%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 146 0 R 147 0 R 148 0 R 283 0 R 284 0 R 285 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
illustrations_pamphlet03_02
2022-12-13T16:01:02-05:00
2022-12-13T16:01:02-05:00
2022-11-07T09:08:11-04:00
Adobe Illustrator 27.0 (Windows)
256
96
JPEG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uuid:3391a8a5-3677-4e2e-a173-705ce37ff962
xmp.did:3c053e91-9ac6-9b4b-b52f-c079579c27fb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d1e0e6c9-6415-42e2-9e99-74b29bd717f0
xmp.did:92651e2b-bb42-6d44-9b22-35a64e1ec054
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:7fb237de-2a69-4443-b7a8-99f5bc8d02dc
2022-08-17T14:43:53-04:00
Adobe Illustrator 25.4 (Windows)
/
saved
xmp.iid:3c053e91-9ac6-9b4b-b52f-c079579c27fb
2022-11-07T09:08:09-05:00
Adobe Illustrator 27.0 (Windows)
/
Print
Adobe Illustrator
Adobe PDF library 16.07
1
True
False
5.500000
8.500000
Inches
Atma-Medium
Atma
Medium
TrueType
Version 1.102;PS 1.100;hotconv 1.0.86;makeotf.lib2.5.63406
False
Atma-Medium.ttf
Atma-SemiBold
Atma
SemiBold
TrueType
Version 1.102;PS 1.100;hotconv 1.0.86;makeotf.lib2.5.63406
False
Atma-SemiBold.ttf
Atma-Bold
Atma
Bold
TrueType
Version 1.102;PS 1.100;hotconv 1.0.86;makeotf.lib2.5.63406
False
Atma-Bold.ttf
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 2.003
False
Mark Simonson - Proxima Nova Regular.otf
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 2.003
False
Mark Simonson - Proxima Nova Semibold.otf
Cyan
Magenta
Yellow
Black
PANTONE 429 U
Groupe de nuances par défaut
0
Blanc
RGB
PROCESS
255
255
255
Noir
RGB
PROCESS
29
29
27
R=249 V=164 B=146 1
RGB
PROCESS
249
164
146
R=255 V=87 B=121 1
RGB
PROCESS
255
87
121
R=199 V=50 B=80 1
RGB
PROCESS
199
50
80
R=255 V=232 B=204 1
RGB
PROCESS
255
232
204
R=255 V=214 B=161 1
RGB
PROCESS
255
214
161
R=252 V=195 B=121 1
RGB
PROCESS
252
195
121
R=252 V=177 B=76 1
RGB
PROCESS
252
177
76
R=0 V=204 B=190 1
RGB
PROCESS
0
204
190
R=126 V=104 B=168 1
RGB
PROCESS
126
104
168
R=93 V=73 B=133 1
RGB
PROCESS
93
73
133
R=65 V=49 B=96 1
RGB
PROCESS
65
49
96
R=43 V=30 B=66 1
RGB
PROCESS
43
30
66
PANTONE 429 U
SPOT
100.000000
LAB
62.745098
-2
-4
PANTONE 518 U
SPOT
100.000000
LAB
40.392159
11
-6
R=219 V=91 B=96 1
RGB
PROCESS
219
91
96
R=206 V=180 B=255 1
RGB
PROCESS
206
180
255
R=186 V=156 B=240 1
RGB
PROCESS
186
156
240
Gris
1
C=0 M=0 J=0 N=100
RGB
PROCESS
29
29
27
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 301 0 R/TrimBox[0.0 0.0 396.0 612.0]/Type/Page/PieceInfo<>>>
endobj
15 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 314 0 R/TrimBox[0.0 0.0 396.0 612.0]/Type/Page/PieceInfo<>>>
endobj
276 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 320 0 R/TrimBox[0.0 0.0 396.0 612.0]/Type/Page/PieceInfo<>>>
endobj
287 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 342 0 R/TrimBox[0.0 0.0 396.0 612.0]/Type/Page/PieceInfo<>>>
endobj
321 0 obj
<>stream
HW[o\~_GVq-" /
a%;VR-Y*}3ٳ@!h~[w[۽ ?W%_ko?{.t|{P~KvxO>ZN,=J~'/Ke !RJu{ NJJq\kK\Co,9.yK aBu O@ӎEtQ"|"oP
K $I!(rE:eK_pA !&p]u(N"FRv\U Mb/CC^OU8Bkռs