%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 138 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Quicktop Comparison Sheet
2017-08-15T11:43:04+10:00
2017-08-15T11:43:04+10:00
2017-08-15T11:26:56+11:00
Adobe Illustrator CS6 (Windows)
256
184
JPEG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uuid:5857d9a4-9e88-4b08-8056-6aa5cd21cf0d
xmp.did:52A2D4D15881E711BDBFDB34513EBA04
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ac04d017-a7ca-45ff-972d-1b361b8bf362
xmp.did:9CD5449BBE78E7118C03D4860FCD05E6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9CD5449BBE78E7118C03D4860FCD05E6
2017-08-04T12:42:50+10:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:52A2D4D15881E711BDBFDB34513EBA04
2017-08-15T11:26:53+10:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
296.999959
210.000102
Millimeters
Montserrat-Light
Montserrat
Light
Open Type
Version 4.000;PS 004.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Light_0.otf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 1.000;PS 002.000;hotconv 1.0.70;makeotf.lib2.5.58329 DEVELOPMENT
False
Montserrat-Bold.otf
Montserrat-Regular
Montserrat
Regular
Open Type
Version 1.000;PS 002.000;hotconv 1.0.70;makeotf.lib2.5.58329 DEVELOPMENT
False
Montserrat-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 370 C
PANTONE 2718 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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
PANTONE Cool Gray 11 CP
PROCESS
100.000000
CMYK
44.000000
34.000000
22.000000
76.999998
PANTONE 370 C
SPOT
100.000000
LAB
53.725498
-27
50
PANTONE 2718 C
SPOT
100.000000
LAB
56.078400
3
-48
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 187 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
140 0 obj
<>stream
HWR#G}WԓCZ[M/&@`l`$a;`fFb=Y}QK} ֱMS:y29u~`-;$/w֢}".hKJ$pY^Qv[^dU
BasVtSG0~sL8{cwmm7#hO&E`}db*q=;7 &2EC uRIJN?`e]4ˆuհMúmXw
a=4pSĢ)dh
Z4E-MqES)rxM˦eS2mpjyb$}&͙`NHV:AjM%))nce;=pʾaWógٯ!(L