%PDF-1.5
%
1 0 obj
<>/OCGs[17 0 R 18 0 R 19 0 R 20 0 R 21 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Newsletter 106
2019-07-23T15:21:56+01:00
2019-07-23T15:21:56+01:00
2019-07-23T15:21:56+01:00
Adobe Illustrator CC 2017 (Windows)
144
256
JPEG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uuid:848557d5-4321-4627-b5f6-43e6f35311ff
xmp.did:fb33a3ad-cf80-584d-a351-d0dc82eea3ec
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5ba83043-193f-44ed-a769-194dc2d50b4f
xmp.did:cbac01cc-311c-9540-a3dc-f9348bdbe01e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822AF4285A5B3E61
2018-01-05T18:19:22Z
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:fb33a3ad-cf80-584d-a351-d0dc82eea3ec
2019-07-23T15:21:53+01:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\João Couto\Desktop\Untitled-1.png
EmbedByReference
C:\Users\Vanda Sousa\Desktop\Standard.png
EmbedByReference
C:\Users\Vanda Sousa\Desktop\Storz\ldf8133.jpg.png
EmbedByReference
C:\Users\Vanda Sousa\Desktop\Storz\ldf8112.jpg.png
EmbedByReference
C:\Users\Vanda Sousa\Desktop\Storz\ldf8148.jpg.png
EmbedByReference
C:\Users\Vanda Sousa\Desktop\Storz\ldf8149.jpg.png
EmbedByReference
C:\Users\Vanda Sousa\Desktop\Storz\ldf8141.jpg.png
EmbedByReference
C:\Users\Vanda Sousa\Desktop\Storz\ldf5043.jpg.png
EmbedByReference
C:\Users\Vanda Sousa\Desktop\Storz\firerot.jpg.png
EmbedByReference
C:\Users\Vanda Sousa\Desktop\Storz\ldf5040.jpg.png
C:\Users\João Couto\Desktop\Untitled-1.png
C:\Users\Vanda Sousa\Desktop\Standard.png
C:\Users\Vanda Sousa\Desktop\Storz\ldf8133.jpg.png
C:\Users\Vanda Sousa\Desktop\Storz\ldf8112.jpg.png
C:\Users\Vanda Sousa\Desktop\Storz\ldf8148.jpg.png
C:\Users\Vanda Sousa\Desktop\Storz\ldf8149.jpg.png
C:\Users\Vanda Sousa\Desktop\Storz\ldf8141.jpg.png
C:\Users\Vanda Sousa\Desktop\Storz\ldf5043.jpg.png
C:\Users\Vanda Sousa\Desktop\Storz\firerot.jpg.png
C:\Users\Vanda Sousa\Desktop\Storz\ldf5040.jpg.png
Print
False
True
1
21.000029
37.824839
Centimeters
Montserrat-Regular
Montserrat
Regular
Open Type
Version 2.001
False
Montserrat-Regular.ttf
CooperHewitt-Bold
Cooper Hewitt
Bold
Open Type
1.000
False
CooperHewitt-Bold.otf
CooperHewitt-Semibold
Cooper Hewitt
Semibold
TrueType
1.000
False
cooperhewitt-semibold_[allfont.net].ttf
EthnocentricRg-Italic
Ethnocentric
Italic
TrueType
Version 4.003
False
ethnocentric rg it.ttf
Exo-Bold
Exo
Bold
Open Type
Version 1.00
False
Exo-Bold.otf
Oswald-Light
Oswald
Light
TrueType
Version ; ttfautohint (v0.92.18-e454-dirty) -l 8 -r 50 -G 200 -x 0 -w "g"
False
Oswald-Light.ttf
Oswald-Regular
Oswald
Regular
TrueType
Version 2.002; ttfautohint (v0.92.18-e454-dirty) -l 8 -r 50 -G 200 -x 0 -w "g"
False
Oswald-Regular.ttf
Oswald-DemiBold
Oswald
DemiBold
TrueType
