%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
35 0 obj
<>/Font<>>>/Fields[]>>
endobj
2 0 obj
<>stream
application/pdf
中京大学オープンキャンパス2019 名古屋
2019-04-25T10:37:37+09:00
2019-04-25T10:37:37+09:00
2019-04-15T09:46:37+09:00
Adobe Illustrator CC 23.0 (Macintosh)
256
172
JPEG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uuid:adba6ffa-e8c5-4b79-a2ba-b47d51750901
xmp.did:b0121f4f-057b-4fba-a79a-5e635c526c3f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:e8b74c2f-8082-45a5-b620-3b5777a495ee
xmp.did:e8b74c2f-8082-45a5-b620-3b5777a495ee
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:56a0379b-bc96-4593-b923-002ae31e6c98
2017-04-05T17:36:48+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:b0121f4f-057b-4fba-a79a-5e635c526c3f
2019-04-15T09:46:28+09:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/IKD/Documents/works/進行中/オープンキャンパス2019/特別講義チラシ/chukyoOCqr_2019.psd
uuid:b32b8f36-09cb-4f77-a6cd-a67a37600122
xmp.iid:bf745442-bc3b-453d-b7d9-f04ede4fd291
EmbedByReference
/Users/IKD/Documents/works/進行中/オープンキャンパス2019/特別講義チラシ/chukyoOCqr_2019.psd
uuid:b32b8f36-09cb-4f77-a6cd-a67a37600122
xmp.iid:bf745442-bc3b-453d-b7d9-f04ede4fd291
EmbedByReference
/Users/IKD/Documents/works/進行中/オープンキャンパス2019/特別講義チラシ/2019_oc_chukyo_dm_p_nagoya.psd
adobe:docid:photoshop:5ac35d05-bed2-0f4c-a4bc-3aa6a7aabd40
xmp.iid:3fb9d74e-f4c3-4c74-9f64-96ad12575ea0
EmbedByReference
/Users/IKD/Documents/works/進行中/オープンキャンパス2019/特別講義チラシ/2019_oc_chukyo_dm_p_toyota.psd
adobe:docid:photoshop:8211f21a-25a0-cd49-8b72-11bcf9b8b34d
xmp.iid:dc6bb21a-6c0d-4750-85fe-c1f29a9fc989
/Users/IKD/Documents/works/進行中/オープンキャンパス2019/特別講義チラシ/chukyoOCqr_2019.psd
uuid:b32b8f36-09cb-4f77-a6cd-a67a37600122
xmp.iid:bf745442-bc3b-453d-b7d9-f04ede4fd291
/Users/IKD/Documents/works/進行中/オープンキャンパス2019/特別講義チラシ/chukyoOCqr_2019.psd
uuid:b32b8f36-09cb-4f77-a6cd-a67a37600122
xmp.iid:bf745442-bc3b-453d-b7d9-f04ede4fd291
/Users/IKD/Documents/works/進行中/オープンキャンパス2019/特別講義チラシ/2019_oc_chukyo_dm_p_nagoya.psd
adobe:docid:photoshop:5ac35d05-bed2-0f4c-a4bc-3aa6a7aabd40
xmp.iid:3fb9d74e-f4c3-4c74-9f64-96ad12575ea0
/Users/IKD/Documents/works/進行中/オープンキャンパス2019/特別講義チラシ/2019_oc_chukyo_dm_p_toyota.psd
adobe:docid:photoshop:8211f21a-25a0-cd49-8b72-11bcf9b8b34d
xmp.iid:dc6bb21a-6c0d-4750-85fe-c1f29a9fc989
Print
False
True
1
210.001556
297.000083
Millimeters
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
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 イエロー
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
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
輝き
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
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HWn4
SW"%JX1!`d`?z~/AZbXzs*_u+y;[G_y:mbxQJ9Kor>J;kw>wqqA楬㭜>[kѣ~,q#GYi};a59M|xopG?~yz^=A(ooX0ꑛ{:ܷ3{8+Gs<@`n^)c\orGT<ـ=*N~J3]t~:NSSX`2 fmհp?lM<5eݝal?웳d:~l|ճ3CY@.YVs sދmI9Gc|KXYW{i>wgNw1hʥv.4+%UeU-]Φi
65Pkv{ E!@y@:&ow=s ?X'uuk
;VnO J+=vu;q ܰovΑ e2;"3?BibH/sיq`7`Gi#ň+?e
ݍ8l04xA \ϻsV6Nit;\k4 grӼˣ