%PDF-1.7
%
1 0 obj
<>
endobj
2 0 obj
<>stream
Adobe Illustrator CC 2017 (Macintosh)
2017-09-05T13:55:58+09:00
2017-09-05T13:55:58+09:00
2017-09-05T13:55:58+09:00
220
256
JPEG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1
True
False
426.218021
303.127713
Millimeters
Cyan
Magenta
Yellow
Black
四角形1.1.カラー1
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
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=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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
円形1.4.カラー1
SPOT
100.000000
CMYK
0.000000
5.000000
100.000000
12.000000
円形1.5.カラー1
SPOT
100.000000
CMYK
0.000000
55.000001
100.000000
12.000000
円形1.6.カラー2
SPOT
100.000000
CMYK
0.000000
20.000000
100.000000
0.000000
円形1.6.カラー1
SPOT
100.000000
CMYK
100.000000
10.000000
40.000001
0.000000
四角形1.1.カラー1
SPOT
100.000000
CMYK
0.000000
100.000000
60.000002
23.999999
四角形1.6.カラー3
SPOT
100.000000
CMYK
50.000000
100.000000
0.000000
0.000000
四角形1.6.カラー2
SPOT
100.000000
CMYK
100.000000
0.000000
69.999999
0.000000
四角形1.6.カラー4
SPOT
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
四角形1.6.カラー1
SPOT
100.000000
CMYK
20.000000
10.000000
30.000001
0.000000
円形1.1.カラー1
SPOT
100.000000
CMYK
0.000000
11.000000
46.000001
41.999999
円形1.3.カラー2
SPOT
100.000000
CMYK
69.999999
44.999999
0.000000
0.000000
円形1.3.カラー1
SPOT
100.000000
CMYK
25.000000
0.000000
69.999999
41.999999
application/pdf
パンフレット9月
proof:pdf
xmp.did:0c351b34-8139-438d-8639-c9e850433276
uuid:88a02af5-ce17-6e42-abbb-f94dc02bfd5a
uuid:f7151f9b-5509-ea41-9cfb-269bcc3dcb74
xmp.iid:7b094155-cd5e-4d73-b50c-444fdd7c9267
xmp.did:7b094155-cd5e-4d73-b50c-444fdd7c9267
uuid:f7151f9b-5509-ea41-9cfb-269bcc3dcb74
proof:pdf
saved
xmp.iid:4f04755d-360a-422a-b856-b112b760c86b
2016-12-05T18:01:07+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:0c351b34-8139-438d-8639-c9e850433276
2017-09-05T13:55:52+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/kyt-rel/Desktop/gatag-00013205.png
EmbedByReference
/Volumes/Workgroup/個人フォルダ/有岡希/中谷さん/9月番組表/はたらく町内の星(9月).jpg
EmbedByReference
/Users/kyt-rel/Desktop/おおきゅ~♪チラシ用画像.jpg
EmbedByReference
/Users/kyt-rel/Desktop/有岡/0.鏡野町有線テレビ/おしん/おしん1.png
adobe:docid:photoshop:9239c6b9-54b2-117a-bfac-fd29cd4f99b3
xmp.iid:90c9d499-865a-41ca-86de-676b32e0e4d0
/Users/kyt-rel/Desktop/gatag-00013205.png
/Volumes/Workgroup/個人フォルダ/有岡希/中谷さん/9月番組表/はたらく町内の星(9月).jpg
/Users/kyt-rel/Desktop/おおきゅ~♪チラシ用画像.jpg
/Users/kyt-rel/Desktop/有岡/0.鏡野町有線テレビ/おしん/おしん1.png
adobe:docid:photoshop:9239c6b9-54b2-117a-bfac-fd29cd4f99b3
xmp.iid:90c9d499-865a-41ca-86de-676b32e0e4d0
21.0.0
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Shading<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 1208.18 859.26]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/Thumb 39 0 R/TrimBox[0.0 0.0 1207.56 858.766]/Type/Page>>
endobj
22 0 obj
<>stream
H˒$I
Eo1ذ`XcmFsGdгf՛\Օ"%{:uO?zo~?1cܿ~ٿ$_Ҟ:bIk||?Qx*<^oVQ~~o: H<}4ϔQ'
9G+ez/ZBIIuDORV∱5RsXC'qH9,-Տ#I=f;ӮX3ӣI+b`yҴT"7R7jf;g͖GXяRO,wɣL,Ŕ5?HN$|Nr^+v H 3by%- %=:<}P+HRI0P꡴Q֑t׳#]S*I;7>۱1-y't,}P_ ɫFb ٛjB+6{T)<4ʒ$^1;ti1:Rcm>f.6l9bWJG-8AVY25p{fnvݨx,P#fl9UCSW7Z~c[U8UnhbvnDV]LZ7s
]]6>ndױ1KGlR/S]W۩A2<+'aDRhϘ5Iݙ{I;cMˣ?mk|4说_<`7'//ǭg^'?iDܳYp79YM>U(G@=@( AS{UcZBpPY Qwhl,5!>nnU gCX<'c.FPHc@C&VRDT)zxE 9d8$wuA'将Yj+~"KV+ӹ^ȠIB>lU$#{vZ!o_,'q{рR'@Mx(nY+wi @CV$KS.W@DNeჿ|.)SI!&jLp8^~Ε;*!ü=>ߨ_+ԣf$<@d-u{0rB㯋6'dIhgeowW")U;
[1D;iJs\8Cz9#RH
P,⋃yF+h'LGzW3E!e8j,igri0Y0X z䒶AGuzd3'=# eUѿ#>#=/֮϶)z#N*
LLfZl6b|k
s2jqg0WT4 1yNd~-n]gq=,LuM9ġ^Rnl$Cf78ׁ75V5IcSNZxgػ76TK#'!r4=˦]
b}fZmt22n ЛB=Іʲk:o3,ڍܮUIˣPIg=`473<<VW!Zzs|,e_{;}/S=KqLM[dMdأcͨY"&tN7h.j1O>0^ҷZ}tTEnٓhW hV6\{S{q25nԴp 2̎6$k'ǵ~`V[jLp΄5sLz