%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
R4デザイン塾パンフレット 3
2022-08-19T16:05:11+09:00
2022-08-19T16:05:11+09:00
2022-08-19T16:05:11+09:00
Adobe Illustrator 26.3 (Macintosh)
256
204
JPEG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uuid:db76994c-ad95-2348-90a7-834e9ed2f1b1
xmp.did:07921383-cd38-4350-af03-003c1dd46d7c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d129d2f1-d2f2-4e97-b91d-1c5b78c57b96
xmp.did:9afd29f7-3016-4c4e-9c77-fb963db828a3
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:cb28dcfd-d518-bf41-add9-b3bb91fe5dd6
2020-09-04T11:12:28+09:00
Adobe Illustrator 24.2 (Windows)
/
saved
xmp.iid:07921383-cd38-4350-af03-003c1dd46d7c
2022-08-19T16:05:05+09:00
Adobe Illustrator 26.3 (Macintosh)
/
EmbedByReference
/Users/onumayuki/Desktop/SAITEC/R4/R4デザイン塾/R4デザイン塾_入稿データ/QR_884478.png
0
0
EmbedByReference
/Users/onumayuki/Desktop/SAITEC/デザイン相談/デザインプロセス.pdf
0
0
EmbedByReference
/Users/onumayuki/Desktop/SAITEC/R4/R4デザイン塾/R4デザイン塾_入稿データ/prof_umi.jpg
adobe:docid:photoshop:8ec75b69-8004-3043-a9ba-157fca79e290
xmp.iid:df9f0857-d33c-ed43-9cb8-19a09884345a
EmbedByReference
/Users/onumayuki/Desktop/SAITEC/R4/R4デザイン塾/R4デザイン塾_入稿データ/prof_saito.jpg
5B71A57B4FDFFFE7BB7403A1B5C9133C
xmp.iid:ac3fb9d6-fbba-4748-b7a3-dfd3268fb786
EmbedByReference
/Users/onumayuki/Desktop/SAITEC/R4/R4デザイン塾/R4デザイン塾_入稿データ/prof_ito.jpg
adobe:docid:photoshop:35378fe0-8892-234f-a8cf-96e37cc8f320
xmp.iid:ff877695-a87c-004a-83f5-c614ae983e41
EmbedByReference
/Users/onumayuki/Desktop/SAITEC/R4/R4デザイン塾/R4デザイン塾_入稿データ/prof_ryoukan.jpg
8301C505F24172CD8C7096A9DA851722
xmp.iid:c9cf1a53-0dfa-804b-b361-74c6f1ff7d80
EmbedByReference
/Users/onumayuki/Desktop/SAITEC/R4/R4デザイン塾/R4デザイン塾_入稿データ/prof_furushou.jpg
0ABFCDF28D903BC45F8D89BB7B3DD42D
xmp.iid:69215d16-6755-a741-ba1c-2d3a20f27973
EmbedByReference
/Users/onumayuki/Desktop/SAITEC/R4/R4デザイン塾/R4デザイン塾_入稿データ/県章(赤).psd
adobe:docid:photoshop:fe11c55e-a12c-8941-ac01-94d6937dcd26
xmp.iid:01695cfd-8dba-a14a-8812-395182bfd7a4
EmbedByReference
/Users/onumayuki/Desktop/SAITEC/R4/R4デザイン塾/R4デザイン塾_入稿データ/53-1-02.psd
uuid:E4D771223126E71193769A553A3F6334
xmp.iid:5dbcd36a-cbf9-c548-bb8d-c4831d953eea
Print
Adobe Illustrator
Adobe PDF library 16.07
1
True
False
210.000000
297.000000
Millimeters
HAAAAA+YuGothic-Regular
HAAAAA+YuGothic Regular
Regular
Unknown
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
KozGoPr6N-Regular.otf
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=60 M=40 Y=40 K=100
PROCESS
100.000000
CMYK
60.000002
40.000001
40.000001
100.000000
グレー
0
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
0
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
26 0 obj
<>stream
HlWK$
)-꯭ۀW=k0LiwDPz@
DQ/}װ_ﷰl{[en|/|=mݾ~zb[ {}/Um؞c_NE~L6a#RoP8kݭf7Gn[['ApPŲTuƄ=[:N}SD穯Xmt=~rQ^m=tv[.RE϶=tb([ kJPYhڙj:926 C}