%PDF-1.7
%
1 0 obj
<>/OCGs[20 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>
stream
application/pdf
202202三八圏域移住者交流会チラシ
2022-03-03T11:23:56+09:00
2022-03-03T11:23:56+09:00
2022-03-03T11:23:55+10:00
Adobe Illustrator 26.0 (Windows)
184
256
JPEG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uuid:8888b927-7045-42c5-b015-db75f71cb390
xmp.did:726b97ec-5875-6a46-8a76-7bfbe0fc2b4a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:3d91cd3e-0174-d844-b21f-0d4c8d05967d
xmp.did:3d91cd3e-0174-d844-b21f-0d4c8d05967d
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:943a7bdc-a586-1046-9f35-241d22c2bb2b
2022-02-15T09:04:50+09:00
Adobe Illustrator 26.0 (Windows)
/
saved
xmp.iid:726b97ec-5875-6a46-8a76-7bfbe0fc2b4a
2022-03-03T11:23:45+09:00
Adobe Illustrator 26.0 (Windows)
/
EmbedByReference
D:\デザイン\cotto\移住者交流会チラシ\202202三八圏域移住者交流会チラシ\ゲストなぎさなおこさんお写真.jpg
0
0
Print
Adobe Illustrator
False
True
1
210.000144
297.000083
Millimeters
FugazOne-Regular
Fugaz One
Regular
Open Type
Version 1.002
False
FugazOne-Regular.ttf
UDShinGoPr6N-Light
A-OTF UD新ゴ Pr6N
L
Open Type
Version 2.001;PS 2;hotconv 1.0.57;makeotf.lib2.0.21895;ATK150911JP M001
False
26141
Ronde-B-Square
ロンド B
スクエア
Open Type
Version 1.10
False
Ronde-B_square.otf
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
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=82 M=76 Y=65 K=38
PROCESS
100.000000
CMYK
82.156098
76.147091
64.519721
37.653160
グレー
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
輝き
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 16.03
endstream
endobj
5 0 obj
<>>>/TilingType 3/Type/Pattern/XStep 4.25197/YStep 4.25197>>
stream
0 0 0 0 k
/Perceptual ri
/GS0 gs
q 1 0 0 1 1.1419 2.1256 cm
0 0 m
0 0.543 0.441 0.984 0.984 0.984 c
1.528 0.984 1.968 0.543 1.968 0 c
1.968 -0.543 1.528 -0.984 0.984 -0.984 c
0.441 -0.984 0 -0.543 0 0 c
f
Q
endstream
endobj
6 0 obj
<>>>/TilingType 3/Type/Pattern/XStep 14.1732/YStep 14.1732>>
stream
0 0 0 0 K
5 w 10 M 0 j 0 J []0 d
/Perceptual ri
/GS0 gs
q 1 0 0 1 63.0075 6.3143 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 48.8343 6.3143 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 34.6611 6.3143 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 20.4879 6.3143 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 6.3146 6.3143 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 63.0075 20.4875 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 48.8343 20.4875 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 34.6611 20.4875 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 20.4879 20.4875 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 6.3146 20.4875 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 63.0075 34.6608 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 48.8343 34.6608 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 34.6611 34.6608 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 20.4879 34.6608 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 6.3146 34.6608 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 63.0075 48.834 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 48.8343 48.834 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 34.6611 48.834 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 20.4879 48.834 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 6.3146 48.834 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 63.0075 63.0072 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 48.8343 63.0072 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 34.6611 63.0072 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 20.4879 63.0072 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 6.3146 63.0072 cm
