%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 23 0 R 24 0 R 25 0 R 26 0 R 27 0 R 28 0 R 29 0 R 30 0 R 31 0 R 32 0 R 33 0 R 34 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Fig6_Xsns
2020-06-09T11:37:07-06:00
2020-06-09T11:37:07-06:00
2020-06-09T11:37:07-06:00
Adobe Illustrator 24.1 (Macintosh)
256
192
JPEG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==
uuid:38e16c26-8f15-ae4c-850c-f413087add96
xmp.did:24eb9fe8-6320-4556-9908-4aeb16af8d47
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:93c967b1-daef-9d40-b05c-d8ad1e196154
xmp.did:38cd48f2-451b-4e27-b080-992dbec3d78c
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:c6bb9b22-9e32-4ed2-8596-8ebe706881cd
2019-10-24T11:56:54-06:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:24eb9fe8-6320-4556-9908-4aeb16af8d47
2020-06-09T11:37:04-06:00
Adobe Illustrator 24.1 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
512.207723
474.109628
Millimeters
Helvetica
Helvetica
Regular
TrueType
13.0d2e2
False
Helvetica.ttc
Helvetica-Oblique
Helvetica
Oblique
TrueType
13.0d2e2
False
Helvetica.ttc
Helvetica-Bold
Helvetica
Bold
TrueType
13.0d2e2
False
Helvetica.ttc
Helvetica-BoldOblique
Helvetica
Bold Oblique
TrueType
13.0d2e2
False
Helvetica.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
36 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 46 0 R/TrimBox[0.0 0.0 1451.93 1343.93]/Type/Page>>
endobj
37 0 obj
<>stream
Hlͮ)f?Q " $6`0WE+'Y]]ק?NzJWZUų_+=וQyӟ+/H>uJO^_~zO;?]xҼ#nOCNO[zJu0ͧ0(,]lظ?VxWSCzjW^OVW{eO,S_+5ckv.}0dX=`1:+Cap7MruuNbXu>c]cԋk2;|q.g}.K&O7۽^co7nmL~@/w *2cc(D9uΗ%ɋLMs{b
tYbxٞI'&ZI'2kp}>NTq$T+m&}gPLE>__Aʝҭ?*Y_OZ^5HʝhtE