%PDF-1.5
%
1 0 obj
<>/OCGs[16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 23 0 R 24 0 R 25 0 R 26 0 R 27 0 R 28 0 R 29 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
チラシ
2020-08-29T08:13:12+09:00
2020-08-29T08:13:12+09:00
2020-08-29T08:13:12+10:00
Adobe Illustrator CS5
192
256
JPEG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uuid:3875c225-5b64-4813-9a5b-dc95a68e2be9
xmp.did:CC065A5912E8EA118589F3F8591DC014
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:CB065A5912E8EA118589F3F8591DC014
xmp.did:CB065A5912E8EA118589F3F8591DC014
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:54664743C8E5EA11AD40DBB9EC6E6C40
2020-08-24T14:11:27+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:55664743C8E5EA11AD40DBB9EC6E6C40
2020-08-24T19:35:13+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:56664743C8E5EA11AD40DBB9EC6E6C40
2020-08-24T19:45:14+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:58664743C8E5EA11AD40DBB9EC6E6C40
2020-08-24T19:54:52+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:59664743C8E5EA11AD40DBB9EC6E6C40
2020-08-24T20:05:27+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:C6065A5912E8EA118589F3F8591DC014
2020-08-27T17:31:58+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:C7065A5912E8EA118589F3F8591DC014
2020-08-27T17:35:38+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:C8065A5912E8EA118589F3F8591DC014
2020-08-27T17:42:59+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:C9065A5912E8EA118589F3F8591DC014
2020-08-27T17:44:46+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:CA065A5912E8EA118589F3F8591DC014
2020-08-27T17:50:09+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:CB065A5912E8EA118589F3F8591DC014
2020-08-29T08:04:14+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:CC065A5912E8EA118589F3F8591DC014
2020-08-29T08:13:08+09:00
Adobe Illustrator CS5
/
EmbedByReference
C:\Users\chiemi\Downloads\クリエイトセンター地図(活動センター住所カラー).png
Print
False
True
1
210.001652
296.999959
Millimeters
BIZ-UDGothic
BIZ UDゴシック
Regular
TrueType
Version 2.00
False
BIZ-UDGothicR.ttc
BIZ-UDPGothic
BIZ UDPゴシック
Regular
TrueType
Version 2.00
False
BIZ-UDGothicR.ttc
YentiEGP-Medium-SJIS
AR P丸ゴシック体M
Regular
TrueType
Version 2.11
False
JGTR00M.TTC
KozGoPro-Regular
小塚ゴシック Pro
R
Open Type
Version 4.005;PS 4.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPro-Regular.otf
RiiPopkaku-R
りいポップ角
Regular
Open Type
Version 2.5
False
RiiPopkkR.otf
HGSoeiKakupoptai
HG創英角ポップ体
標準
TrueType
Version 5.02
False
HGRPP1.TTC
HGPSoeiKakupoptai
HGP創英角ポップ体
標準
TrueType
Version 5.02
False
HGRPP1.TTC
Cyan
Magenta
Yellow
Black
菱形1.3.カラー1
菱形1.3.カラー2
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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
FOCOLTONE 3423
PROCESS
100.000000
CMYK
100.000000
75.000000
0.000000
