%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
特別講演会
2023-06-09T16:43:22+09:00
2023-06-09T16:43:22+09:00
2023-06-09T16:43:22+09:00
Adobe Illustrator 27.5 (Macintosh)
256
172
JPEG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uuid:564fa02d-c94d-8f47-95ac-c8b27202b8f8
xmp.did:430fd686-7e8c-40fa-92b1-b42fac3595c0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:54879a8d-2d7c-ba4c-81ea-56733587cc0f
xmp.did:4babef56-8685-40c8-8c8e-218a1a14c361
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:018f3a3c-db3d-4e3d-b6b2-6bd709e52224
2023-04-19T12:06:29+09:00
Adobe Illustrator 27.4 (Macintosh)
/
saved
xmp.iid:430fd686-7e8c-40fa-92b1-b42fac3595c0
2023-06-09T16:43:03+09:00
Adobe Illustrator 27.5 (Macintosh)
/
EmbedByReference
/Users/kawahara/Desktop/202308_柳瀬隆志特別講演会/著書.psd
EmbedByReference
/Users/kawahara/Desktop/202308_柳瀬隆志特別講演会/特別講演会3.psd
/Users/kawahara/Desktop/202308_柳瀬隆志特別講演会/著書.psd
/Users/kawahara/Desktop/202308_柳瀬隆志特別講演会/特別講演会3.psd
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
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
R=140 G=110 B=90
PROCESS
100.000000
CMYK
52.703130
59.575796
65.178907
3.811704
R=100 G=70 B=0
PROCESS
100.000000
CMYK
61.248183
69.433123
100.000000
31.549552
R=158 G=183 B=188
PROCESS
100.000000
CMYK
43.949035
21.853970
24.545662
0.000000
R=150 G=150 B=150
PROCESS
100.000000
CMYK
47.428089
38.797587
36.447698
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 17.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[8.50389 8.50389 603.779 850.394]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[8.50389 8.50389 603.779 850.394]/Type/Page>>
endobj
24 0 obj
<>stream
HWɎd
WTn|0g0#nf^rar 6l1Ry}e6-gۏ?}SۯX{ЬmmxAn)K
15~rFI6qyGZ|O1F
%tUA(JNDEUiVJߺ3M~9*ugމa?.'͐U;ղN,w9VOzo)-&ۯZLB:rq{ܱ+D=n?$]͑TIϻ9*q&qOcQEzB=d7hzCF5- -ġ-̙d<:¡2bA5%8vG¨EE/G|#;`w0#;A:-V[9~yuJ0[ TZF \|ۂ'
`PJ:bn,o_>6B}!8̢|OapxsKw:BBD[qXj'!Mg4m'őd@
4[8!OZT".ȵm|JR8{xd U~ޒ¨2!}9M`&']