%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
20151114_a210_基本図面イメージパース1のコピー
2015-12-08T09:53:23+09:00
2015-12-08T09:53:23+09:00
2015-11-14T05:03:16+10:00
Adobe Illustrator CS5
JPEG
181
256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uuid:3bf7e8d4-dd1d-48d6-8896-3cf0ff6f6285
xmp.did:ECFB950A449DE5118F8B93A211BFB86F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ECFB950A449DE5118F8B93A211BFB86F
xmp.did:ECFB950A449DE5118F8B93A211BFB86F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:27F5BAD500F2E3119701E581A467D746
2014-06-12T16:11:55+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:28F5BAD500F2E3119701E581A467D746
2014-06-12T18:47:19+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:CA17D76AA874E511A0AFCFF160BF327D
2015-10-17T17:24+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:D3EA0E12BB7BE511BBD5EC7434070290
2015-10-26T17:25:09+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:D4EA0E12BB7BE511BBD5EC7434070290
2015-10-26T18:03:37+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:D5EA0E12BB7BE511BBD5EC7434070290
2015-10-26T18:04:28+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:D6EA0E12BB7BE511BBD5EC7434070290
2015-10-26T18:50:59+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:D7EA0E12BB7BE511BBD5EC7434070290
2015-10-26T19:08:47+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:D8EA0E12BB7BE511BBD5EC7434070290
2015-10-26T22:13:02+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:D9EA0E12BB7BE511BBD5EC7434070290
2015-10-26T22:13:26+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:4B5448B1417CE511BBB2BFB60D7567F8
2015-10-27T12:35:36+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:4D5448B1417CE511BBB2BFB60D7567F8
2015-10-27T14:51:26+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:4E5448B1417CE511BBB2BFB60D7567F8
2015-10-27T15:04:27+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:4F5448B1417CE511BBB2BFB60D7567F8
2015-10-27T15:06:53+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:FD77F2AD117DE5119D01F74DA9C28E5F
2015-10-28T10:17:39+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:1CF39553197EE511AD66B640997D6698
2015-10-29T17:44:54+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:59865B5BFE81E511BFA3D2AF883CE556
2015-11-03T18:52:54+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:5A865B5BFE81E511BFA3D2AF883CE556
2015-11-03T18:53:58+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:239BABD45E83E511BBC3E7688FBB635A
2015-11-05T10:45:02+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:249BABD45E83E511BBC3E7688FBB635A
2015-11-05T10:45:55+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:259BABD45E83E511BBC3E7688FBB635A
2015-11-05T10:46:21+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:07866E082884E511B27C95B1F88D1440
2015-11-06T19:15:17+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:E2A6150DF284E511B3BCFE1ACE33E7AD
2015-11-07T10:51:24+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:E3A6150DF284E511B3BCFE1ACE33E7AD
2015-11-07T10:52:33+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:E4A6150DF284E511B3BCFE1ACE33E7AD
2015-11-07T10:53:30+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:E5A6150DF284E511B3BCFE1ACE33E7AD
2015-11-07T10:54:09+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:71C0F0790285E511B3BCFE1ACE33E7AD
2015-11-07T14:21:58+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:72C0F0790285E511B3BCFE1ACE33E7AD
2015-11-07T14:23:03+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:73C0F0790285E511B3BCFE1ACE33E7AD
2015-11-07T14:23:39+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:2AA141184A86E5119E11C80A1E96F5EB
2015-11-09T04:59:13+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:2BA141184A86E5119E11C80A1E96F5EB
2015-11-09T05:00:16+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:2CA141184A86E5119E11C80A1E96F5EB
2015-11-09T05:10:53+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:2DA141184A86E5119E11C80A1E96F5EB
2015-11-09T05:11:50+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:6E9BB4EC4089E511A3D8CC29A9BFEF7F
2015-11-12T22:26:04+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:75D3BB59028AE511BFA7F0DE54D753D0
2015-11-13T21:56:28+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:76D3BB59028AE511BFA7F0DE54D753D0