0.000000
FOCOLTONE 1167
PROCESS
100.000000
CMYK
0.000000
14.999999
100.000000
0.000000
FOCOLTONE 1067
PROCESS
100.000000
CMYK
50.000000
0.000000
0.000000
0.000000
FOCOLTONE 2303
PROCESS
100.000000
CMYK
0.000000
100.000000
44.999999
0.000000
FOCOLTONE 3374
PROCESS
100.000000
CMYK
75.000000
0.000000
80.000001
0.000000
FOCOLTONE 1112
PROCESS
100.000000
CMYK
100.000000
0.000000
40.000001
0.000000
FOCOLTONE 3395
PROCESS
100.000000
CMYK
0.000000
34.999999
0.000000
0.000000
FOCOLTONE 2222
PROCESS
100.000000
CMYK
0.000000
69.999999
44.999999
0.000000
FOCOLTONE 1161
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
FOCOLTONE 3354
PROCESS
100.000000
CMYK
0.000000
0.000000
60.000002
0.000000
FOCOLTONE 2214
PROCESS
100.000000
CMYK
0.000000
64.999998
0.000000
0.000000
FOCOLTONE 1166
PROCESS
100.000000
CMYK
40.000001
0.000000
100.000000
0.000000
FOCOLTONE 1070
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
FOCOLTONE 1071
PROCESS
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
FOCOLTONE 1130
PROCESS
100.000000
CMYK
0.000000
100.000000
20.000000
0.000000
FOCOLTONE 2179
PROCESS
100.000000
CMYK
25.000000
0.000000
64.999998
0.000000
FOCOLTONE 2213
PROCESS
100.000000
CMYK
55.000001
0.000000
0.000000
0.000000
FOCOLTONE 2229
PROCESS
100.000000
CMYK
0.000000
0.000000
44.999999
0.000000
FOCOLTONE 2325
PROCESS
100.000000
CMYK
55.000001
0.000000
100.000000
34.999999
FOCOLTONE 2334
PROCESS
100.000000
CMYK
0.000000
69.999999
100.000000
0.000000
FOCOLTONE 3346
PROCESS
100.000000
CMYK
34.999999
0.000000
60.000002
0.000000
FOCOLTONE 3361
PROCESS
100.000000
CMYK
0.000000
80.000001
75.000000
0.000000
FOCOLTONE 3407
PROCESS
100.000000
CMYK
84.999996
0.000000
0.000000
50.000000
FOCOLTONE 3434
PROCESS
100.000000
CMYK
100.000000
0.000000
80.000001
0.000000
FOCOLTONE 3476
PROCESS
100.000000
CMYK
0.000000
100.000000
34.999999
0.000000
FOCOLTONE 3477
PROCESS
100.000000
CMYK
84.999996
100.000000
0.000000
0.000000
アフリカ.カラー2
SPOT
100.000000
CMYK
0.000000
55.000001
100.000000
35.999998
アフリカ.カラー3
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
アフリカ.カラー1
SPOT
100.000000
CMYK
0.000000
55.000001
100.000000
12.000000
幾何学模様1.4.カラー2
SPOT
100.000000
CMYK
20.000000
80.000001
60.000002
0.000000
幾何学模様1.4.カラー1
SPOT
100.000000
CMYK
30.000001
60.000002
20.000000
0.000000
幾何学模様1.2.カラー2
SPOT
100.000000
CMYK
60.000002
50.000000
80.000001
0.000000
幾何学模様1.1.カラー1
SPOT
100.000000
CMYK
0.000000
50.000000
80.000001
0.000000
幾何学模様1.1.カラー2
SPOT
100.000000
CMYK
0.000000
100.000000
80.000001
0.000000
菱形1.3.カラー2
SPOT
100.000000
CMYK
0.000000
31.999999
77.999997
0.000000
菱形1.3.カラー1
SPOT
100.000000
CMYK
0.000000
63.000000
94.999999
0.000000
菱形1.4.カラー2
SPOT
100.000000
CMYK
100.000000
94.999999
0.000000
0.000000
菱形1.4.カラー1
SPOT
100.000000
CMYK
50.000000
0.000000
50.000000
30.000001
FOCOLTONE 2298
PROCESS
