%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
大学講座2020_A3二つ折り_1217
2019-12-17T09:47:39+09:00
2019-12-17T09:47:39+09:00
2019-12-17T09:47:39+09:00
Adobe Illustrator CC 2015 (Macintosh)
172
256
JPEG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uuid:3a77717e-fb1e-9d41-a724-f7e5a7cf0743
xmp.did:2ab343a0-ef40-4ea5-bbbd-fbb1cc93ca99
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d72129c4-f44b-0a4e-925a-846183fb9f11
xmp.did:ecff716b-3101-4028-a40b-713ae613a798
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:76374C514920681183D1FAED9094F832
2017-10-31T18:52:13+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:2ab343a0-ef40-4ea5-bbbd-fbb1cc93ca99
2019-12-17T09:47:31+09:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/gamo_アプリlogo.psd
adobe:docid:photoshop:bb551ce5-08ac-b547-a48f-4bf69be5f3df
xmp.iid:28c4cc35-e085-429e-b31e-ae4ee4c3a7c4
EmbedByReference
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/instagramの色.psd
adobe:docid:photoshop:cdd2f767-197a-117c-993a-ac665eb3850a
xmp.iid:6f61acbb-fef3-46bb-809b-55f582e2dae4
EmbedByReference
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/ガモウ北海道アプリ_フライヤーQR.psd
adobe:docid:photoshop:38ed4e25-0da9-1041-9767-09fcf7152a3f
xmp.iid:e628e2b5-c986-4a51-ad79-27c292794154
EmbedByReference
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/悠以.JPG
0
0
EmbedByReference
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/コシノジュンコ添付用.jpg
xmp.did:5106772322D2E111B33DC600607E6413
xmp.iid:5606772322D2E111B33DC600607E6413
EmbedByReference
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/滝川株式会社ロゴ.psd
adobe:docid:photoshop:d514bc02-5b91-117d-ab4b-e4209c52f4e3
xmp.iid:ed656b34-2fba-4d78-b120-a530bd84bf8c
EmbedByReference
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/ウイングベル.psd
xmp.did:FCBB97131C206811822A9A7AEF87365F
xmp.iid:385497702C206811822AE8C3EC90BADB
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/gamo_アプリlogo.psd
adobe:docid:photoshop:bb551ce5-08ac-b547-a48f-4bf69be5f3df
xmp.iid:28c4cc35-e085-429e-b31e-ae4ee4c3a7c4
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/instagramの色.psd
adobe:docid:photoshop:cdd2f767-197a-117c-993a-ac665eb3850a
xmp.iid:6f61acbb-fef3-46bb-809b-55f582e2dae4
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/ガモウ北海道アプリ_フライヤーQR.psd
adobe:docid:photoshop:38ed4e25-0da9-1041-9767-09fcf7152a3f
xmp.iid:e628e2b5-c986-4a51-ad79-27c292794154
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/悠以.JPG
0
0
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/コシノジュンコ添付用.jpg
xmp.did:5106772322D2E111B33DC600607E6413
xmp.iid:5606772322D2E111B33DC600607E6413
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/滝川株式会社ロゴ.psd
adobe:docid:photoshop:d514bc02-5b91-117d-ab4b-e4209c52f4e3
xmp.iid:ed656b34-2fba-4d78-b120-a530bd84bf8c
/Users/CIZEN/Desktop/制作物/ガモウ/大学講座2020/大学講座2020_A3二つ折り_1212/Links/ウイングベル.psd
xmp.did:FCBB97131C206811822A9A7AEF87365F
xmp.iid:385497702C206811822AE8C3EC90BADB
Print
True
True
1
419.999513
296.999942
Millimeters
DIN2014-Light
DIN 2014
Light
Open Type
Version 1.001
False
.32224.otf
DIN2014-Regular
DIN 2014
Regular
Open Type
Version 1.000
False
.32227.otf
FuturaPT-Light
Futura PT
Light
Open Type
Version 1.009
False
.10886.otf
RyuminPro-Light
A-OTF リュウミン Pro
L-KL
Open Type
OTF 1.002;PS 1;Core 1.0.31;makeotf.lib1.4.1585
False
A-OTF-RyuminPro-Light.otf
UDShinGoPro-Regular
A-OTF UD新ゴ Pro
R
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPro-Regular.otf
KoburinaGoStd-W3
こぶりなゴシック Std
W3
Open Type
7.10
False
こぶりなゴシック Std W3.otf
HiraKakuStd-W4
ヒラギノ角ゴ Std
W4
Open Type
Version 7.13
False
ヒラギノ角ゴ Std W4.otf
Meiryo
メイリオ
レギュラー
Open Type
Version 6.03
False
Meiryo.ttf
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
C=18 M=100 Y=100 K=0
PROCESS
100.000000
CMYK
18.000001
100.000000
100.000000
0.000000
C=96 M=28 Y=31 K=0
PROCESS
100.000000
CMYK
95.999998
28.000000
31.000000
0.000000
DIC 140s
SPOT
100.000000
LAB
58.431400
-17
-44
C=65 M=7 Y=14 K=0
PROCESS
100.000000
CMYK
64.843750
7.421875
14.062500
0.000000
C=82 M=57 Y=28 K=0
PROCESS
100.000000
CMYK
81.640625
56.640625
27.734375
0.000000
CMYKC
PROCESS
100.000000
CMYK
87.000000
63.999999
0.000000
0.000000
C=19 M=99 Y=100 K=0 1
PROCESS
100.000000
CMYK
80.000001
30.000001
20.000000
0.000000
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Pattern<>/ProcSet[/PDF/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
54 0 obj
<>stream
Hlݮ]
S:"kMPp^nR Nj;y~CmׁQEGwz1Ky]>xy?-x]-?~ӏ/ϯEEVje,\^^?<ӇǸ\{aG3f劻Q^1ojlW:r(ޭ.Lrbs}]g+iUrۺm奈f+jY,PL\-gr049Q&5\<6ך#;j;6uO.k[Yg^19F.crƤwr6K')=<
6ױƵJr}/!߃3ٕ8,"}cc[䘌BF \J01:Df}saf-%"ĵvY('_~Z+@6+BF@'J7S'Պ!m߉jE'\o]@F#Dԅx+`Ϝ 9+<{g``cMT0DbIXbЧZoW|k gdMD<)>"SL$we2nኛS-q/%2(hJ`~M-/__ޜ;8-sK2U
%A"\*ƭ)
[A:L. ɫih5#*wiVnh~gM"&QR{CP t9gtf;n!t[Uq1Z!/MZIB.>ZɞT`F