%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Atico-Factsheet 25May20
2020-05-25T13:27:27-07:00
2020-05-25T13:27:27-07:00
2020-05-25T13:27:27-07:00
Adobe Illustrator 24.1 (Macintosh)
256
168
JPEG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uuid:1a844c5c-3d8e-1543-9f7a-21a4677fc0b1
xmp.did:233fc6d2-41fa-4352-9807-e012ba0a9875
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:de2e4699-3df4-4881-a162-400d56b57d9d
xmp.did:de2e4699-3df4-4881-a162-400d56b57d9d
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:f7522604-b144-40dd-978f-1e7ce809245b
2016-09-27T09:21:11-07:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:233fc6d2-41fa-4352-9807-e012ba0a9875
2020-05-25T13:27:21-07:00
Adobe Illustrator 24.1 (Macintosh)
/
EmbedByReference
/var/folders/rh/2gsntzd51sx8cyt7fpffv_800000gp/T/TemporaryItems/(A Document Being Saved By Illustrator)/sEThXT.tif
EmbedByReference
/Users/Sharon2/Documents/ Documents SG/01 Clients SG/older/Atico Mining/Photos El Roble/DSC_6184x.jpg
xmp.did:FF7F1174072068118F62EB1465F74ED0
xmp.iid:382E4A87602168118F62EB1465F74ED0
/var/folders/rh/2gsntzd51sx8cyt7fpffv_800000gp/T/TemporaryItems/(A Document Being Saved By Illustrator)/sEThXT.tif
/Users/Sharon2/Documents/ Documents SG/01 Clients SG/older/Atico Mining/Photos El Roble/DSC_6184x.jpg
xmp.did:FF7F1174072068118F62EB1465F74ED0
xmp.iid:382E4A87602168118F62EB1465F74ED0
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Regular.otf
Roboto-Regular
Roboto
Regular
TrueType
Version 2.001101; 2014
False
Roboto-Regular.ttf
Roboto-Italic
Roboto
Italic
TrueType
Version 2.001101; 2014
False
Roboto-Italic.ttf
Roboto-Medium
Roboto
Medium
TrueType
Version 2.001152; 2014
False
Roboto-Medium.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 2.001150; 2014
False
Roboto-Bold.ttf
RobotoCondensed-Regular
Roboto Condensed
Regular
TrueType
Version 2.001201; 2014
False
RobotoCondensed-Regular.ttf
RobotoCondensed-Bold
Roboto Condensed
Bold
TrueType
Version 2.001240; 2014
False
RobotoCondensed-Bold.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
29
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
R=152 G=102 B=50 1
RGB
PROCESS
152
102
50
R=240 G=91 B=38 1
RGB
PROCESS
240
91
38
R=217 G=180 B=114 1
RGB
PROCESS
217
180
114
R=216 G=161 B=115 1
RGB
PROCESS
216
161
115
R=0 G=176 B=216 1
RGB
PROCESS
0
176
216
R=109 G=110 B=112 1
RGB
PROCESS
109
110
112
Black
PROCESS
100.000000
RGB
110
110
110
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
Adobe PDF library 15.00
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
17 0 obj
<>stream
HWлnлH}7АџP8+3lоЇѕ-$іиСХІZRO(Rс%цуїTwЂdХY$muwuеЉSЇЊ=зBђ\oргї}ђшЫЩыVЭI0]RЙсЬ'_DnSxјP-O'Ѕ8Ѓзё|ШЏпё?Ќцў?O#Я%TЉћ|gqВЕ_NЮч0ЯRv,fјL№ ЗцsЖ7чk
hўDБО#&?tу8&!b7" љцфпY;ЇXIiвfЊЄІЭZЙeлs*м&јВ]ЋYо6k)[Нрг$ЏЪІUmзЪ~ыВБm=eЕ3sMЇEU}QхИHілuЦ&ѕЊ=$
Ьл~УђЪ+'аж?# NђbCyWзиуX9la!k|дпсTV.hЫ74Љ~ЧВYDzАіXuњBФз]леNТ;мцяЭ(`4с8Ёљ№ѕ7]б6SzZЋ|M}ьГF.Ј*)УџІщ6јЋе$рЋ6*'ќ\(у{W]нШЗdкE>џэЁYюЌGзџ!К>g//К
дФћlXiј§АVCэi-бhэРNлtD&и\РmЇu2v XёЗьsЖp#ЃGи)]шХц*AZъУ,Њ\ьіТз{5ЙВЩkѕ(щLrєе}ю9кY ї,V)Ј}ЌЊGЭЅoNЬVdcSQеДЊВЂqЩё_5_KЛ$е_QЃVЅZЊ