%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
来館される皆様へのおねがい
Adobe Illustrator 26.2 (Windows)
2022-04-11T09:31:08+10:00
2022-04-11T09:31:08+09:00
2022-04-11T09:31:08+09:00
172
256
JPEG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uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:557527b8-6ad4-2148-9bdd-2aff01e346dc
uuid:9e83a68b-9340-418c-afcb-6c49d7b1101e
proof:pdf
xmp.iid:ab02176e-3fea-aa4b-86bc-336fbbd6e472
xmp.did:f17e84ae-e852-f744-9049-71702df226a9
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
proof:pdf
saved
xmp.iid:a0769837-a091-fb48-8f1a-d75282933c5d
2017-04-10T14:37:20+09:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:557527b8-6ad4-2148-9bdd-2aff01e346dc
2022-04-11T09:30:47+09:00
Adobe Illustrator 26.2 (Windows)
/
Basic RGB
Adobe Illustrator
1
True
False
297.000000
210.000000
Millimeters
07YasashisaGothicBold
07やさしさゴシックボールド
Bold
TrueType
Version 1.10
False
07やさしさゴシックボールド.ttf
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=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
92.578125
87.500000
88.671875
79.687500
RGB レッド
CMYK
PROCESS
0.000000
95.703125
94.140625
0.000000
RGB イエロー
CMYK
PROCESS
10.156250
0.000000
82.421875
0.000000
RGB グリーン
CMYK
PROCESS
61.328125
0.000000
100.000000
0.000000
RGB シアン
CMYK
PROCESS
54.687500
0.000000
17.578125
0.000000
RGB ブルー
CMYK
PROCESS
92.187500
74.218750
0.000000
0.000000
RGB マゼンタ
CMYK
PROCESS
37.109375
76.171875
0.000000
0.000000
R=193 G=39 B=45
CMYK
PROCESS
30.468750
96.093750
89.062500
0.390625
R=237 G=28 B=36
CMYK
PROCESS
6.640625
94.921875
87.890625
0.000000
R=241 G=90 B=36
CMYK
PROCESS
4.296875
78.125000
87.109375
0.000000
R=247 G=147 B=30
CMYK
PROCESS
3.125000
53.515625
87.500000
0.000000
R=251 G=176 B=59
CMYK
PROCESS
3.125000
40.234375
78.906250
0.000000
R=252 G=238 B=33
CMYK
PROCESS
8.593750
4.296875
83.984375
0.000000
R=217 G=224 B=33
CMYK
PROCESS
24.218750
4.687500
87.890625
0.000000
R=140 G=198 B=63
CMYK
PROCESS
52.343750
4.296875
88.281250
0.000000
R=57 G=181 B=74
CMYK
PROCESS
71.484375
3.906250
89.453125
0.000000
R=0 G=146 B=69
CMYK
PROCESS
81.640625
25.781250
94.140625
0.000000
R=0 G=104 B=55
CMYK
PROCESS
88.671875
48.437500
100.000000
12.890625
R=34 G=181 B=115
CMYK
PROCESS
72.656250
3.906250
69.921875
0.000000
R=0 G=169 B=157
CMYK
PROCESS
75.781250
13.671875
46.093750
0.000000
R=41 G=171 B=226
CMYK
PROCESS
71.093750
18.750000
7.031250
0.000000
R=0 G=113 B=188
CMYK
PROCESS
85.546875
52.343750
5.468750
0.000000
R=46 G=49 B=146
CMYK
PROCESS
93.750000
91.796875
6.640625
0.000000
R=27 G=20 B=100
CMYK
PROCESS
100.000000
