%PDF-1.3
%âãÏÓ
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
é§è»Šå ´MAP
2023-06-14T19:27+09:00
2023-06-14T19:27+09:00
2023-06-14T19:27+09:00
Adobe Illustrator 25.4 (Macintosh)
256
184
JPEG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uuid:38cfae7e-8784-9743-9f33-9a88a198882a
xmp.did:f5e2dbc0-21d5-436a-a97c-336c7d798b99
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:9ace550b-f4c6-42dc-8447-6ed1411ac7d8
xmp.did:9ace550b-f4c6-42dc-8447-6ed1411ac7d8
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:074872e5-3335-4ee8-80b7-3e310ac79e88
2023-06-12T11:09:52+09:00
Adobe Illustrator 25.4 (Macintosh)
/
saved
xmp.iid:f5e2dbc0-21d5-436a-a97c-336c7d798b99
2023-06-14T19:26:54+09:00
Adobe Illustrator 25.4 (Macintosh)
/
EmbedByReference
/Volumes/HD-NANA/ホテル関係/アートホテル新潟駅å‰/é§è»Šå ´MAP/①外観.psd
adobe:docid:photoshop:9093f794-e1ca-e045-8ddf-efbb7b3d0d18
xmp.iid:d6163f51-339e-49e1-951d-6475bb019a43
Print
Adobe Illustrator
Adobe PDF library 16.00
False
1
False
False
297.000000
210.000000
Millimeters
Cyan
Magenta
Yellow
Black
C=25 M=25 Y=40 K=10 1
C=50 M=0 Y=100 K=0
åˆæœŸè¨å®šã®ã‚¹ã‚¦ã‚©ãƒƒãƒã‚°ãƒ«ãƒ¼ãƒ—
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ãƒãƒ¼
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
SPOT
100.000000
CMYK
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=0 M=64 Y=25 K=0 1
CMYK
PROCESS
0.000000
64.000000
25.000000
0.000000
C=100 M=70 Y=45 K=20 1
CMYK
PROCESS
100.000000
70.000000
45.000000
20.000000
C=100 M=50 Y=0 K=0 1
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=25 M=25 Y=40 K=10 1
SPOT
100.000000
CMYK
25.000000
25.000000
40.000001
10.000000
Gray
PROCESS
100.000000
CMYK
79.339284
74.059659
71.694511
45.969328
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
è¼ã
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
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
7 0 obj
<>stream
H‰lWIŽ-Ç
Ü¿SÔº~’ÌqkðBöÂÐÂk£![€»HZ¾½#‚YÕÓG£_UdåÄ)H~ûë?ÿ÷óïÇ·¿ýPŽ?ýù‡ãñ퇟ÊñüÇQÎjÇñÇó¯oÁÈ¿ÿxL«§·zx9KmÇS«ë,QÚë¹J;~ÿùñ¯G9–üO=|ôã¿Çã·ÃŽ‚?;zé\îGu;ÝÝŽç×?ñ÷i´³û<^fç\ö~`œuÄñ´æÙÌ0ðÓãï<ÅxY{üçᵟ³5lؼOnóìµãØsûŽVýˆµœ×Ôò‡³t.†„}µÓŠqõOÛòqíé8sšŸ_ëªgiwž»ÌcÄÙGÍ3ƒtmµÓG?f¥pPàƘðãW)¡HŠ7mq¶aãhÐ}›ñNYO°‚ü]‹+ùüõ®÷u½…ûçЗ1
ï}é½AFÌ2 BÙ?£JÐÞðžó”ç(¡OZz%(Z‰¬YÅ4/š¶nWÌ÷l
â«fA˜Vb׺Îxy8ÄxÖ"Š úþû;«Mm