%PDF-1.7%âãÏÓ
1 0 obj<>endobj2 0 obj<>stream
application/pdf
P032-ヒカリ(æ±äº¬ï¼‰
2019-09-13T19:28:11+09:00
2019-09-13T19:28:11+09:00
2019-09-13T19:28:11+10:00
Adobe Illustrator CC 22.1 (Windows)
180
256
JPEG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:5beb42c3-0cfe-4ce2-a24b-8c737bd2e4e3
xmp.did:8114d0be-4258-3344-9895-c81fc877cd14
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5b34540a-bc69-4e9f-9c4d-69de4d6e0aac
xmp.did:e0e962d4-6099-6b40-afd2-c73cb8496026
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:038011740720681183D1FF0BE9E215BC
2017-05-24T17:12:30+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:8114d0be-4258-3344-9895-c81fc877cd14
2019-09-13T19:28:02+09:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
D:\多田\社内\河田\T1908002ï¼æ–°è¼¸å‡ºå¤§å›½ã‚³ãƒ³ã‚½ãƒ¼ã‚·ã‚¢ãƒ 海外展開æˆåŠŸäº‹ä¾‹é›†\最終09-13\ç´å“用データ\AI\P032-ヒカリ(æ±äº¬ï¼‰\Links\â‘¡.psd
adobe:docid:photoshop:f4ce37c6-76a4-bf41-826c-8dda3c7dd0ac
xmp.iid:4c35bfa7-044c-2e4f-a696-9e6e0bb0abed
EmbedByReference
D:\多田\社内\河田\T1908002ï¼æ–°è¼¸å‡ºå¤§å›½ã‚³ãƒ³ã‚½ãƒ¼ã‚·ã‚¢ãƒ 海外展開æˆåŠŸäº‹ä¾‹é›†\最終09-13\ç´å“用データ\AI\P032-ヒカリ(æ±äº¬ï¼‰\Links\â‘£.psd
adobe:docid:photoshop:590fe34c-a356-3f47-8319-c533577b8bbf
xmp.iid:5424f96f-42ab-174a-b6db-5fc13206af33
EmbedByReference
D:\多田\社内\河田\T1908002ï¼æ–°è¼¸å‡ºå¤§å›½ã‚³ãƒ³ã‚½ãƒ¼ã‚·ã‚¢ãƒ 海外展開æˆåŠŸäº‹ä¾‹é›†\最終09-13\ç´å“用データ\AI\P032-ヒカリ(æ±äº¬ï¼‰\Links\â‘¢.psd
adobe:docid:photoshop:43730d91-0388-7e45-a144-870395be50f8
xmp.iid:b0b68635-82b0-a94e-a1a0-424add4a6057
EmbedByReference
D:\多田\社内\河田\T1908002ï¼æ–°è¼¸å‡ºå¤§å›½ã‚³ãƒ³ã‚½ãƒ¼ã‚·ã‚¢ãƒ 海外展開æˆåŠŸäº‹ä¾‹é›†\最終09-13\ç´å“用データ\AI\P032-ヒカリ(æ±äº¬ï¼‰\Links\社長(ãƒã‚µãƒŸã®æŸ„ã®éƒ¨åˆ†ã‚‚ãã¡ã‚“ã¨åˆ‡ã‚ŠæŠœã„ã¦ãã ã•ã„).psd
adobe:docid:photoshop:3d213cda-450f-0049-a54d-324ca7bbe129
xmp.iid:3c1964f6-f02d-7f43-990c-318aa3b02e75
EmbedByReference
D:\多田\社内\河田\T1908002ï¼æ–°è¼¸å‡ºå¤§å›½ã‚³ãƒ³ã‚½ãƒ¼ã‚·ã‚¢ãƒ 海外展開æˆåŠŸäº‹ä¾‹é›†\最終09-13\ç´å“用データ\AI\P032-ヒカリ(æ±äº¬ï¼‰\Links\â‘ .psd
adobe:docid:photoshop:a9d03b86-fadb-3142-844b-521c10913a96
xmp.iid:b7ab7419-bda8-b14c-a684-720bbf1c7abd
D:\多田\社内\河田\T1908002ï¼æ–°è¼¸å‡ºå¤§å›½ã‚³ãƒ³ã‚½ãƒ¼ã‚·ã‚¢ãƒ 海外展開æˆåŠŸäº‹ä¾‹é›†\最終09-13\ç´å“用データ\AI\P032-ヒカリ(æ±äº¬ï¼‰\Links\â‘¡.psd
adobe:docid:photoshop:f4ce37c6-76a4-bf41-826c-8dda3c7dd0ac
xmp.iid:4c35bfa7-044c-2e4f-a696-9e6e0bb0abed