3.0; ttfautohint (v0.95) -l 8 -r 50 -G 200 -x 0 -w "G" -W -c
False
Oswald-DemiBold.ttf
Oswald-Bold
Oswald
Bold
TrueType
Version 2.002; ttfautohint (v0.92.18-e454-dirty) -l 8 -r 50 -G 200 -x 0 -w "g"
False
Oswald-Bold.ttf
Raleway-Bold
Raleway
Bold
TrueType
Version 2.001; ttfautohint (v0.8) -G 200 -r 50
False
Raleway-Bold.ttf
Raleway-SemiBold
Raleway
SemiBold
TrueType
Version 2.001; ttfautohint (v0.8) -G 200 -r 50
False
Raleway-SemiBold.ttf
Raleway-ExtraBold
Raleway
ExtraBold
TrueType
Version 2.001; ttfautohint (v0.8) -G 200 -r 50
False
Raleway-ExtraBold.ttf
Cyan
Magenta
Yellow
Black
PANTONE Warm Red CVC
PANTONE 301 CVC
PANTONE 540 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 301 CVC
SPOT
100.000000
CMYK
100.000000
43.137300
0.000000
18.431400
PANTONE Warm Red CVC
SPOT
100.000000
CMYK
0.000000
78.823501
90.980399
0.000000
cmyk_PANTONE 186 CVC
PROCESS
100.000000
CMYK
0.000000
91.000003
75.999999
6.000000
PANTONE 282 C
PROCESS
100.000000
CMYK
100.000000
69.999999
0.000000
60.000002
PANTONE 294 C
PROCESS
100.000000
CMYK
100.000000
60.000002
0.000000
20.000000
PANTONE 299 C
PROCESS
100.000000
CMYK
100.000000
20.000000
0.000000
0.000000
cmyk_PANTONE 293 C
PROCESS
100.000000
CMYK
100.000000
56.999999
0.000000
2.000000
PANTONE 540 C
SPOT
100.000000
LAB
17.647100
-7
-30
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
False
1
1
mm
389.191
210
0
0
0
0
1.000000
1.000000
False
False
cyan
process
process
cyan
120
22.5
0
0.680969238
0.938095093
normal
unknown
magenta
process
process
magenta
120
52.5
0.926116943
0
0.548477173
normal
unknown
yellow
process
process
yellow
120
7.5
1
0.948699951
0
normal
unknown
black
process
process
black
120
82.5
0.137420654
0.122787476
0.126068115
normal
unknown
Warm Red
pantone
pms1000c
Warm Red
120
45
0.945892334
0.364852905
0.185409546
normal
unknown
301
pantone
pms1000c
301
120
45
0
0.402908325
0.648452759
normal
unknown
21.0.2
Layer 5
True
False
Layer 4
True
False
Layer 1
True
False
Layer 2
True
False
Layer 6
True
False
0
0
1
2
3
4
5
6
CooperHewitt-Bold
OpenType
local
False
CooperHewitt-Semibold
OpenType
local
False
EthnocentricRg-Italic
TrueType
local
False
Exo Black
OpenType
local
False
Exo Bold
OpenType
local
False
Exo DemiBold
OpenType
local
False
Exo Medium Italic
OpenType
local
False
Raleway Black
TrueType
local
False
Raleway Bold
TrueType
local
False
Raleway ExtraBold
TrueType
local
False
endstream
endobj
3 0 obj
<>
endobj
23 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 48 0 R/TrimBox[0.0 0.0 595.276 1072.2]/Type/Page>>
endobj
24 0 obj
<>stream
HWَ|Ӭx3IQ́
X:]ђYKJ@p*3+'/O^>w˳//ĖKåhKn'_^_NOn7)5m7[\O~=ap-W}Oo.y9|yJkPU]o#JtkeIuͮ.?}xWׁˏ:`/_RŪOk/wډ5&kmb_z)>,wkZƘ |2 r囔zS{\AR/KuZ|p-)Vm,8sZsm@mu9}
b֖.!iR_.* ɅqI j!qTn-k¾p\=u䆞b;dׄ[# 5Q2v
T
>FZ/ o C