%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Odigies_orthod
Adobe Illustrator CC 22.0 (Macintosh)
2020-05-05T15:15:50+03:00
2020-05-05T15:15:50+03:00
2020-05-05T15:15:50+03:00
184
256
JPEG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uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:5563e204-25d6-492f-873f-3de37eeb9dff
uuid:61188363-dbc3-e14c-acf9-d69d4875c68d
proof:pdf
uuid:31a655bf-05fc-4874-8135-3b804aeca09d
xmp.did:09164f8b-7713-1d45-9d96-4e23e4b1fce9
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
proof:pdf
saved
xmp.iid:5563e204-25d6-492f-873f-3de37eeb9dff
2020-05-05T15:15:48+03:00
Adobe Illustrator CC 22.0 (Macintosh)
/
Basic RGB
1
True
False
21.000000
29.700000
Centimeters
Cyan
Magenta
Yellow
Black
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
Cold
1
C=56 M=0 Y=20 K=0
RGB
PROCESS
101
200
208
C=51 M=43 Y=0 K=0
RGB
PROCESS
131
139
197
C=26 M=41 Y=0 K=0
RGB
PROCESS
186
155
201
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 398 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HWˎ$
WT(z\=|2@= 1nEDQ|/9]Kj״OO[/W&5٤~sr-vş:qZe]/0oY3t{~T\w$[O;SQF~ޒ^|寗_yթ[P3se\G߲|pڊtL[s_>i/Q٪pLź
_ ,@;M$CTޏukZ=!"nftpaHfT>oj[rI
pnLwx->3XF}=m4?AMRFǐMVШ0Ռ&/D}MbMS۪,3>pV
ڶl7Qz 3莩_V`g$4M4{tabLϺqL[ujɒ