%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 8 0 R 313 0 R 314 0 R 315 0 R 316 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
La Terrazza4x6 TT
2018-04-30T08:39:55-04:00
2018-04-30T08:39:55-04:00
2018-04-27T15:50:09-04:00
Adobe Illustrator CC 22.1 (Macintosh)
176
256
JPEG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uuid:1133e934-0e4c-a147-8175-db8bd2305b40
xmp.did:9d5e3837-53ad-4c19-94f2-3e506c3f0462
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:230e70b1-67f1-4725-b393-514a9c37e6f0
xmp.did:230e70b1-67f1-4725-b393-514a9c37e6f0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e64ab13b-9ae6-47a0-b01b-ac68bcb17e44
2017-06-21T17:43:17-04:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:9d5e3837-53ad-4c19-94f2-3e506c3f0462
2018-04-27T15:50:06-04:00
Adobe Illustrator CC 22.1 (Macintosh)
/
EmbedByReference
/Volumes/blazingnas/CLIENT FOLDERS/La Dolce Vita & La Terrazza/Summer Advertising Signs/la Terrazza/LaTerrazza bkgd TT.tif
adobe:docid:photoshop:639769c6-9b00-117a-b7e1-93b5033455ff
xmp.iid:60e99329-d813-43a1-bf49-9889e9d1bd8e
/Volumes/blazingnas/CLIENT FOLDERS/La Dolce Vita & La Terrazza/Summer Advertising Signs/la Terrazza/LaTerrazza bkgd TT.tif
adobe:docid:photoshop:639769c6-9b00-117a-b7e1-93b5033455ff
xmp.iid:60e99329-d813-43a1-bf49-9889e9d1bd8e
Print
False
True
1
4.000000
6.000000
Inches
Cyan
Magenta
Yellow
Black
gold 873
PANTONE 155 CV
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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=0 G=119 B=54
PROCESS
100.000000
CMYK
89.422441
28.528267
100.000000
16.708629
R=109 G=88 B=64
PROCESS
100.000000
CMYK
47.714961
55.446702
73.815513
32.022581
R=236 G=28 B=36
PROCESS
100.000000
CMYK
0.881971
99.230945
97.402912
0.112917
PANTONE 155 CV
SPOT
100.000000
CMYK
1.960000
9.020000
21.179999
0.000000
gold 873
SPOT
100.000000
CMYK
18.820000
30.590001
93.330002
5.880000
Grays
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
Brights
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
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 381 0 R/TrimBox[40.176 40.176 328.176 472.176]/Type/Page>>
endobj
318 0 obj
<>stream
HlWˎe9߯?PN[zb1BPZKDDڧntKU'v:/O__^ZY%