%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Type/Catalog>>
endobj
20 0 obj
<>stream
application/pdf
paper-medallion-templates
Adobe Illustrator CS3
2013-01-03T21:24:02+01:00
2013-01-03T21:24:02Z
2013-01-03T21:24:02Z
168
256
JPEG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uuid:315811E1EB55E211AAFE94EF27DFCA5D
uuid:fd12e155-3add-4049-ad65-17848aa5eb6d
uuid:5ef7dc4f-d22f-490d-bbf9-5fb75dd50f28
uuid:7DD98C625B52E21191EFDB48B662D54F
Print
1
False
False
20.999999
29.700000
Centimeters
Lekton04-Thin
Lekton04
Thin
Open Type
1.000
False
lekton005_l_0.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
236
28
36
CMYK Yellow
RGB
PROCESS
255
241
0
CMYK Green
RGB
PROCESS
0
165
81
CMYK Cyan
RGB
PROCESS
0
173
238
CMYK Blue
RGB
PROCESS
46
49
145
CMYK Magenta
RGB
PROCESS
235
0
139
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
238
64
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
240
90
40
C=0 M=50 Y=100 K=0
RGB
PROCESS
246
146
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
236
49
C=20 M=0 Y=100 K=0
RGB
PROCESS
214
222
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
139
197
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
55
179
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
147
69
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
41
180
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
166
156
C=70 M=15 Y=0 K=0
RGB
PROCESS
38
169
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
187
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
56
143
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
97
C=75 M=100 Y=0 K=0
RGB
PROCESS
101
45
144
C=50 M=100 Y=0 K=0
RGB
PROCESS
144
39
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
217
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
236
41
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
193
180
154
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
132
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
113
101
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
90
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
195
153
107
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
124
79
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
93
59
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
40
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
56
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
35
20
Print Color Group
1
C=0 M=30 Y=70 K=0
RGB
PROCESS
252
186
99
C=5 M=70 Y=90 K=0
RGB
PROCESS
231
110
52
C=5 M=90 Y=75 K=0
RGB
PROCESS
228
64
68
C=30 M=0 Y=95 K=0
RGB
PROCESS
190
214
58
C=60 M=5 Y=95 K=0
RGB
PROCESS
116
182
74
C=30 M=0 Y=10 K=0
RGB
PROCESS
174
222
228
C=60 M=10 Y=5 K=0
RGB
PROCESS
87
182
221
C=80 M=5 Y=10 K=0
RGB
PROCESS
0
176
216
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 8.00
endstream
endobj
2 0 obj
<>
endobj
8 0 obj
<>
endobj
9 0 obj
[/View/Design]
endobj
10 0 obj
<>>>
endobj
7 0 obj
[8 0 R]
endobj
5 0 obj
<>/ProcSet[/PDF/Text]/Properties<>/ExtGState<>>>/Type/Page>>
endobj
14 0 obj
<>stream
HWˎW:$y°xw>TURT"{zThR`2o??sןS 8~{πC?Xb b"`q*?N |}=AfCEw~;}9ܔ@=dn&1o-57)#xHb56oޟ[4GDy{nY$GsS`PIuv+'2d]9A6&UQ|WJb4SXNv/9$)(2_vhi>*ax Krq{s!H