obj
<>stream
HWM$I
ׯ?9q_ !5n`]{ʮ9Lիl
۽mmZ}:YuퟷOl?=/e[,[?+uU3tZ8]<>l?M~<=.\:UwlF=>fZ{\ +OJضne/5^v`'r1sGl57oo{-|{gMއNV˫NLxvWzi G,~cgPn떽%ZڣuϽ݊n/AW̺UiR/mMDpϱwɚ98%J+ubߗ[|`c, $g& {ͧǕa%@2x>[]< )n2Ec^=bJ`[B