%PDF-1.3
%
1 0 obj
<>
endobj
2 0 obj
<>stream
True
3
Работа исправлена в соответствии с рекомендациями рецензента
Работа исправлена в соответствии с рекомендациями рецензента
2017-07-07T15:20:03+03:00
2017-07-07T15:38:07+03:00
2017-07-07T15:38:07+03:00
JPEG
256
185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application/pdf
Adobe Photoshop PDF
uuid:0704850c-fdac-4ab6-8c01-d2548b29eb32
xmp.did:708F75BC1063E711938CE4C04F20C85A
xmp.did:708F75BC1063E711938CE4C04F20C85A
1
saved
xmp.iid:708F75BC1063E711938CE4C04F20C85A
2017-07-07T15:38:03+03:00
Adobe Photoshop CS5 Windows
/
converted
from image/jpeg to application/pdf
derived
converted from image/jpeg to application/pdf
saved
xmp.iid:718F75BC1063E711938CE4C04F20C85A
2017-07-07T15:38:03+03:00
Adobe Photoshop CS5 Windows
/
xmp.iid:708F75BC1063E711938CE4C04F20C85A
xmp.did:708F75BC1063E711938CE4C04F20C85A
xmp.did:708F75BC1063E711938CE4C04F20C85A
Adobe Photoshop for Windows -- Image Conversion Plug-in
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
5 0 obj
[6 0 R]
endobj
3 0 obj
<>
endobj
7 0 obj
<>
endobj
8 0 obj
<>stream
q
q
595.2 0 0 821.76 0 0 cm
/Im0 Do
q
BT
7 Tr
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-13.86010 0 Td
(\002\112) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-13.30395 0 Td
(\002\132) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-12.86010 0 Td
(\002\133) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-12.35131 0 Td
(\002\150) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-11.85131 0 Td
(\002\154) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-11.41430 0 Td
(\002\132) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-10.97045 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-10.72045 0 Td
(\002\142) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-10.18530 0 Td
(\002\153) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-9.74145 0 Td
(\002\151) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-9.20629 0 Td
(\002\152) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-8.70629 0 Td
(\002\132) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-8.26245 0 Td
(\002\134) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-7.79028 0 Td
(\002\145) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-7.29125 0 Td
(\002\137) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-6.84741 0 Td
(\002\147) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-6.31225 0 Td
(\002\132) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-5.86840 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-5.61840 0 Td
(\002\134) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-5.14624 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-4.89624 0 Td
(\002\153) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-4.45239 0 Td
(\002\150) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-3.95239 0 Td
(\002\150) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-3.45239 0 Td
(\002\154) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-3.01538 0 Td
(\002\134) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-2.54321 0 Td
(\002\137) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-2.09936 0 Td
(\002\154) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-1.66235 0 Td
(\002\153) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-1.21850 0 Td
(\002\154) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-0.78149 0 Td
(\002\134) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
-0.30933 0 Td
(\002\142) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
0.22583 0 Td
(\002\142) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
0.76099 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
1.01098 0 Td
(\002\153) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
1.45483 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
1.70483 0 Td
(\002\152) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
2.20483 0 Td
(\002\137) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
2.64868 0 Td
(\002\144) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
3.13452 0 Td
(\002\150) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
3.63452 0 Td
(\002\146) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
4.26733 0 Td
(\002\137) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
4.71118 0 Td
(\002\147) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
5.24633 0 Td
(\002\136) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
5.75512 0 Td
(\002\132) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
6.19897 0 Td
(\002\160) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
6.73413 0 Td
(\002\142) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
7.26928 0 Td
(\002\171) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
7.72924 0 Td
(\002\146) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
8.36206 0 Td
(\002\142) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
8.89721 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
9.14721 0 Td
(\002\152) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
9.64721 0 Td
(\002\137) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
10.09106 0 Td
(\002\160) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
10.62621 0 Td
(\002\137) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
11.07006 0 Td
(\002\147) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
11.60522 0 Td
(\002\141) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
12.00024 0 Td
(\002\137) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
12.44409 0 Td
(\002\147) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
12.97924 0 Td
(\002\154) Tj
/F1 1.0 Tf
0.02352 0.00000 0.00000 0.01704 0.46860 0.13135 Tm
13.41625 0 Td
(\002\132) Tj
ET
/Im1 Do
Q
Q
Q
endstream
endobj
9 0 obj
<>>>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/XObject<>>>
endobj
11 0 obj
<>/Filter/DCTDecode/Height 3424/ImageName/~ps1062.jpg/Length 1289334/Name/~ps1062.jpg/Subtype/Image/Type/XObject/Width 2480>>stream
Adobe d ##""!!"&&&&&"+++++++++++++++++++++
$$+$$$$+++++++++++++++++55555+;;;;;;;;;;;;;;;;;;;;;
` " "
s !1AQa"q2B#R3b$r%C4Scs5D'6Tdt&
EFVU(eufv7GWgw8HXhx)9IYiy*:JZjz m !1AQa"q2#BRbr3$4CS%cs5DT
&6E'dtU7()euFVfvGWgw8HXhx9IYiy*:JZjz ? 9f^6ldQG~lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lثf͛6lM#R |qWf͛͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛6*ٳf͛vlٱٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lc/f]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳblHؚf͊f͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳbR!b4sb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٳb͛6lٲ/0Ϡ!bWPE}h&6H|0i)^?vʄAmJ3d 3yPBUyuj!j}A@ECFEjw\|@3gBt^Q%;q!+Se4o%4fM:].?d
wMvF`0MYnJcߵGי?XaW
D/t &li43)Iє9)hvd*m ~_ǘ}^~
r-->4#>&]lZ+-XS
Ga{˛(7.L#7ZYMLdW~n>fYfzmZq?W*GW ObO$(HrኑJq/&yj/3L+E#á⥷>9(͜F͓ZC
GV n2l7PէBO
@ҼC 73
zYGNtzuAˏT/s~h>+A-槨c^{,WY~\TL2bKGfpTFҟAr؟d6Cn ayrSc<e)h(Mhfo³rC%4 0yʊsv*a~Sÿ|Y#s0-MYA^#+ɞu 3G`Tʵ;DŽxż6J-4=6:m+Vż11d1Z/͑ 2ji4Z|Wam7YYV6;VOm~o!Lb94Zo$##qVy_Nlk S]|@(:'6 IxUsE'y/]ȗ@ў!OqXj0@<6+*j)%