%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
Adobe Photoshop for Windows -- Image Conversion Plug-in
2007-06-08T08:58:05Z
2013-08-21T13:06:40+09:00
2013-08-21T13:06:40+09:00
PScript5.dll Version 5.2
JPEG
256
181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uuid:0540c957-0f9f-4864-a17e-bf973e674a6d
uuid:31662671-02c1-46be-820e-3a1fe850597f
uuid:0540c957-0f9f-4864-a17e-bf973e674a6d
converted
from application/pdf to application/vnd.adobe.photoshop
derived
converted from application/vnd.adobe.photoshop to application/pdf
saved
xmp.iid:09D3FD8A0E0AE311AB8D89F6BFB6F13B
2013-08-21T13:06:37+09:00
Adobe Photoshop CS5 Windows
/
uuid:0c5eb0f6-eb79-4aba-b7a5-bd3d4ab07dd6
uuid:0540c957-0f9f-4864-a17e-bf973e674a6d
uuid:0540c957-0f9f-4864-a17e-bf973e674a6d
application/pdf
kurokawa
Microsoft Word - .R.S..1.e.doc
3
sRGB IEC61966-2.1
第34号 中国帰国者支援・交流センター情報誌 平成19年6月
第34号 中国帰国者支援・交流センター情報誌 平成19年6月
uuid:0540c957-0f9f-4864-a17e-bf973e674a6d
xmp.did:E75D60462306E31196968F42918135C7
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/MediaBox[0.0 0.0 594.96 841.92]/Parent 3 0 R/Resources 7 0 R/Type/Page>>
endobj
6 0 obj
<>stream
q
q
594.96 0 0 841.92 0 0 cm
/Im0 Do
q
BT
7 Tr
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
0 0 Td
(\013\110) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
1.00000 0 Td
(\000\024) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
1.62700 0 Td
(\000\025) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
2.25400 0 Td
(\007\370) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
3.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
4.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
5.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
6.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
7.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
8.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
9.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
10.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
11.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
12.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
13.25400 0 Td
(\013\244) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
14.25400 0 Td
(\010\003) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
15.25400 0 Td
(\006\074) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
16.25400 0 Td
(\010\003) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
17.25400 0 Td
(\011\000) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
18.25400 0 Td
(\010\247) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
19.25400 0 Td
(\005\011) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
20.25400 0 Td
(\002\176) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
21.25400 0 Td
(\007\246) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
22.25400 0 Td
(\017\166) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
23.25400 0 Td
(\003\267) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
24.25400 0 Td
(\003\357) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
25.25400 0 Td
(\003\273) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
26.25400 0 Td
(\002\224) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
27.25400 0 Td
(\011\330) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
28.25400 0 Td
(\016\103) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
29.25400 0 Td
(\010\275) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
30.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
31.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
32.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
33.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
34.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
35.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
36.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
37.25400 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
38.25400 0 Td
(\016\017) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
39.25400 0 Td
(\012\122) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
40.25400 0 Td
(\000\022) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
40.88100 0 Td
(\000\032) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
41.50800 0 Td
(\014\345) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
42.50800 0 Td
(\000\027) Tj
/F1 1.0 Tf
0.02017 0.00000 0.00000 0.01425 0.05601 0.95497 Tm
43.13500 0 Td
(\007\104) Tj
ET
/Im1 Do
Q
Q
Q
endstream
endobj
7 0 obj
<>/ExtGState<>>>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/XObject<>>>
endobj
10 0 obj
<>/Filter/DCTDecode/Height 3508/ImageName/~ps2CE.jpg/Intent/Perceptual/Length 1289662/Name/~ps2CE.jpg/SMask 12 0 R/Subtype/Image/Type/XObject/Width 2479>>stream
Adobe d
"
s !1AQa"q2B#R3b$r%C4Scs5D'6Tdt&
EFVU(eufv7GWgw8HXhx)9IYiy*:JZjz m !1AQa"q2#BRbr3$4CS%cs5DT
&6E'dtU7()euFVfvGWgw8HXhx9IYiy*:JZjz ? lٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWf͛vlٱWfo! +M:I=O.\#^H]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳf]6lUٳd+SWOmOTfXC,jݫjh ܁@wYlw_˩ȫ* E_*ʱWMU_M
RTgQyԎ\(
;v*ٳK:XY[\
Ռ#v@4 M8^y