100.000000
CMYK
55.000001
100.000000
-0.000000
-0.000000
FOCOLTONE 3471
PROCESS
100.000000
CMYK
80.000001
100.000000
-0.000000
-0.000000
FOCOLTONE 3394
PROCESS
100.000000
CMYK
80.000001
-0.000000
-0.000000
-0.000000
FOCOLTONE 1082
PROCESS
100.000000
CMYK
-0.000000
100.000000
100.000000
25.000000
FOCOLTONE 3353
PROCESS
100.000000
CMYK
-0.000000
75.000000
-0.000000
-0.000000
FOCOLTONE 2266
PROCESS
100.000000
CMYK
100.000000
64.999998
-0.000000
34.999999
FOCOLTONE 1124
PROCESS
100.000000
CMYK
-0.000000
100.000000
15.000001
-0.000000
FOCOLTONE 1099
PROCESS
100.000000
CMYK
100.000000
50.000000
-0.000000
25.000000
FOCOLTONE 3396
PROCESS
100.000000
CMYK
-0.000000
-0.000000
85.000002
-0.000000
FOCOLTONE 2339
PROCESS
100.000000
CMYK
69.999999
-0.000000
100.000000
-0.000000
FOCOLTONE 3503
PROCESS
100.000000
CMYK
85.000002
60.000002
100.000000
-0.000000
FOCOLTONE 1076
PROCESS
100.000000
CMYK
-0.000000
100.000000
100.000000
-0.000000
FOCOLTONE 1077
PROCESS
100.000000
CMYK
100.000000
-0.000000
-0.000000
25.000000
FOCOLTONE 2235
PROCESS
100.000000
CMYK
69.999999
-0.000000
55.000001
-0.000000
FOCOLTONE 2248
PROCESS
100.000000
CMYK
100.000000
-0.000000
100.000000
34.999999
FOCOLTONE 3437
PROCESS
100.000000
CMYK
100.000000
34.999999
85.000002
-0.000000
FOCOLTONE 1137
PROCESS
100.000000
CMYK
40.000001
100.000000
-0.000000
-0.000000
FOCOLTONE 1145
PROCESS
100.000000
CMYK
15.000001
30.000001
100.000000
-0.000000
FOCOLTONE 3465
PROCESS
100.000000
CMYK
75.000000
100.000000
-0.000000
-0.000000
FOCOLTONE 3347
PROCESS
100.000000
CMYK
-0.000000
75.000000
60.000002
-0.000000
FOCOLTONE 2258
PROCESS
100.000000
CMYK
100.000000
55.000001
69.999999
-0.000000
FOCOLTONE 3494
PROCESS
100.000000
CMYK
75.000000
-0.000000
100.000000
-0.000000
FOCOLTONE 2328
PROCESS
100.000000
CMYK
-0.000000
55.000001
100.000000
-0.000000
FOCOLTONE 3436
PROCESS
100.000000
CMYK
100.000000
34.999999
85.000002
50.000000
FOCOLTONE 3502
PROCESS
100.000000
CMYK
85.000002
60.000002
100.000000
50.000000
FOCOLTONE 3438
PROCESS
100.000000
CMYK
100.000000
-0.000000
85.000002
50.000000
FOCOLTONE 3383
PROCESS
100.000000
CMYK
80.000001
34.999999
85.000002
50.000000
FOCOLTONE 3375
PROCESS
100.000000
CMYK
-0.000000
85.000002
80.000001
-0.000000
FOCOLTONE 3381
PROCESS
100.000000
CMYK
-0.000000
85.000002
-0.000000
-0.000000
FOCOLTONE 3379
PROCESS
100.000000
CMYK
75.000000
-0.000000
-0.000000
50.000000
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
31 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 41 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
32 0 obj
<>stream
HWj$}ﯨGSy30]Fcf}NdF#U,;]<srv:oood۾]}?}>cw;<ۗxl֒l[2~$[Y^z^w?9zer&3vdjrrKiz;aV䨗(sy.9S-yŖ]kkY#QQ'|)"Ec}S_(q ڟ:_@/p sDRr]&/Dmc!F.e%ԪJB!+!]@2R2_ FK3>
H4VR32$bJq&+Un+![|iGN[rICd4phLO 8osp^vG*&OV/eGk238z9Rkdv.۴Zʒ=/mg
ՓL![Y!ڌק4Ddz.D{ɆqK*~z
je"?KyD'|?I