%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
NaNaでいぎの涙(チラシ表)
2019-10-31T15:28:58+09:00
2019-10-31T15:28:58+09:00
2019-10-31T15:28:58+10:00
Adobe Illustrator CC 23.0 (Windows)
188
256
JPEG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==
uuid:14086e25-cb04-4313-a78f-a132778e96d8
xmp.did:83e0e2c5-cd31-2b44-9183-4afb9ccce789
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b71bdd2c-b881-4d53-ab62-9430aaac2b95
xmp.did:b62d2d26-eaa6-3e47-81b5-5d5fc36996e7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6e407857-bc5d-b34b-ba3d-12eeb9a6f617
2018-09-04T14:47:40+09:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:83e0e2c5-cd31-2b44-9183-4afb9ccce789
2019-10-31T15:28:18+09:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
C:\Users\DELL\Desktop\2019011でえぎの涙\330.jpg
C:\Users\DELL\Desktop\2019011でえぎの涙\330.jpg
Print
Adobe PDF library 15.00
1
True
False
210.002009
297.000013
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
DIC 177p
SPOT
100.000000
RGB
31
147
138
DIC 538p
SPOT
100.000000
RGB
85
78
57
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
印象主義 1
1
C=27 M=44 Y=100 K=6
CMYK
PROCESS
27.451000
44.313700
100.000000
6.274500
C=12 M=24 Y=89 K=0
CMYK
PROCESS
11.764700
23.921600
89.019600
0.000000
C=75 M=47 Y=100 K=52
CMYK
PROCESS
75.294100
47.058800
100.000000
52.156900
C=70 M=36 Y=89 K=23
CMYK
PROCESS
69.803900
36.078400
89.019600
23.137300
C=36 M=18 Y=7 K=0
CMYK
PROCESS
36.078400
18.039200
7.451000
0.000000
C=79 M=59 Y=24 K=3
CMYK
PROCESS
79.000000
59.482400
23.545100
3.304600
C=64 M=45 Y=20 K=1
CMYK
PROCESS
63.921600
45.098000
19.607800
0.784300
印象主義 2
1
C=9 M=58 Y=71 K=0
CMYK
PROCESS
8.627500
58.431400
71.372600
0.392200
C=20 M=16 Y=33 K=0
CMYK
PROCESS
20.392200
15.686300
32.941200
0.000000
C=60 M=17 Y=87 K=2
CMYK
PROCESS
60.392200
17.254900
87.058800
1.960800
C=76 M=29 Y=85 K=25
CMYK
PROCESS
76.428900
29.370000
85.106400
24.697500
C=74 M=64 Y=68 K=76
CMYK
PROCESS
74.117600
63.529400
67.843100
76.078400
C=39 M=21 Y=25 K=0
CMYK
PROCESS
39.215700
20.784300
24.705900
0.000000
C=72 M=31 Y=18 K=3
CMYK
PROCESS
71.764700
31.000000
18.000000
2.745100
C=56 M=48 Y=13 K=0
CMYK
PROCESS
55.686300
48.235300
12.941200
0.000000
印象主義 3
1
C=9 M=58 Y=71 K=0
CMYK
PROCESS
8.627500
58.431400
71.372600
0.392200
C=5 M=29 Y=56 K=0
CMYK
PROCESS
4.705900
29.019600
56.078400
0.000000
C=3 M=7 Y=18 K=0
CMYK
PROCESS
3.137300
6.666700
18.431400
0.000000
C=54 M=19 Y=64 K=2
CMYK
PROCESS
54.117600
18.823500
64.000000
1.568600
C=36 M=11 Y=40 K=0
CMYK
PROCESS
35.686300
11.372500
40.392200
0.000000
C=64 M=32 Y=54 K=7
CMYK
PROCESS
63.921600
32.156900
53.725500
7.451000
C=39 M=21 Y=25 K=0
CMYK
PROCESS
39.215700
20.784300
24.705900
0.000000
印象主義 5
1
C=42 M=35 Y=42 K=2
CMYK
PROCESS
41.960800
34.509800
41.960800
1.568600
C=57 M=40 Y=68 K=18
CMYK
PROCESS
56.862700
40.000000
67.843100
17.647100
C=71 M=38 Y=67 K=20
CMYK
PROCESS
71.372600
37.647100
67.058800
20.000000
C=68 M=37 Y=41 K=14
CMYK
PROCESS
68.400000
36.758200
41.394300
14.239700
C=65 M=48 Y=27 K=4
CMYK
PROCESS
65.490200
47.843100
27.451000
3.529400
C=31 M=75 Y=48 K=12
CMYK
PROCESS
31.000000
75.000000
48.235300
11.764700
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/TrimBox[8.50389 8.50389 603.785 850.394]/Type/Page>>
endobj
6 0 obj
<>stream
Hܗ$G#yH /X[#@،ش*3%N8~?~>>x_x#t~9XB]oz-Ft˱TѸ#k#,9jG%^\GH
+>B^:J~䲮B4f0anE.,L%jϣP갭؞Љ(4pT>oqK{ޅQJaּ^bWXDa!s3n.:osaF>ރؐRc#=/''#.-Dpq'Fݾ)~c}jqYI~Z:C\
k:B
&