100.000000
55.859375
7.031250
R=102 G=45 B=145
CMYK
PROCESS
74.218750
92.578125
4.687500
0.000000
R=147 G=39 B=143
CMYK
PROCESS
54.296875
93.750000
5.468750
0.000000
R=158 G=0 B=93
CMYK
PROCESS
48.828125
100.000000
45.312500
1.171875
R=212 G=20 B=90
CMYK
PROCESS
21.093750
96.484375
47.656250
0.000000
R=237 G=30 B=121
CMYK
PROCESS
7.421875
92.578125
23.437500
0.000000
R=199 G=178 B=153
CMYK
PROCESS
26.953125
31.250000
39.453125
0.000000
R=153 G=134 B=117
CMYK
PROCESS
47.265625
48.437500
52.734375
0.000000
R=115 G=99 B=87
CMYK
PROCESS
61.328125
60.937500
64.453125
9.375000
R=83 G=71 B=65
CMYK
PROCESS
69.140625
68.750000
69.921875
28.906250
R=198 G=156 B=109
CMYK
PROCESS
28.125000
42.968750
59.375000
0.000000
R=166 G=124 B=82
CMYK
PROCESS
42.968750
55.468750
72.265625
0.390625
R=140 G=98 B=57
CMYK
PROCESS
50.781250
64.453125
85.546875
9.765625
R=117 G=76 B=36
CMYK
PROCESS
55.468750
70.703125
97.656250
23.828125
R=96 G=56 B=19
CMYK
PROCESS
58.593750
76.171875
100.000000
38.281250
R=66 G=33 B=11
CMYK
PROCESS
64.843750
82.421875
100.000000
56.640625
DIC 640s
SPOT
100.000000
LAB
52.941177
-31
-48
DIC 2591s
SPOT
100.000000
LAB
47.450981
-8
-44
DIC 2594s*
SPOT
100.000000
LAB
44.313725
-7
-34
R=229 G=0 B=18
CMYK
PROCESS
10.937500
98.437500
100.000000
0.000000
FOCOLTONE 3477
PROCESS
100.000000
CMYK
87.377733
100.000000
16.211185
0.000000
FOCOLTONE 3359
PROCESS
100.000000
CMYK
82.760352
100.000000
42.352939
7.702754
FOCOLTONE 3373
PROCESS
100.000000
CMYK
92.626840
100.000000
53.008312
8.664072
FOCOLTONE 1074
PROCESS
100.000000
CMYK
100.000000
98.416108
25.610742
0.000000
FOCOLTONE 3473
PROCESS
100.000000
CMYK
85.452044
100.000000
38.059050
3.985656
FOCOLTONE 2308
PROCESS
100.000000
CMYK
86.135650
100.000000
50.890362
5.395590
FOCOLTONE 3369
PROCESS
100.000000
CMYK
71.877623
81.841761
76.006711
55.175096
FOCOLTONE 2206
PROCESS
100.000000
CMYK
72.909129
80.251771
29.181352
0.097658
FOCOLTONE 2220
PROCESS
100.000000
CMYK
79.943538
86.126494
29.944304
0.299077
FOCOLTONE 2247
PROCESS
100.000000
CMYK
100.000000
100.000000
55.339891
5.563439
FOCOLTONE 3472
PROCESS
100.000000
CMYK
92.849618
100.000000
62.984663
33.780420
FOCOLTONE 3469
PROCESS
100.000000
CMYK
92.944223
100.000000
59.063095
18.829632
FOCOLTONE 3475
PROCESS
100.000000
CMYK
94.814980
100.000000
59.243149
19.238575
FOCOLTONE 2302
PROCESS
100.000000
CMYK
82.763404
100.000000
47.879758
4.852369
FOCOLTONE 3507
PROCESS
100.000000
CMYK
6.543069
60.515749
94.930953
0.000000
FOCOLTONE 3483
PROCESS
100.000000
CMYK
8.279545
74.859232
98.684669
0.000000
FOCOLTONE 3463
PROCESS
100.000000