2015-11-13T21:57:05+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:7DE57FC32C8AE51197F4F636517D8A20
2015-11-14T02:34:16+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:C6E3B3D2408AE511A641843B8DA982BA
2015-11-14T05:03:07+09:00
Adobe Illustrator CS5
/
converted
from application/pdf to application/vnd.adobe.photoshop
saved
xmp.iid:ECFB950A449DE5118F8B93A211BFB86F
2015-12-08T09:53:16+09:00
Adobe Photoshop CS5 Windows
/
derived
converted from application/vnd.adobe.photoshop to application/pdf
saved
xmp.iid:EDFB950A449DE5118F8B93A211BFB86F
2015-12-08T09:53:16+09:00
Adobe Photoshop CS5 Windows
/
EmbedByReference
\\s-int01-fs01\01D05archives_presen\00_プ_Work\☆NS-Project\10_DOC\レイアウト\a210\20151113_入稿\M01_bird_151112_2020.jpg
EmbedByReference
\\s-int01-fs01\01D05archives_presen\00_プ_Work\☆NS-Project\10_DOC\レイアウト\a210\20151113_入稿\M01_bird_151112_2050.jpg
EmbedByReference
\\s-int01-pri05.pub.taisei.co.jp\des-project\01-29151-700\Data\work\10共通\04_CG\08_プレビュー\20151113_CG完成\CGパース\M02_day_151114.jpg
EmbedByReference
\\s-int01-fs01\01D05archives_presen\00_プ_Work\☆NS-Project\10_DOC\レイアウト\a210\20151113_入稿\M03_151112.jpg
Print
False
True
1
593.999919
419.999859
Millimeters
BodoniMT
Bodoni MT
Regular
Open Type
Version 2.10
False
BOD_R.TTF
CenturySchoolbook-Italic
Century Schoolbook
Italic
Open Type
Version 2.35
False
SCHLBKI.TTF
HiraMinPro-W6
ヒラギノ明朝 Pro
W6
Open Type
7.02
False
ヒラギノ明朝 Pro W6.otf
HiraKakuPro-W6
ヒラギノ角ゴ Pro
W6
Open Type
7.02
False
ヒラギノ角ゴ Pro W6.otf
HiraKakuPro-W3
ヒラギノ角ゴ Pro
W3
Open Type
7.02
False
ヒラギノ角ゴ Pro W3.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
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
PANTONE 3135 EC
PROCESS
100.000000
CMYK
100.000000
0.000000
26.999998
0.000000
見出しピンク
PROCESS
100.000000
CMYK
5.859400
81.250000
44.140601
0.000000
PANTONE 7545 EC
PROCESS
100.000000
CMYK
32.999998
6.000000
0.000000
70.999998
C=67 M=11 Y=0 K=0
PROCESS
100.000000
CMYK
66.999996
11.000000
0.000000
0.000000
C=78 M=54 Y=0 K=0
PROCESS
100.000000
CMYK
77.734399
53.515601
0.000000
0.000000
PANTONE 1495 EC
PROCESS
100.000000
CMYK
0.000000
57.999998
82.999998
0.000000
PANTONE 1585 EC
PROCESS
100.000000
CMYK
0.000000
68.000001
83.999997
0.000000
PANTONE 1595 EC
PROCESS
100.000000
CMYK
0.000000
70.999998
88.000000
5.000000
PANTONE 206 EC
PROCESS
100.000000
CMYK
0.000000
100.000000
45.999998
3.000000
PANTONE 300 EC
PROCESS
100.000000
CMYK
97.999996
50.000000
0.000000
0.000000
PANTONE 301 EC
PROCESS
100.000000
CMYK
100.000000
57.999998
0.000000
5.000000
PANTONE 312 EC
PROCESS
100.000000
CMYK
84.999996
0.000000
14.999999
0.000000
PANTONE 5545 EC
PROCESS
100.000000
CMYK
50.999999
0.000000
44.999999
58.999997
Deleted Global Color
PROCESS
100.000000
CMYK
86.358398
79.211098
65.273499
43.546200
PANTONE 321 EC
PROCESS
100.000000
CMYK
100.000000
0.000000
40.000001
20.000000
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
NNS
1
PANTONE 5405 EC
PROCESS
100.000000
CMYK
61.000001
17.999999
0.000000
64.999998
TextBlack
PROCESS
100.000000
CMYK
20.999999
3.000000
0.000000
87.000000
JapanRed
PROCESS
100.000000
CMYK
6.000000
90.000004
47.999999
14.999999
PANTONE 696 EC
PROCESS
100.000000
CMYK
0.000000
75.000000
34.999999
44.999999
PANTONE 5425 EC
PROCESS
100.000000
CMYK
34.999999
9.000000
0.000000
35.999998
PANTONE 5415 EC
PROCESS
100.000000
CMYK
50.999999
16.000000
0.000000
47.999999
Adobe Photoshop for Windows -- Image Conversion Plug-in
3
sRGB IEC61966-2.1
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/Type/Page>>
endobj
6 0 obj
<>stream
q
1683.8399658 0 0 1190.6400146 0 0 cm
/Im0 Do
Q
endstream
endobj
8 0 obj
<>/Filter/DCTDecode/Height 4961/ImageName/~ps4D3E.jpg/Intent/Perceptual/Length 7636857/Name/~ps4D3E.jpg/SMask 9 0 R/Subtype/Image/Type/XObject/Width 7016>>stream
Adobe d
ah"
s !1AQa"q2B#R3b$r%C4Scs5D'6Tdt&
EFVU(eufv7GWgw8HXhx)9IYiy*:JZjz m !1AQa"q2#BRbr3$4CS%cs5DT
&6E'dtU7()euFVfvGWgw8HXhx9IYiy*:JZjz ? lٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWfȇ?4ts.?J#rǟhԧ5Nw>WJip()bh-H78ҲlٳOZ\Ki-Q)çRU&PPH8ҽ655VT#`%MIA 6lثf2sh~o"J"Q+FSҠNԡYIbqT6E7j:Uq1Wf͛vlS..OY7q6JUkNKUSlٳb͛6*ٳb͜KRx/?M7$Ѩ>=J5Y"pee;VZb1W͛6*ٳb͛K4i$`3T
bv U͑ &϶ \,stWdd,n H1Wf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf kk/Z '^Nh+ \OWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͉\-14 RI*Ǽ x?.l%xrX.y8d\Wqcs@·N@ nq_ȏm'\i]bO;RhriL;//A,rL}VDT25A)2U/wd"ZX}v%B'ۯ:jh= T__9. 9lo=ı?;'q"%ANl , */_FjK88hH(bʨ>:u퀂ad7ߚZw3GK5cM:IR~VqOk͛