0 0 m
-55.149 -55.149 l
S
Q
endstream
endobj
7 0 obj
<>>>/TilingType 3/Type/Pattern/XStep 35.4331/YStep 62.3622>>
stream
0 0 0 0 k
/Perceptual ri
/GS0 gs
q 1 0 0 1 45.965 -0 cm
0 0 m
0 5.817 -4.715 10.532 -10.532 10.532 c
-16.349 10.532 -21.064 5.817 -21.064 0 c
-21.064 -5.817 -16.349 -10.532 -10.532 -10.532 c
-4.715 -10.532 0 -5.817 0 0 c
7.468 -18 -36 36 re
f
Q
q 1 0 0 1 10.5319 -0 cm
0 0 m
0 5.817 -4.715 10.532 -10.532 10.532 c
-16.349 10.532 -21.064 5.817 -21.064 0 c
-21.064 -5.817 -16.349 -10.532 -10.532 -10.532 c
-4.715 -10.532 0 -5.817 0 0 c
7.468 -18 -36 36 re
f
Q
q 1 0 0 1 63.6815 31.1811 cm
0 0 m
0 5.817 -4.715 10.532 -10.532 10.532 c
-16.349 10.532 -21.064 5.817 -21.064 0 c
-21.064 -5.817 -16.349 -10.532 -10.532 -10.532 c
-4.715 -10.532 0 -5.817 0 0 c
7.468 -18 -36 36 re
f
Q
q 1 0 0 1 28.2484 31.1811 cm
0 0 m
0 5.817 -4.715 10.532 -10.532 10.532 c
-16.349 10.532 -21.064 5.817 -21.064 0 c
-21.064 -5.817 -16.349 -10.532 -10.532 -10.532 c
-4.715 -10.532 0 -5.817 0 0 c
7.468 -18 -36 36 re
f
Q
q 1 0 0 1 -7.1846 31.1811 cm
0 0 m
0 5.817 -4.715 10.532 -10.532 10.532 c
-16.349 10.532 -21.064 5.817 -21.064 0 c
-21.064 -5.817 -16.349 -10.532 -10.532 -10.532 c
-4.715 -10.532 0 -5.817 0 0 c
7.468 -18 -36 36 re
f
Q
q 1 0 0 1 45.965 62.3622 cm
0 0 m
0 5.817 -4.715 10.532 -10.532 10.532 c
-16.349 10.532 -21.064 5.817 -21.064 0 c
-21.064 -5.817 -16.349 -10.532 -10.532 -10.532 c
-4.715 -10.532 0 -5.817 0 0 c
7.468 -18 -36 36 re
f
Q
q 1 0 0 1 10.5319 62.3622 cm
0 0 m
0 5.817 -4.715 10.532 -10.532 10.532 c
-16.349 10.532 -21.064 5.817 -21.064 0 c
-21.064 -5.817 -16.349 -10.532 -10.532 -10.532 c
-4.715 -10.532 0 -5.817 0 0 c
7.468 -18 -36 36 re
f
Q
endstream
endobj
8 0 obj
<>>>/TilingType 3/Type/Pattern/XStep 14.4567/YStep 11.3386>>
stream
0 0 0 0 K
0.75 w 10 M 1 j 1 J []0 d
/Perceptual ri
/GS0 gs
q 1 0 0 1 28.8743 8.9012 cm
0 0 m
0 -0.231 -0.011 -0.46 -0.032 -0.686 c
-0.378 -4.335 -3.45 -7.19 -7.19 -7.19 c
-11.16 -7.19 -14.379 -3.971 -14.379 0 c
-14.379 0.245 -14.367 0.487 -14.343 0.725 c
S
Q
q 1 0 0 1 14.4176 8.9012 cm
0 0 m
0 -0.231 -0.011 -0.46 -0.032 -0.686 c
-0.378 -4.335 -3.45 -7.19 -7.19 -7.19 c
-11.16 -7.19 -14.379 -3.971 -14.379 0 c
-14.379 0.245 -14.367 0.487 -14.343 0.725 c
S
Q
q 1 0 0 1 -0.0391 8.9012 cm
0 0 m
0 -0.231 -0.011 -0.46 -0.032 -0.686 c
-0.378 -4.335 -3.45 -7.19 -7.19 -7.19 c
-11.16 -7.19 -14.379 -3.971 -14.379 0 c
-14.379 0.245 -14.367 0.487 -14.343 0.725 c
S
Q
endstream
endobj
9 0 obj
<>>>/TilingType 3/Type/Pattern/XStep 34.0157/YStep 31.1811>>
stream
0 0 0 0 k
/Perceptual ri
/GS0 gs
q 1 0 0 1 25.5117 6.5101 cm
0 0 m
-7.66 -13.021 l
7.66 -13.021 l
h
f
Q
q 1 0 0 1 8.5038 6.5101 cm
0 0 m
-7.66 -13.021 l
7.66 -13.021 l
h
f
Q
q 1 0 0 1 34.0156 22.1007 cm
0 0 m
-7.66 -13.021 l
7.66 -13.021 l
h
f
Q
q 1 0 0 1 17.0077 22.1007 cm
0 0 m
-7.66 -13.021 l
7.66 -13.021 l
h
f
Q
q 1 0 0 1 -0.0002 22.1007 cm
0 0 m
-7.66 -13.021 l
7.66 -13.021 l
