%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2-1352-p16-17
2012-10-25T10:36:54+09:00
2012-10-25T10:36:54+09:00
2012-10-25T10:36:54+09:00
Adobe Illustrator CS5
256
168
JPEG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uuid:57db7f3c-6526-c944-89a8-9e8952dff6f5
xmp.did:00801174072068118083EED9CE452D15
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:757259b0-a5df-9b4b-914c-2fecbf24b0b6
xmp.did:FA7F1174072068118083B2E4691C1EED
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:FA7F1174072068118083910F08719D65
2012-05-10T16:28:16+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:FB7F1174072068118083910F08719D65
2012-05-10T17:12:42+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:F87F11740720681180839113AFEADFC6
2012-06-08T18:47:44+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:F97F117407206811808396E68397B4C1
2012-07-09T09:05:03+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:F97F1174072068118083894296EFB99B
2012-08-10T09:25:50+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:05801174072068118083AF51A998573B
2012-08-17T18:59:48+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:FA7F1174072068118083B2E4691C1EED
2012-09-07T10:10:40+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:00801174072068118083EED9CE452D15
2012-10-25T10:36:49+09:00
Adobe Illustrator CS5
/
EmbedByReference
/Volumes/уу/т щВшЁфИ/2-1352-хКх БуЊуууП11цхЗ-фИхГЖ/2-1352-p16-17/17-1.eps
EmbedByReference
/Volumes/Macintosh-4/ххуЋуПууЏухч/шЛНщчЛх/уууЈу.JPG
EmbedByReference
/Volumes/Macintosh-4/ххуЋуПууЏухч/шЛНщчЛх/уууЏууЋху.jpg
Print
False
True
1
419.999859
297.000132
Millimeters
Cyan
Black
хцшЈхЎуЎуЙуІуЉуууАуЋуМу
0
ууЏуЄу
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ууЉууЏ
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK уЌуу
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK уЄуЈууМ
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK уАуЊуМуГ
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK уЗуЂуГ
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ууЋуМ
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK ууМуГуП
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
[уЌуИуЙууЌуМуЗуЇуГ] 1
PROCESS
100.000000
CMYK
100.000000
100.000000
100.000000
100.000000
[уЌуИуЙууЌуМуЗуЇуГ]
PROCESS
100.000000
CMYK
100.000000
100.000000
100.000000
100.000000
уАуЌуМуЙуБуМуЋ
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
уууу
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
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HьWлЊ%З}п_б?аmюz
<yШтxOТ$р0ЕЊ$ЕКЯЩХиЬГUjIu[uћђјцwнічП?В?rЮyП9ќЅpH5ХВ+rИR$жИe9ВO1КН}~|ѓћЯnћэ_п>О№8xnфБ!ЮЙЃљВхvd'юЈ'т!ЖЏћяHUЫїGKиAл(ИёHMwxжВюФpШКЙж).щTНВОю№Д/Й^v8Љ0ULЅ\PT№l.F(G >{нсT(Уj№щёЧэ/АщpфmЋs9Ћw"tЯХW/[sJ]оr3 FЭЏOјV_Gфѕ+Їл!еeћўёe3б
&=TіѕЃЯTп№>єл^T4,$ХmЇ5w/I)fняБnЋQ
УKsGJВэ}bЈVц|$ЗЭЛzxЉѕdч%ф
xхицTЖмР)щКlеёG&; Ukє8Ћb-