%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
lemonsigns_artwork guidelines
2018-10-18T10:23:27+01:00
2018-10-18T10:23:27+01:00
2018-10-18T10:23:27+01:00
Adobe Illustrator CC 22.1 (Windows)
256
164
JPEG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uuid:369f22f1-8a64-4a7b-83d2-6243b872ef8a
xmp.did:52b0ad16-8f62-8647-9629-266769ded500
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:dc767d19-fa43-4d00-a19d-bf320fe0da1a
xmp.did:c98bf550-e366-d243-9505-2c95218f19ba
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c98bf550-e366-d243-9505-2c95218f19ba
2018-10-15T15:20:09+01:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:52b0ad16-8f62-8647-9629-266769ded500
2018-10-18T10:22:52+01:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
\\Desktop-d27uii6\c\Jobs 2018\_LEMONSIGNS_INTERNAL\Website stuff\RASTER VS VECTOR_WHITE-01.png
0
0
EmbedByReference
C:\Users\mlemo\Downloads\kisspng-coreldraw-logo-cdr-adobe-illustrator-icon-free-corel-draw-5ab07b35eb8f02.3138055715215153179649.png
0
0
\\Desktop-d27uii6\c\Jobs 2018\_LEMONSIGNS_INTERNAL\Website stuff\RASTER VS VECTOR_WHITE-01.png
0
0
C:\Users\mlemo\Downloads\kisspng-coreldraw-logo-cdr-adobe-illustrator-icon-free-corel-draw-5ab07b35eb8f02.3138055715215153179649.png
0
0
Print
False
True
1
210.000000
297.000000
Millimeters
Montserrat-Black
Montserrat
Black
Open Type
Version 7.200
False
Montserrat-Black.ttf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200
False
Montserrat-Bold.ttf
Quicksand-Regular
Quicksand
Regular
Open Type
1.002
False
Quicksand-Regular.otf
Quicksand-Bold
Quicksand
Bold
Open Type
1.002
False
Quicksand-Bold.otf
Cyan
Magenta
Yellow
Black
PANTONE 108 C
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
PANTONE 108 C
SPOT
100.000000
LAB
88.627449
1
95
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
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
208 0 obj
<>stream
H̗ͮ6~r(Jۙ d,g$`;C~l$o][^.tH}=
iD!Sᇟ7y