h
f
Q
q 1 0 0 1 25.5117 37.6912 cm
0 0 m
-7.66 -13.021 l
7.66 -13.021 l
h
f
Q
q 1 0 0 1 8.5038 37.6912 cm
0 0 m
-7.66 -13.021 l
7.66 -13.021 l
h
f
Q
endstream
endobj
10 0 obj
<>>>/TilingType 3/Type/Pattern/XStep 8.50394/YStep 8.50394>>
stream
0 0 0 0 K
1 w 10 M 0 j 0 J []0 d
/Perceptual ri
/GS0 gs
q 1 0 0 1 4.2519 -13.9543 cm
0 0 m
0 19.404 l
S
Q
q 1 0 0 1 3.0537 4.2517 cm
0 0 m
19.404 0 l
S
Q
q 1 0 0 1 -5.4502 4.2517 cm
0 0 m
19.404 0 l
S
Q
q 1 0 0 1 4.2519 -5.4504 cm
0 0 m
0 19.404 l
S
Q
q 1 0 0 1 -13.9542 4.2517 cm
0 0 m
19.404 0 l
S
Q
q 1 0 0 1 4.2519 3.0535 cm
0 0 m
0 19.404 l
S
Q
endstream
endobj
11 0 obj
<>>>/TilingType 3/Type/Pattern/XStep 19.4457/YStep 19.4043>>
stream
0 0 0 0 k
/Perceptual ri
/GS0 gs
24.297 -4.851 -9.702 9.702 re
f
4.851 -4.851 -9.702 9.702 re
f
14.574 4.851 -9.702 9.702 re
f
24.297 14.553 -9.702 9.702 re
f
4.851 14.553 -9.702 9.702 re
f
endstream
endobj
12 0 obj
<>>>/TilingType 3/Type/Pattern/XStep 4.25197/YStep 4.25197>>
stream
0 0 0 0 k
/Perceptual ri
/GS0 gs
q 1 0 0 1 1.1419 2.1256 cm
0 0 m
0 0.543 0.441 0.984 0.984 0.984 c
1.528 0.984 1.968 0.543 1.968 0 c
1.968 -0.543 1.528 -0.984 0.984 -0.984 c
0.441 -0.984 0 -0.543 0 0 c
f
Q
endstream
endobj
13 0 obj
<>>>/TilingType 3/Type/Pattern/XStep 8.50394/YStep 8.50394>>
stream
0 0 0 0 K
1 w 10 M 0 j 0 J []0 d
/Perceptual ri
/GS0 gs
q 1 0 0 1 4.2519 -13.9543 cm
0 0 m
0 19.404 l
S
Q
q 1 0 0 1 3.0537 4.2517 cm
0 0 m
19.404 0 l
S
Q
q 1 0 0 1 -5.4502 4.2517 cm
0 0 m
19.404 0 l
S
Q
q 1 0 0 1 4.2519 -5.4504 cm
0 0 m
0 19.404 l
S
Q
q 1 0 0 1 -13.9542 4.2517 cm
0 0 m
19.404 0 l
S
Q
q 1 0 0 1 4.2519 3.0535 cm
0 0 m
0 19.404 l
S
Q
endstream
endobj
14 0 obj
<>>>/TilingType 3/Type/Pattern/XStep 9.92126/YStep 17.0079>>
stream
0.029 0.283 0.741 0 k
/Perceptual ri
/GS0 gs
q 1 0 0 1 9.0891 -0.0135 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 -0.8321 -0.0135 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 -10.7534 -0.0135 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 9.0891 16.9944 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 -0.8321 16.9944 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 -10.7534 16.9944 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 9.0891 34.0023 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 -0.8321 34.0023 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 -10.7534 34.0023 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
endstream
endobj
15 0 obj
<>>>/TilingType 3/Type/Pattern/XStep 9.92126/YStep 17.0079>>
stream
0.029 0.283 0.741 0 k
/Perceptual ri
/GS0 gs
q 1 0 0 1 9.0891 -0.0135 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 -0.8321 -0.0135 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 -10.7534 -0.0135 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 9.0891 16.9944 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 -0.8321 16.9944 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 -10.7534 16.9944 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 9.0891 34.0023 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 -0.8321 34.0023 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
q 1 0 0 1 -10.7534 34.0023 cm
0 0 m
7.681 -8.498 l
0.013 -16.982 l
9.638 -27.63 l
9.638 -23.302 l
3.925 -16.982 l
9.638 -10.661 l
11.585 -8.443 l
9.638 -6.333 l
3.912 0 l
9.625 6.32 l
