%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
福岡県信組_福間支店OPEN記念定期預金第2弾_A4_1910_07ol
2019-10-31T14:01:55+09:00
2019-10-31T14:01:55+09:00
2019-10-31T14:01:55+09:00
Adobe Illustrator CC 22.1 (Macintosh)
212
256
JPEG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:b7c61539-218e-af48-b4eb-17ee38631a03
xmp.did:4113fe3f-c44e-4979-9cb2-c9030fbb0bb3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7d0b59c4-1c5b-3346-9cd1-be66c04ed571
xmp.did:0180117407206811822A9F78582BA804
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:F77F117407206811822AB3E8F8126902
2013-05-28T10:05:07+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:4113fe3f-c44e-4979-9cb2-c9030fbb0bb3
2019-10-31T14:01:49+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
True
1
210.001309
296.999942
Millimeters
UDShinGoPr6-DeBold
A-OTF UD新ゴ Pr6
DB
Open Type
Version 2.001;PS 2;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPr6-DeBold.otf
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
C=70 M=0 Y=0 K=0 1
CMYK
PROCESS
70.000000
0.000000
0.000000
0.000000
C=11 M=7 Y=10 K=65 1
CMYK
PROCESS
11.000000
7.000000
10.000000
65.000000
C=0 M=0 Y=6 K=11 1
CMYK
PROCESS
0.000000
0.000000
6.000000
11.000000
C=0 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=0 M=11 Y=27 K=0 1
CMYK
PROCESS
0.000000
10.594600
27.243200
0.000000
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
C=0 M=80 Y=0 K=0 1
CMYK
PROCESS
0.000000
80.000000
0.000000
0.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=90 Y=30 K=0 1
CMYK
PROCESS
0.000000
90.000000
30.000000
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
C=100 M=70 Y=0 K=0 1
CMYK
PROCESS
100.000000
70.000000
0.000000
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=20 M=0 Y=50 K=0 1
CMYK
PROCESS
20.000000
0.000000
50.000000
0.000000
新規カラースウォッチ 2
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=75 M=0 Y=25 K=0 1
CMYK
PROCESS
75.000000
0.000000
25.000000
0.000000
C=0 M=85 Y=20 K=0 1
CMYK
PROCESS
0.000000
85.000000
20.000000
0.000000
C=100 M=31 Y=0 K=0 1
CMYK
PROCESS
100.000000
31.000000
0.000000
0.000000
C=75 M=10 Y=0 K=0 1
CMYK
PROCESS
75.000000
10.000000
0.000000
0.000000
C=100 M=34 Y=0 K=0 1
CMYK
PROCESS
100.000000
34.000000
0.000000
0.000000
C=80 M=15 Y=0 K=0 1
CMYK
PROCESS
80.000000
15.000000
0.000000
0.000000
くちのなか
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
ほっぺ
PROCESS
100.000000
CMYK
0.000000
30.000001
10.000000
0.000000
しましま
PROCESS
100.000000
CMYK
30.000001
60.000002
69.999999
20.000000
かげ
PROCESS
100.000000
CMYK
0.000000
50.000000
80.000001
0.000000
はだ
PROCESS
100.000000
CMYK
0.000000
20.000000
60.000002
0.000000
New Color Swatch 616
PROCESS
100.000000
CMYK
0.000000
50.002301
4.089400
0.000000
ベースカラー
PROCESS
100.000000
CMYK
100.000000
60.000002
0.000000
0.000000
新規カラースウォッチ 118
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=10 M=21 Y=63 K=1 1
CMYK
PROCESS
10.000000
21.000000
63.000000
0.984400
Color 12
PROCESS
100.000000
CMYK
15.000001
0.000000
69.999999
0.000000
Color 13
PROCESS
100.000000
CMYK
0.000000
44.999999
50.000000
0.000000
Color 14
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
DIC 2176s
PROCESS
100.000000
CMYK
69.999999
0.000000
0.000000
0.000000
DIC=F46
PROCESS
100.000000
CMYK
100.000000
