%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R 50 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LILY | sutrumpinta programa
Adobe Illustrator 25.0 (Macintosh)
2021-09-20T14:54:01+03:00
2021-09-20T14:55:24+03:00
2021-09-20T14:55:24+03:00
184
256
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:bd81df8e-710e-4056-8e96-a402ee218539
uuid:6dfb3787-8524-ee48-85da-5fad3faa3a4b
uuid:79640c97-7162-1146-ba7f-8f2f40ac691b
xmp.did:da626093-9d05-4bc7-937e-5c4f14668fb9
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:da626093-9d05-4bc7-937e-5c4f14668fb9
2021-09-07T11:42:09+03:00
Adobe Illustrator 25.0 (Macintosh)
/
saved
xmp.iid:bd81df8e-710e-4056-8e96-a402ee218539
2021-09-20T14:53:58+03:00
Adobe Illustrator 25.0 (Macintosh)
/
Web
Adobe Illustrator
1
False
False
210.000000
297.000000
Millimeters
SourceSansPro-Regular
Source Sans Pro
Regular
Open Type
Version 1.036;PS 1.000;hotconv 1.0.70;makeotf.lib2.5.5900
False
SourceSansPro-Regular.otf
SourceSansPro-Black
Source Sans Pro
Black
Open Type
Version 1.036;PS 1.000;hotconv 1.0.70;makeotf.lib2.5.5900
False
SourceSansPro-Black.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Nexa-Black
Nexa
Black
Open Type
Version 001.001
False
NexaBlack.otf
Nexa-Bold
Nexa
Bold
Open Type
Version 001.001
False
NexaBold.otf
Cyan
Magenta
Yellow
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
RGB Red
RGB
PROCESS
255
0
0
RGB Yellow
RGB
PROCESS
255
255
0
RGB Green
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blue
RGB
PROCESS
0
0
255
RGB Magenta
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
Grays
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Web Color Group
1
R=63 G=169 B=245
RGB
PROCESS
63
169
245
R=122 G=201 B=67
RGB
PROCESS
122
201
67
R=255 G=147 B=30
RGB
PROCESS
255
147
30
R=255 G=29 B=37
RGB
PROCESS
255
29
37
R=255 G=123 B=172
RGB
PROCESS
255
123
172
R=189 G=204 B=212
RGB
PROCESS
189
204
212
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 56 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
52 0 obj
<>stream
HWَ\}47K6C@Hj&O$_s^5Z2@uKU9Gyj3O}jfϜq&d$S5~{μ\cNŇ3^8#JE]h.ٓͣ篜Y2l~8{r:n_N?:ttbĶO8e&{)$1W<swn9Y:yy;p|