D:\多田\社内\河田\T1908002ï¼æ–°è¼¸å‡ºå¤§å›½ã‚³ãƒ³ã‚½ãƒ¼ã‚·ã‚¢ãƒ 海外展開æˆåŠŸäº‹ä¾‹é›†\最終09-13\ç´å“用データ\AI\P032-ヒカリ(æ±äº¬ï¼‰\Links\â‘£.psd
adobe:docid:photoshop:590fe34c-a356-3f47-8319-c533577b8bbf
xmp.iid:5424f96f-42ab-174a-b6db-5fc13206af33
D:\多田\社内\河田\T1908002ï¼æ–°è¼¸å‡ºå¤§å›½ã‚³ãƒ³ã‚½ãƒ¼ã‚·ã‚¢ãƒ 海外展開æˆåŠŸäº‹ä¾‹é›†\最終09-13\ç´å“用データ\AI\P032-ヒカリ(æ±äº¬ï¼‰\Links\â‘¢.psd
adobe:docid:photoshop:43730d91-0388-7e45-a144-870395be50f8
xmp.iid:b0b68635-82b0-a94e-a1a0-424add4a6057
D:\多田\社内\河田\T1908002ï¼æ–°è¼¸å‡ºå¤§å›½ã‚³ãƒ³ã‚½ãƒ¼ã‚·ã‚¢ãƒ 海外展開æˆåŠŸäº‹ä¾‹é›†\最終09-13\ç´å“用データ\AI\P032-ヒカリ(æ±äº¬ï¼‰\Links\社長(ãƒã‚µãƒŸã®æŸ„ã®éƒ¨åˆ†ã‚‚ãã¡ã‚“ã¨åˆ‡ã‚ŠæŠœã„ã¦ãã ã•ã„).psd
adobe:docid:photoshop:3d213cda-450f-0049-a54d-324ca7bbe129
xmp.iid:3c1964f6-f02d-7f43-990c-318aa3b02e75
D:\多田\社内\河田\T1908002ï¼æ–°è¼¸å‡ºå¤§å›½ã‚³ãƒ³ã‚½ãƒ¼ã‚·ã‚¢ãƒ 海外展開æˆåŠŸäº‹ä¾‹é›†\最終09-13\ç´å“用データ\AI\P032-ヒカリ(æ±äº¬ï¼‰\Links\â‘ .psd
adobe:docid:photoshop:a9d03b86-fadb-3142-844b-521c10913a96
xmp.iid:b7ab7419-bda8-b14c-a684-720bbf1c7abd
Print
True
True
1
212.999926
302.999951
Millimeters
MidashiGoPr6-MB31
A-OTF 見出ゴMB31 Pr6
MB31
Open Type
Version 2.000;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-MidashiGoPr6-MB31.otf
GothicBBBPr6-Medium
A-OTF ä¸ã‚´ã‚·ãƒƒã‚¯BBB Pr6
Medium
Open Type
Version 2.000;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-GothicBBBPr6-Medium.otf
FutoGoB101Pr6-Bold
A-OTF 太ゴB101 Pr6
Bold
Open Type
Version 2.000;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-FutoGoB101Pr6-Bold.otf
Cyan
Magenta
Yellow
Black
åˆæœŸè¨å®šã®ã‚¹ã‚¦ã‚©ãƒƒãƒã‚°ãƒ«ãƒ¼ãƒ—
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ãƒãƒ¼
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
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=44 M=0 Y=90 K=0 1
CMYK
PROCESS
44.000000
0.000000
90.000000
0.000000
C=0 M=80 Y=29 K=0
PROCESS
100.000000
CMYK
0.000000
80.000001
29.090899
0.000000
C=0 M=15 Y=70 K=0 1
CMYK
PROCESS
0.000000
15.000000
70.000000
0.000000
C=0 M=0 Y=100 K=30 1
CMYK
PROCESS
0.000000
0.000000
100.000000
30.000000
C=16 M=90 Y=0 K=0
PROCESS
100.000000
CMYK
16.000000
89.999998
0.000000
0.000000
C=90 M=72 Y=0 K=0
PROCESS
100.000000
CMYK
89.999998
72.000003
0.000000
0.000000
C=88 M=10 Y=70 K=0
PROCESS
100.000000
CMYK
88.000000
10.000000
69.999999
0.000000
C=35 M=100 Y=61 K=0