69.999999
0.000000
0.000000
C=0 M=60 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
60.000002
100.000000
0.000000
裏面くろ
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
新規カラースウォッチ 175
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
裏面いろ
PROCESS
100.000000
CMYK
80.000001
0.000000
100.000000
0.000000
C=0 M=90 Y=40 K=0
PROCESS
100.000000
CMYK
0.000000
89.999998
40.000001
0.000000
裏面いろ 2
PROCESS
100.000000
CMYK
100.000000
15.000001
0.000000
0.000000
C=0 M=30 Y=82 K=27
PROCESS
100.000000
CMYK
0.000000
30.000001
81.999999
27.000001
C=0 M=16 Y=75 K=0
PROCESS
100.000000
CMYK
0.000000
16.000000
75.000000
0.000000
C=8 M=62 Y=94 K=46
PROCESS
100.000000
CMYK
8.000000
62.000000
94.000000
46.000001
C=0 M=0 Y=40 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
40.000001
0.000000
C=0 M=55 Y=98 K=60
PROCESS
100.000000
CMYK
0.000000
55.000001
98.000002
60.000002
R=120 G=85 B=42
PROCESS
100.000000
CMYK
56.209701
66.979498
95.562702
19.729900
新規カラースウォッチ 9
PROCESS
100.000000
CMYK
63.024300
93.252498
85.272002
57.592100
新規カラースウォッチ 1
SPOT
100.000000
CMYK
0.000000
20.000000
25.000000
0.000000
新規カラースウォッチ 3
SPOT
100.000000
CMYK
25.000000
40.000001
40.000001
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
89.999400
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
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
10.000000
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.279 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
Hn|yrMD"p[Jy|jz.uI
LsT~χO߅m=-ƣY6r8rۧ~a_>|zۧ<<3(R li&ei8؞ݏ٤zԞ9L8Z[mqƣN͟>o)?ƶ}~季X
-utG?˚*8$hi=5~z}yk&xZrЇB뽵#w7C9~zk5^{`B B!%:!7䭕#Y|/`gwnk)F-HS譛χ0ݶ >PQmSpڿ c{JIV~uB'V5bm[kh;~=Nжco^;v;Oo ܘ/~6wk&"50ԡX1sV.]<4mB@i~q
wnpg4)G.c"sMθt
u8{73t#l w3(TtX{An|+ =(4MeXA%8,ϑ!#LGz/B:sef]u|;[JܠĻ_Bޟa6e|/eU ε9ª֯γw7m9imMq$ 3yG^#EG>(k"I!k⣇zŇRTӵU5neyzIdnۂ?G^=>@Q3@
sǐ%[F8ΡJX츌}u:{+wL]?/8Nhiα~:gr!^[,yNy#<_L}ʍ>4;=LBDlTEK sEi.5\pSՈ&z"Kt8tlrI9bmu&@~v^.E]
NPpqDjD4k Eqҡ
8{7@|de=I=3OںINDV`]4kˎlWeQl!PwKaUӘX牲L0El"ɽn~btEfJWA~a9,A%^SZ9iGt}|s(n;W25:F,tkH-Hl&Hrd`b
{\CI4<
ZC:4OTt£~Du.ڨcx+D(TgIOI
KXUQ["y;Dw&^SAEw&aH
7#^4a5KT9ݝA~ML2eljGdQ@xRL.#[;5D!
M Z?=Kr2N?)7Z֢ZwnKD6NcZDpBR
a:7w^YDx2<
j75V&{#fZ{T|O&ADtٳ':8uhbEu._Éb5c;ӵG1״Eu-әD0b+I%/S(}vhI\$
KHQQuB+ j'oX7,b*`mCr"ʒF=MxA.ش\yFXD&7W oV@bU'=U~ xH'XV<u1LWHEEC/߳ `*ɼJZEUh}zVEDRB*&[EU2ЫiyQ#;8&ɫx*&eD2GLV;Ulrt^#-;\uriSgE_(6)E#}Q21-ZT\T/`Hk̜vЊdg@z^YT1n]Ή&
\N3᪨k2#QYu\aY,'@5FRh4$Ya+:Jt 5T3r+S8oֳrg3(ڒi͂zT ]ަz3g3 ~jCCfe
AYI袣v
k>Q<4ėUfYqpZ':zVXDlgdrjsD8H Dp3.rDD7?" 0if4\Da¶¤Q"P,[NT/X `*5 +RvPn}fb/(X$NϯUv*I"=s@+:(T mA{1eМEmgV
Z֡k353dY]9߽
o#i~2/Bw0ʫ<2c+-L
tI|IffN^Y21HA\ZҬ~%⪫i2}*"s^ZTc$u=-+dݟHZPeѢJvgB#}Z
uOSO*rrny[
QȔn-PQK;ōfAq`ԛ1Ҵ ʿS9 p]kՅ81F8_1i:ZAukZ>!R;+-\GtbN|Ls??B,no%?rjn!:߶WqVcyŕ
#apu݇m~@UB\6&-9g3l?9_i{*vcNV|wuUX0\)*!ӷe
v`To\Xw0l1yUİqgkͶPWV"*jsLjOQ}9_l Gg5m%B2~5AW`wI3 9g}?:@cwL^S _^Ve^U!+:mGpNѠGMiVQ4vm|5L5lZ@a͋1it\ lXYui߈F!fJRυ+"}\~g'5>Tc$_XEYEqc>!/|ӆ{E5V&SLӠX5He$4" [0Q"jlA}9A[=ϕ5P'&j|\@.Z1~bv{0)IEOxbg>~%g Op
+uZAHRXH65GQF3"ZPV܇ZIwKT7_(=E>Ѷ`@'jM)|TQZ&礎3q]$#'3~Ռ@:#̸,d/ۜD<A쓤fa0AKǻ -k? y7kc,zӑ^)N7ȊϒC: "ro,&ב
8IVk?瘰Xtx?ȓ 3` lklעQ+!$Q
!!I8Jxnk´MLTc@y%8pcPr" )>GB^B5=3aR)T{2硚[4OT>\3M\m"_ߙw{ZI7r:=x騞# pVHpXJ}A=3g07PqkKc#؊ <1WK1t86
s,?lY$1lJZka{%Fct
vcFM{˜ I
s-j/XWIeZ|(mz{Y1BBpM .\/U
8Gf>shK4o67(DZ};B{|s۪9s-[
$U=>XySnbZFRu'x! z?R0BOJn