%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
second grade
2018-07-20T11:44:07-06:00
2018-07-20T11:44:07-06:00
2018-07-20T11:44:07-06:00
Adobe Illustrator CC 22.0 (Macintosh)
256
192
JPEG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uuid:961b9d21-ab74-ec4c-8216-f61723f4a1fd
xmp.did:303cefff-b24b-4e41-add9-4f24dd12551a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d9af99c8-cbe0-445c-b25b-a47122baab20
xmp.did:d9af99c8-cbe0-445c-b25b-a47122baab20
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:db97d013-1bb4-41f1-89fd-49990e2369c4
2018-07-19T22:40:21-06:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:303cefff-b24b-4e41-add9-4f24dd12551a
2018-07-20T11:44:02-06:00
Adobe Illustrator CC 22.0 (Macintosh)
/
Print
False
False
1
11.000000
8.500000
Inches
Futura-Medium
Futura
Medium
TrueType
13.0d1e3
False
Futura.ttc
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
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
6 0 obj
<>stream
HW۪d}_uT -&&x Ƅq<>O}֪ҾtYkKU%UOӗ?Oͻd3?l|\b(?-O|ן5h
%պF;%[_X$F}5
;[f%J^Sw;~W
4mK!aJ."n
xEWe߹J*,dmC^3.6ղf]ri=G[/)0J_Kza^'G8e.<$I R-#\*<:ZFh+y¢/(9L/\FYSrp{qbs
l*8&S1
a