%PDF-1.6
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
日本家主クラブ早稲田4cB4+ol
2020-06-23T19:32:22+09:00
2020-06-23T19:32:22+09:00
2020-06-23T19:32:21+09:00
Adobe Illustrator 24.2 (Macintosh)
256
180
JPEG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uuid:92d94f2d-86cf-8a42-84f4-1f005dc83b8d
xmp.did:fcf62373-d2aa-4b3a-bb55-dc7226beb80b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:1f1c0337-01e6-4dc3-92a7-2a424bf84dfb
xmp.did:1f1c0337-01e6-4dc3-92a7-2a424bf84dfb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6a677f92-b3cc-4ab0-bdd3-07fd34329d26
2019-09-02T13:56:32+09:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:fcf62373-d2aa-4b3a-bb55-dc7226beb80b
2020-06-23T19:32:17+09:00
Adobe Illustrator 24.2 (Macintosh)
/
EmbedByReference
/Users/mac2017/Desktop/デザイン進行中_ライオン/家主クラブ/21回目(上落合)/紙3.psd
adobe:docid:photoshop:4f664d5c-3aea-d140-88d7-167271e5a33d
xmp.iid:14000272-d55b-45c6-bfb3-1a0064ae4469
EmbedByReference
/Users/mac2017/Desktop/デザイン進行中_ライオン/家主クラブ/24回目(早稲田)/早稲田_戸山1A.eps
adobe:docid:photoshop:4c8ac6cb-d648-9c47-bc4f-57b9b486adb0
xmp.iid:7b761613-878f-455a-a800-d39935012055
/Users/mac2017/Desktop/デザイン進行中_ライオン/家主クラブ/21回目(上落合)/紙3.psd
adobe:docid:photoshop:4f664d5c-3aea-d140-88d7-167271e5a33d
xmp.iid:14000272-d55b-45c6-bfb3-1a0064ae4469
/Users/mac2017/Desktop/デザイン進行中_ライオン/家主クラブ/24回目(早稲田)/早稲田_戸山1A.eps
adobe:docid:photoshop:4c8ac6cb-d648-9c47-bc4f-57b9b486adb0
xmp.iid:7b761613-878f-455a-a800-d39935012055
Print
Adobe Illustrator
False
True
1
364.000000
257.000000
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
収納
PROCESS
100.000000
CMYK
0.000000
10.000000
10.000000
0.000000
C=25 M=35 Y=70 K=50
PROCESS
100.000000
CMYK
25.000000
34.999999
69.999999
50.000000
C=100 M=100 Y=20 K=60
PROCESS
100.000000
CMYK
100.000000
100.000000
20.000000
60.000002
C=15 M=25 Y=50 K=0 1
PROCESS
100.000000
CMYK
15.000001
25.000000
50.000000
0.000000
C=60 M=40 Y=30 K=100 1
PROCESS
100.000000
CMYK
60.000002
40.000001
30.000001
100.000000
C=70 M=30 Y=0 K=90
PROCESS
100.000000
CMYK
69.999999
30.000001
0.000000
89.999998
C=15 M=15 Y=15 K=70
PROCESS
100.000000
CMYK
15.000001
15.000001
15.000001
69.999999
C=87 M=56 Y=18 K=0
PROCESS
100.000000
CMYK
87.000000
56.000000
18.000001
0.000000
C=38 M=38 Y=75 K=0
PROCESS
100.000000
CMYK
37.500000
37.500000
75.000000
0.000000
C=100 M=100 Y=35 K=10
PROCESS
100.000000
CMYK
100.000000
100.000000
34.999999
10.000000
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-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageB/ImageC]/Shading<>/XObject<>>>/Thumb 98 0 R/TrimBox[0.0 0.0 1031.81 728.504]/Type/Page>>
endobj
6 0 obj
<>stream
HWM
ϯsiK%Q $`]/ SUTϼeaMS͖Q,R嬵e5G9>?ۻ/rD?K[GoN
?[Nm:|q9ݥfY8hҩ:_q8{ri~VQa|_r3b۽agyoǽ#7mNh!UBT*(2l8XR>1G? l~f|>ުҫCzG7Ǥ'5m^z0Cz>\6kBHXh@r$<Ӧy ['vѠQzc@x\5y$NNxQzӪ( Q3]TK_a1EDm5wMz\`,J
}d5EgUd0ǕxWVL)Ix:R#%T+.${TĨ)NFW}*6)V@ڞ%[SFf}*6Yť|:g8^6F%1g:,jJ MFvy0m/ВnH>h0?y9zn3R[&q%xJPT4HD%@% zU$҂pb;E
z|O:#7t,N!R*|p'MӨMxl|(_[J]viެ(AT1ڍ/HPgTƚRo$UZhzZ,A]Ϊ][tI+&KfS>/IjTYf.L"[첣v%7"R%,qe(+~&`6J¬1alxȴ