9.625 10.649 l
h
f
Q
endstream
endobj
16 0 obj
<>>>/TilingType 3/Type/Pattern/XStep 14.1732/YStep 14.1732>>
stream
0 0 0 0 K
5 w 10 M 0 j 0 J []0 d
/Perceptual ri
/GS0 gs
q 1 0 0 1 63.0075 6.3143 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 48.8343 6.3143 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 34.6611 6.3143 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 20.4879 6.3143 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 6.3146 6.3143 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 63.0075 20.4875 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 48.8343 20.4875 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 34.6611 20.4875 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 20.4879 20.4875 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 6.3146 20.4875 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 63.0075 34.6608 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 48.8343 34.6608 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 34.6611 34.6608 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 20.4879 34.6608 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 6.3146 34.6608 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 63.0075 48.834 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 48.8343 48.834 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 34.6611 48.834 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 20.4879 48.834 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 6.3146 48.834 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 63.0075 63.0072 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 48.8343 63.0072 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 34.6611 63.0072 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 20.4879 63.0072 cm
0 0 m
-55.149 -55.149 l
S
Q
q 1 0 0 1 6.3146 63.0072 cm
0 0 m
-55.149 -55.149 l
S
Q
endstream
endobj
21 0 obj
[20 0 R]
endobj
22 0 obj
<>
endobj
31 0 obj
<>
stream
xeM[
@2
endstream
endobj
32 0 obj
<>
stream
xeM
1O;MofŹQke@ $佼/vxn)pvE|aO zR1iGW(F9JG\LhhL*i.mifM`z_n9Ҏ73v
endstream
endobj
33 0 obj
<>
stream
x]M]
0>A,M.}]@Aenz[iJ ?_ُ̖st
fs3<.`SY&
P}OmwDΓKtԡ
#Bۊ'ZIXp6kpy[^;>cM1
endstream
endobj
34 0 obj
<>
stream
xw7PH/H-JN-()MQ(5Pl +ćRL@BAPRRLA(7 ڰt
endstream
endobj
35 0 obj
<>
stream
xw7PH/H-JN-()MQ(w6TH )'([ꙛ)ZX(XX*X)( +
endstream
endobj
36 0 obj
<>
stream
x]MI0|4́
BTZ?ITY=3^gЇaJ8@oOн9=)Q1 s*E(MDʉu;7x؆%[BlΊ(յ[ukjZ]_1
endstream
endobj
37 0 obj
<>
stream
x]MK
1=A4MԮ]q823z[i@>a<`w}t>s㰅'r.A9Q+OYzBy@:FؑJhҬ,l\5@
߸[81
endstream
endobj
38 0 obj
<>
stream
xmMA
1|A0h6g^<("ߍD0qki$ߟÙjQz#Fy4)d[$#I"J*6l9DYL*JcfkXfɚ#[i#X= 9ҎO/
endstream
endobj
39 0 obj
<>
stream
xeM
0;x8N:ɛ>@ttHU|ge-"}?kpy]^l:^,2
endstream
endobj
40 0 obj
<>
stream
x]MK
1=A4M2kn\("3z[i@>e`Ô>pS{9=9\(]=ʡ2 slwY/βTM3Kj ^M;>1t
endstream
endobj
41 0 obj
<>
stream
xeM
@O;IYpBߙ2mA $佼-e?ߟ
+Q0380v;x 4)OPҕk6
*p
XO1K'qqeOuYAx;4W
endstream
endobj
42 0 obj
<>
stream
xeM[
19BQ] ܍lM*hG?`<'oWEjB9ߖy'F߰52z
endstream
endobj
43 0 obj
<>
stream
xeMK
@=AL&i\pBߎ%%.#u?zN8!.]±\[
y*6*JrJR< F"a6?Md
cg}U3nIkmv2"
endstream
endobj
46 0 obj
<>
stream
8;Wj<4dr-*&1-m=**H$M'6/kh+PHbD;'07=(.d#j`(\NiK*;M7H\g?HBI7EEFge=B
0>Qun@2Y.pn`o@=8`Y.r7_a38o&Lh]6WCA\(gk=%[K\msPg\,6ILZnbg%lf-YVcsg
&4pYQeAjGi&%ShaRb,r&=&jPmmc/$hE1-;"TRHkg!/^^gjCsGtj!C(enE;d=O?pm!
