%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
ornamental woods leaflet
2019-06-27T15:24:09+01:00
2019-06-27T15:24:09+01:00
2019-06-27T15:24:09+01:00
Adobe Illustrator CC 23.0 (Macintosh)
256
152
JPEG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uuid:d3b688df-b05c-2547-ba37-2dbd687b8619
xmp.did:00078f0b-b42e-47de-a471-34cf9b6becd5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b3a281ff-f627-5340-b5d9-2417dbb5c7c5
xmp.did:56e4868b-2e46-4c77-ae9c-aed0f5fc8916
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:508065d8-5ccf-49d5-80c1-7a47d3dc51b6
2016-11-17T09:25:59+01:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:00078f0b-b42e-47de-a471-34cf9b6becd5
2019-06-27T15:24:04+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Volumes/HD EXTERNO /TRABALHO/CLIENTES/CYCLE EXPERENCE - ROSS/map.psd
adobe:docid:photoshop:b29da6ec-6563-117c-962b-f6e548c365f7
xmp.iid:8d8a3239-73a5-4e5d-aefd-9d5578e466ce
/Volumes/HD EXTERNO /TRABALHO/CLIENTES/CYCLE EXPERENCE - ROSS/map.psd
adobe:docid:photoshop:b29da6ec-6563-117c-962b-f6e548c365f7
xmp.iid:8d8a3239-73a5-4e5d-aefd-9d5578e466ce
Print
False
True
1
148.000000
210.000000
Millimeters
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
Arial-Black
Arial Black
Regular
Open Type
Version 5.00.1x
False
Arial Black.ttf
KBPlanetEarth
KBPlanetEarth
Medium
TrueType
Version 001.000
False
KBPlanetEarth.ttf
KGTRIBECASTAMP
KG TRIBECA STAMP
Regular
TrueType
Version 1.000 2014 initial release
False
KGTribecaStamp.ttf
MyriadPro-SemiboldCond
Myriad Pro
Semibold Condensed
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-SemiboldCond.otf
MyriadPro-SemiCn
Myriad Pro
SemiCondensed
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-SemiCn.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
Cyan
Magenta
Yellow
Black
PANTONE 156 C
PANTONE 150 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
R=154 G=221 B=49
PROCESS
100.000000
CMYK
43.555400
0.000000
100.000000
0.000000
PANTONE 156 C
SPOT
100.000000
LAB
80.392159
14
40
PANTONE 150 C
SPOT
100.000000
LAB
80.000000
25
57
R=255 G=232 B=186
PROCESS
100.000000
CMYK
0.000000
9.936675
32.919812
0.000000
R=254 G=170 B=15
PROCESS
100.000000
CMYK
0.000000
39.523917
91.897458
0.000000
C=0 M=37 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
36.993971
0.000000
0.000000
C=13 M=85 Y=0 K=0
PROCESS
100.000000
CMYK
12.549020
85.490197
0.000000
0.000000
C=35 M=60 Y=60 K=41
PROCESS
100.000000
CMYK
34.509805
59.607846
60.000002
40.784314
C=9 M=0 Y=95 K=0
PROCESS
100.000000
CMYK
9.411765
0.000000
94.901961
0.000000
C=35 M=59 Y=60 K=41
PROCESS
100.000000
CMYK
34.509805
58.823532
60.392159
40.784314
C=47 M=37 Y=37 K=18
PROCESS
100.000000
CMYK
47.450981
37.254903
37.254903
18.039216
C=13 M=46 Y=78 K=2
PROCESS
100.000000
CMYK
12.549020
45.882353
78.431374
2.352941
C=68 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
67.843139
0.000000
0.000000
0.000000
C=0 M=95 Y=85 K=0 1
PROCESS
100.000000
CMYK
0.000000
94.509804
85.098040
0.000000
R=142 G=177 B=255
PROCESS
100.000000
CMYK
47.461662
26.330966
0.000000
0.000000
R=0 G=71 B=36
PROCESS
100.000000
CMYK
92.825204
42.941937
96.798652
50.395972
C=65 M=0 Y=93 K=0 1
PROCESS
100.000000
CMYK
65.459675
0.000000
92.748910
0.000000
C=65 M=0 Y=93 K=0
PROCESS
100.000000
CMYK
65.459675
0.000000
92.748910
0.000000
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/TrimBox[33.0 33.0 452.528 628.276]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[33.0 33.0 452.528 628.276]/Type/Page>>
endobj
50 0 obj
<>stream
HW[r+
*ff ;,VTdUN=lh$#4C4FNlKN^:?{RKJM^|I,?m)'k_W cƵDK䞤~OJRElX_W<:T.'Kmќ2I!&.P<HYEd_$1]hKCN708eXyyTV<ތ|'TAGN&h[JIbQPzKӵ +U^}KA)7Z{R^R94'1Y^r\Q]G^kF (wt%xF+bSY0j-_a$RuxШY
om/2"sIr
d0m$Ջ!h|= Fz>{^o L^o䊴i<36ZAH}
y1_HAȕ2ڂHl8$*N98MydjE + k'A
H; 1BƒGfHy[<ʖ5;U@`J[M[Nd^uqBd`}FH7Uio? D ș/_[8QQ47@ G)h٢hEA){(pk<5 Y@*hxlu i㬳Q~3dxt$քtV pS˻ Lv