PROCESS
100.000000
CMYK
34.999999
100.000000
61.000001
0.000000
C=6 M=90 Y=12 K=0
PROCESS
100.000000
CMYK
6.000000
89.999998
12.000000
0.000000
C=38 M=0 Y=90 K=0 1
CMYK
PROCESS
38.000000
0.000000
90.000000
0.000000
C=64 M=0 Y=100 K=0 1
CMYK
PROCESS
64.000000
0.000000
100.000000
0.000000
C=0 M=20 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
20.000000
100.000000
0.000000
C=11 M=0 Y=43 K=0 1
CMYK
PROCESS
11.180000
0.000000
43.000000
0.000000
C=35 M=30 Y=0 K=0 1
CMYK
PROCESS
35.000000
30.000000
0.000000
0.000000
C=0 M=7 Y=35 K=0 1
CMYK
PROCESS
0.000000
7.500000
35.000000
0.000000
C=90 M=62 Y=9 K=0
PROCESS
100.000000
CMYK
89.999998
62.000000
9.000000
0.000000
C=6 M=63 Y=28 K=0
PROCESS
100.000000
CMYK
6.000000
63.000000
28.000000
0.000000
C=0 M=40 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
40.000001
100.000000
0.000000
C=0 M=70 Y=40 K=0
PROCESS
100.000000
CMYK
0.000000
69.999999
40.000001
0.000000
C=53 M=17 Y=15 K=0 1
CMYK
PROCESS
52.916800
16.968000
14.682200
0.000000
C=30 M=5 Y=80 K=5
PROCESS
100.000000
CMYK
30.000001
5.000000
80.000001
5.000000
グレー
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
è¼ã
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 15.00
endstreamendobj3 0 obj<>endobj5 0 obj<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 603.779 858.897]/Type/Page>>endobj6 0 obj<>stream
H‰äWɎǽ×WäT13r¿–ƒ>˜ ëj4(ÀÛ¤lü{¿÷"«»G¤ m¦»#—ÈØ^,ñH5Äȯ÷Û«?¿ûxy÷Ïýûo×ðñÇíÕ·ocøá§ÍF>Zl¡åvÌšC¶x¤žCjå(q†ï¶ï·[㨱Kã°6Bí°™¹ý×ðwøaÛc(£³õ4sû"†ç‘rîX
9qÆ9{—çíwß…WoŸbøé)|ó]x³½Ùâ©´þ¡Â{ŠÓ‘[-æ£÷j?j..".ØäñŽ’¤ò‡Àï¨Ï.Iqåy;‰ázû]R9fX‰àm‡Uü|ó7n:Ž1ûíùý\xa6Ñ°1üåO¯þðÃïÿ!}ºº}DЯ$\~¨¡Çq¤TÇ]ÔÓ%õí&ëÿ{½7•ÐL“{ØS?JKa}É4ç™:&Œž¿z&.1^CRˆþ¶\ÒW[±c¦oÆ6‚©šÜþö&ïTøwîú”ÞŽÞFƒlz¹«Ãží€¬®Ío·lßþܺÉ{¶‚CNµ†íf›fÜËÑ&¸£`#FY„^¶E¦|¤™Âº’ I—íÅ:¯ôóŠ';§p/„1bÁ '<-”v½lù¨°O?œq5JYlò1aA fÔÛC
N·AM
®$;€Ê`p*…amp|UàŸÌȣ둀§WœOðn¿íD›¤bɤ*5:ÌxÖŽNõDÜeâ Õ#0ødJ<›¥6èœt”Ö…â4½AU£¬³!Fé'Æ‘'5,ç$ðH0¾SÖŠ¨ìT#Ð…$õ½’,јÊ4®–`È6‰føhÔµ†{ ªžo…öÎ¥Š€ ²ƒ]ÓÐ"JþD&ruR—÷Í=x#ºÁª‘uŒÍ¹HºŸTíÚ´EÂu$e>¤¥0õƒÁà·[ó¥®k¦st^¶å‚I"öz³{‚{rø¼.Ð 4 ¢N®S—Š/;©ÎZo»z%1⋨ÕÜ<
ìgJS`]îYF|WDÔŒD„%sÑ&ö ”I…@Ùsŧ29v’éèÊøœ§Â[‘<JÊÝÎð.+a`T:C"ÁãÏ¢a`еx|&íA©Í¹ÜDê*'É“E'Œ/è9oòBùcð!¹PÍmZ(gƒMhZÚ—@$ûëLÏ6…€
+‚jŠR¾Ü™†+¢@Ä裇÷æJRL¡(,Q@SaLO ¡Çƒò,2eö ŒBBêþmÂÆ€?ÎÅ>”tË “Ãüœ“ñ‰Š©s&]AvK°Š!°ÅR%¡ÄåoPÖi¦›Lð>vSlÓýMÏÃ÷¹Áh˜ÝG‘-úq¼IèÁS}ˆ»'\Óï
Õƒså öYb¦MFoeÔLõ
¨¶ó¤x