CMYK
91.100937
100.000000
58.937967
18.152131
FOCOLTONE 6026
PROCESS
100.000000
CMYK
90.887308
97.766078
48.050660
18.850996
FOCOLTONE 6015
PROCESS
100.000000
CMYK
86.294341
90.270847
45.319295
11.725032
C=38 M=3 Y=5 K=0
CMYK
PROCESS
37.890625
2.734375
5.468750
0.000000
C=34 M=0 Y=90 K=0
CMYK
PROCESS
33.984375
0.000000
89.843750
0.000000
FOCOLTONE 1034
PROCESS
100.000000
CMYK
0.000000
50.000000
20.000000
0.000000
寒色
1
C=56 M=0 Y=20 K=0
CMYK
PROCESS
59.375000
3.515625
24.218750
0.000000
C=51 M=43 Y=0 K=0
CMYK
PROCESS
56.250000
45.312500
4.296875
0.000000
C=26 M=41 Y=0 K=0
CMYK
PROCESS
33.203125
43.750000
3.125000
0.000000
グレー
1
R=0 G=0 B=0
CMYK
PROCESS
92.578125
87.500000
88.671875
79.687500
R=26 G=26 B=26
CMYK
PROCESS
83.984375
79.687500
78.515625
65.234375
R=51 G=51 B=51
CMYK
PROCESS
78.906250
73.437500
71.093750
44.921875
R=77 G=77 B=77
CMYK
PROCESS
73.437500
66.796875
63.671875
22.656250
R=102 G=102 B=102
CMYK
PROCESS
67.187500
58.593750
55.859375
5.859375
R=128 G=128 B=128
CMYK
PROCESS
57.421875
48.437500
45.312500
0.000000
R=153 G=153 B=153
CMYK
PROCESS
46.093750
37.500000
35.156250
0.000000
R=179 G=179 B=179
CMYK
PROCESS
34.375000
27.343750
25.781250
0.000000
R=204 G=204 B=204
CMYK
PROCESS
23.437500
17.578125
17.187500
0.000000
R=230 G=230 B=230
CMYK
PROCESS
11.718750
8.984375
8.984375
0.000000
R=242 G=242 B=242
CMYK
PROCESS
6.250000
4.687500
4.687500
0.000000
Adobe PDF library 16.04
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
15 0 obj
<>stream
HWn#7}RKc ":d q/mɺ:)X]lvbgMޫΪZLv>)tGMzؕ7M.MbH)5lÎRv0LosٱL=iÖ ]! r<
~~re3wZ(Kbr,`OF=}?Q2
F:$*M^y8e2٬N#rRX2N?pE
{q[dfʔ/!\C"u?A
$!qRIS;9j#E0XGek܁
dho%FZoCG0Vbmz"9C|ɴd.-08P~g1_A"~mSƙb#&phpi"y%sjÊQaC:&_H쎋Kƛ`xgFCLb- ^)SsAޡΡG:rt.kA 3E_;|kFƆ0< Z\Ĕ1VnU=`P U=OLP
rI{-I./TW<T9Z4ܑN]-0هi3|8po q{6h*OZewS3AE0FLt;0P8/
+,Q^*sާ4+]r7 cZFH¾x25[bQYYN:Ew|qA*Ev)oC>:X>8f?7u^E9H`AQRqD|5sE
dZoxx~Ⱥ& -A0Zj5aZX`L1WO뇟~훍z~x'e:R6A:T."xS.1D_WPд@]Z9M+!&DJrZuíin&Y>r/Yn@3]#'}*tk$K&ưb8;P1e=NO,4-I`
Kd >&t)"fvI$78aHss퉾-1x?~ *@?r53`:\
ŗL<^i8 % 32rX* &M.wڟevdOƩ=i;uzӋwhmW^bNb{9S-!xNg[F \fzhU&U0~Lh]rJY[vuOxwʣ K,h\]%ia
!gs,ٸDX[ },o0v$yv`|e*cfPvY+-̀D\oسa:g4knfwf뼜g3lCX3-|sVXn,iz3l<'ZycIllql?,TmXΪ_(E3(MA1bjGq.C
Wℋ/<ռ_`Ah?>cŌL6fi߅w
mfd2;ܾ|+F,-Y.SE+
]'QB2*
'/ޛN(غubajZoьJxu~^2aj؇.?=Y.U複IQ%"uO`j w6Ei.8=(bpD٠{~]?l ?&xm$Q5baT+SP|jJ4!$a<0)iհ\a\MRu.+Oo\t ީ,In˗ư/ktyNr1f}OIJ2ɴ&;l
GSY+ǪSf$ݫ.M4
d.G3r1͊#; }%U_Xf#
+J]=2~bPQ`[E%?7%
4íX20NmCդUM%kzǢ#p}nJ8h`Z5V'zh
pN|]XM@DJP*bpFzI/U i+@pҨM]tĶ9(&HH%1jd.A"diR,
zϦDZBv-Q|}[:R3QXS$7Xւf`ߖ&݂N蜟%azӖ}+&[R6-V=Vuz} VqE,/nx!(b, TR.sX#싾3h@/ˬ~
YWY?ƕ/2&B紛`.}>j5iRF2"F`L;$.'8dH*G,uNsچyPαg+:Gx[