%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
fig11
2021-11-08T15:45:29-07:00
2021-11-08T15:45:29-07:00
2021-11-08T15:45:29-06:00
Adobe Illustrator 26.0 (Windows)
256
148
JPEG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uuid:168d5fb4-eedb-4b24-bf85-85a7fbb4a0fc
xmp.did:7db0ebc8-627e-a64b-8262-80b706dd225c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:052930d3-8cf6-424b-8435-b1f67147bdc5
xmp.did:7804bf2f-be95-9848-a877-47bceaafcb26
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:83f85707-7488-6248-8c55-875f62bf3b2b
2021-07-07T21:24:39-06:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:7db0ebc8-627e-a64b-8262-80b706dd225c
2021-11-08T15:45:23-07:00
Adobe Illustrator 26.0 (Windows)
/
Print
Adobe Illustrator
Adobe PDF library 16.03
1
True
False
773.043478
418.708701
Millimeters
MyriadVariableConcept-Roman
Myriad Variable Concept
Light Condensed
Open Type
Version 1.025;hotconv 1.0.108;makeotfexe 2.5.65593
False
MyriadVariableConcept-Roman.otf
MyriadVariableConcept-Italic
Myriad Variable Concept
Light Condensed Italic
Open Type
Version 1.025;hotconv 1.0.108;makeotfexe 2.5.65593
False
MyriadVariableConcept-Italic.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
SnowSymbolsIACS
SnowSymbolsIACS
Regular
TrueType
Version 1.030
False
snowsymbolsiacs-webfont.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 2191.3 1186.89]/Type/Page>>
endobj
12 0 obj
<>stream
HKod/7-BDQ%Q0 cύ8sNUu]ߪ~ɟOOWeFyct#(~O>"ru[Rv>cTYbJWWO*+0+!i~Xr:JJ?(Z;J[lcp[i7cRz!:FL0UL\eOW[s1?{Jmn/tĐ~#~pbkG(1#_Z`/,<tn!
eK̕[Xn.kCP7zXo벶tc=ZITSyl*ʵ>FE|Cǣwxf-pgן=~r뛋>?7>^Ə/%