%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
R4фПшЗш
хууЛуууМууЉуЗ2
2023-01-06T12:25:32+09:00
2023-01-06T12:25:32+09:00
2023-01-06T12:25:32+10:00
Adobe Illustrator 27.1 (Windows)
256
248
JPEG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uuid:cdcdca79-e64c-414e-af00-9f6c9f6624d5
xmp.did:3f222a66-ccf4-d344-91a9-f3ec67469f57
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:a336e19a-3dc8-4d15-8b2f-e1fd9d06312a
xmp.did:37191893-27b8-e34d-9e53-ec7c951e03b9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:d2f5e2f1-9374-a54c-b219-ab59829e027d
2019-01-08T10:42:03+09:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:3f222a66-ccf4-d344-91a9-f3ec67469f57
2023-01-06T12:22:19+09:00
Adobe Illustrator 27.1 (Windows)
/
EmbedByReference
\\192.168.1.200\share\шІЊцДЛ+GD\r4parents.png
0
0
EmbedByReference
\\192.168.1.200\share\уЛуууМ\уЛуууМуЋуЌуГууМ\хАБцДЛFцБхЄЇщЊ_ууЉуЗууМуП\чЗЈщчЈууЉуМууу_шЁЈ\QR_Code1499242147.tif
adobe:docid:photoshop:63708fb3-a2cf-117a-a047-8c667ce32528
xmp.iid:16e78c80-6dfb-4309-9043-93d81874c7c0
EmbedByReference
\\192.168.1.200\share\шІЊцДЛ+GD\22271704_s.jpg
0
0
EmbedByReference
\\192.168.1.200\share\шІЊцДЛ+GD\22271704_s.jpg
0
0
\\192.168.1.200\share\шІЊцДЛ+GD\r4parents.png
0
0
\\192.168.1.200\share\уЛуууМ\уЛуууМуЋуЌуГууМ\хАБцДЛFцБхЄЇщЊ_ууЉуЗууМуП\чЗЈщчЈууЉуМууу_шЁЈ\QR_Code1499242147.tif
adobe:docid:photoshop:63708fb3-a2cf-117a-a047-8c667ce32528
xmp.iid:16e78c80-6dfb-4309-9043-93d81874c7c0
\\192.168.1.200\share\шІЊцДЛ+GD\22271704_s.jpg
0
0
Print
Adobe Illustrator
False
True
1
210.001556
297.000083
Millimeters
TA_kakugo_gf_01
TAшЇуДGF01
Regular
Open Type
Version 1.00
False
47720
Ruika-09
уЋуЄуЋ
яМяМ
Open Type
Version 2.0.0
False
46282
KozGoPr6N-Regular
хАхЁуДуЗууЏ Pr6N
R
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
KozGoPr6N-Regular.otf
TA_kakugo_gf_03
TA-шЇуДGF03
Regular
Open Type
Version 1.00
False
47722
KozGoPr6N-Bold
хАхЁуДуЗууЏ Pr6N
B
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
21540
Cyan
Magenta
Yellow
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
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=0 M=60 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
60.000002
89.999998
0.000000
K=100
PROCESS
100.000000
CMYK
0.000000
60.000002
89.999998
0.000000
C=0 M=35 Y=85 K=0 1
PROCESS
100.000000
CMYK
0.000000
34.999999
85.000002
0.000000
C=30 M=30 Y=30 K=80
PROCESS
100.000000
CMYK
30.000001
30.000001
30.000001
80.000001
ууМуЙуЋуЉуМ
PROCESS
100.000000
CMYK
0.000000
60.000002
89.999998
0.000000
уАуЌуМ
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
шМу
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 17.00
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HWKЎ$Й
мз)ъ/џч^^Ь
zД}РAeІX3
МV!JIT8BЯpФдё7ќ}ўіјЫ_џџќЯ#L722>№ОЏсB|
tД|вЭБЦ9GхdѓФЉЭ
n оЭ@Цs6ЧКЭ1&ТRme-кХУ&$9жЗл<ыT4ЧЌРZ\dё ШЕrФОhЮфH 96йF3§<ШK]Y%xЕOf4grЄ[P-Ъџл`[P ю ,АxЮцX§rТЧШTъяш-4
GПGјЖ6&џў}їОuўdVoПdWј5gГ8ЦІ|ЅРьD10Єх%хG