1a1OS$hL)HA\$\VNnX)YnZHC0Y0Rf-p_jT&GZGLdp^kho,%qjT+fl5/708?s)VXuD
gqAebDN#NK$dI2VBD"`:c-FMJO>[m>M6qp&Je-Mo6/J+*H>^lWR
Is0Bc5<)"CRj;4)(2pu&W@,]VgC$`=Hr8bB(VU)$163fB$/l0dJ]EaM)XEj?=P+lIT%bf8qc!m8;Knc\jOu0%B(d?s`
SR]\P^_\ZLOF3J<_*#]I-Kt(]>)nuCSS+FaU3n2RJ`X1RcF+$[+Ib\RBIYs.Q`q^s
>T/p(SZtO=$F=c"@_KDk,8#-Ic%^1JCNrgg*mhG&?jGq-VtT?&+ZMXLU3NFYLZ:W-
>pE8lA0!-nR,sqB[T"A;f9F,A^Wj.:'Mi2AOe[K&B$-mijA=ElVHmq:a]u:[;fU/H
8^!?T.`WB>:#ee@5>j[0`B'g6VtF0?P@q1q@8&I'V'2D\]RW_f7QhWTCll(P?`M1G
q'\=%s,d_@\)r5^V\_&K5,_.,jWV].RPF_16qW6H&rG1hEcHb;H8(?T\&P&1jX!GZQ$C.#Qc[F8AiA;
qJ2PQ5L$a7p<7"rArMVnPTu$Z[<7_]r>6(Xlm3IXo%T3AI9+"?UPU%M8%K*$7PD>P
40o!'+(Zqi0(M-SbIfIr2?Q\DcBK2KU>$KC.lk+)j[/R?G,EH/Z)S,3/<**cl+O(2
Y*k,3cPPV2D2+e`q8quhmHP5=@LKlQ4&RCKj#NKOSkMPi[f'?)oC&u3]I4ppQ7Z8j?28eLs-.%\S]/4>U9
kpUY&b(CEmYVa\W#KF);8>=%\FI2FZ0$[8ei_HhDU4EBjPbOmf]\A?LmAbTJBKlj]6t[N+8gBkF
O.8)j>!e"eVJ&S2WU%-hX$n4q>se.LZB;8SNq>,QXJ!6TdfrOCGS]+Wm^d_6P,hjX
EKNNG@3_[`F]hO<9AM04K4'NKu#V$40To[UJbaTa1iP9%2H=IL+r#?uld:t7"8ul.N>0M,J&qn*()fKFUA":Ii\OUgSu3#J=Ri.au0YB@#R6&b*@S2Lu3O>gWfFegNmSusjrHgaK0B]Ju,:Mp2
TWqf!C%%?[KfjoY^T!4)]2&_RT:dZ+V_9(VosUgDC<&=O>BO6*3:&AQQ]9_PFQ5
htLo_WN+k%a:[`C>G<+&GgWB5:?]-O&0HXE(iVBI7VdW*0g&PbClYsd"5$"*OErs#jeR0qgD6Oc8RK)Vme_3o>g0Z=cs6Xb9+Hbf)VGPH@c
RJAB\k^,H1_Qd[T)rmL2:#*4c2)aRK0oVMV0b2sS&I_r0:Dn"R:
^=/=?pP,_AjNgLLAT#j4*)&h/IJn,UXohr(4MCE0%(CXl`^HT"@2LU!XtKYfbpll?IX6N[-I8\!"kF!oqQ6+l5'Nb10BUc
!)p27:Isp:I'LG13)$gAC5*&5U@+@P,><o3*QnDQ9M@I]7Dffdg?u7Ct=(J
e*Thpk9J4Bd)la\DcKI*]dTh.`fe+!b^7B-crY$=g5jN@Qr`,?MFLopKH9D\iHUOHROio%1A_'/?i
endstream
endobj
48 0 obj
<>
stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
68 0 obj
<>
stream
HV}PT]Y6 Z !HZdV]
m(UVj4VM
ZcLQj\cIL4hKJ3t9|{{ՐZ0ŸѬd9ATSg|&M$о >jYh(>ۤHE&SI5;,cMo9埳[:ZL6-SحsG-6P-֖&m:үgeiz8F9w1Z
!6A5!CUT_Ofl Xzb"|G;.0(x|Hᑰ 'GȑQѓcb$NMJNIM322eL;Ӝ7kG>Vx/X\ꉯ|zik{o߳x|LJ8+κڿXnX
-@Kny'~ZWWOy͟}K}U-;
ʷi,!lp lYXb[/~M:!ar%ʩr|02*BExeaXoRzd>pӯ|Ɨz!2VJ}GLdV$+z7%^R/n~P gr\l̨L30EkmwzVTho3hq);OIeS+z"
U|KOZC=k
DFYt13+_dX]_/+<ЖOTJVRPph4ՒN%H]dL'JeJoj[Ei3IzCl疟tˎve%O)s٧ 36:*ȔiQiٹɛ^dakGǙs.0Ҁw'}|6Ch*͠vz><'Et|a)Xh+ A.߉G8V#٫xDo]H͇OGgw_urt|&s`_8',28G{l?5%nGA).qQFc4l;(~3qJdE|'U rQI#qqL|܄F'vqm)+jc1I'x//#L/)Η.w 2ѻ