%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
decisiontree_sp
2023-05-17T11:59:04-04:00
2023-05-17T11:59:04-04:00
2023-05-17T11:59:04-04:00
Adobe Illustrator 24.3 (Macintosh)
256
200
JPEG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==
uuid:ed943587-fd22-a94b-b164-54b002ae56b6
xmp.did:b06a220f-98f3-4028-9dc8-9ad0341cac70
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:dba5c251-ebfb-4d7d-8ea2-6b4d65dd4ceb
xmp.did:dba5c251-ebfb-4d7d-8ea2-6b4d65dd4ceb
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:52149ce6-1b2f-49db-8f59-e0b1feabfae4
2023-02-01T12:52:28-05:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:b06a220f-98f3-4028-9dc8-9ad0341cac70
2023-05-17T11:58:57-04:00
Adobe Illustrator 24.3 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
11.000000
8.500000
Inches
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
Arial-ItalicMT
Arial
Italic
Open Type
Version 5.00.2x
False
Arial Italic.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.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
C=15 M=2 Y=0 K=0
PROCESS
100.000000
CMYK
15.371938
2.053864
0.366217
0.000000
C=11 M=0 Y=19 K=0
PROCESS
100.000000
CMYK
10.528725
0.241093
18.847944
0.000000
C=8 M=0 Y=8 K=0
PROCESS
100.000000
CMYK
7.559319
0.000000
8.169680
0.000000
C=3 M=23 Y=0 K=0
PROCESS
100.000000
CMYK
3.302052
22.583352
0.268559
0.000000
C=0 M=2 Y=7 K=0
PROCESS
100.000000
CMYK
0.000000
1.785306
7.165636
0.000000
C=83 M=49 Y=3 K=0
PROCESS
100.000000
CMYK
83.346301
48.694590
2.545205
0.000000
C=79 M=5 Y=99 K=0
PROCESS
100.000000
CMYK
78.811318
5.261311
99.014264
0.158694
C=53 M=1 Y=96 K=0
PROCESS
100.000000
CMYK
53.105968
1.074235
95.605397
0.000000
C=19 M=1 Y=22 K=0
PROCESS
100.000000
CMYK
18.738078
1.254292
21.631189
0.000000
C=0 M=17 Y=0 K=0
PROCESS
100.000000
CMYK
0.076295
16.510262
0.000000
0.000000
C=8 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
7.772946
0.000000
0.000000
0.000000
C=44 M=97 Y=21 K=3
PROCESS
100.000000
CMYK
44.046691
97.033644
20.617990
2.856489
C=10 M=13 Y=0 K=0
PROCESS
100.000000
CMYK
9.567406
12.567329
0.106813
0.000000
C=74 M=97 Y=0 K=0
PROCESS
100.000000
CMYK
74.361789
96.551460
0.000000
0.000000
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 17 0 R/TrimBox[9.0 9.0 801.0 621.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWێ}'G booF\J5K9T_fܡ
<gTb߽웿bLp<~L,-`o/LbP:ţƲ>ѯs:ik`'p{BB
1kJeK]e-Z>kƛiϴ8ɣ]H[<5Z _DRcV9)@֊wI8zd qKN$>HŔ\`xǝz\x[Cu,[:z(TC^:5a7\Bz'>/v[A=Xg^ͭ|6č%4usG2 Ey
&3`=w5wڰhaVvJ\>(=,HeZ6+zLњ++,+w@9jV+ ]aP
&Q(k"ZheE\$Ī*/ڔ~`墥BU1Z.}I
Rt^:JKkRK(H$yn6#7F&iȨ*/ɾq i2B䐚SHlC'
TNUζf6L-vͻҝ*-R92 f&eT 4O:P9eT̳yTeT*U4} bNWdq"Lԩp[80_e q̦kMd:+BVrДࢥBU1J$(1UNf6*.1^7όj2c23v
9Rc
5?HrH
u7鈟~bѕɑZW9ۚ>圹Tns&?q3p!JTAsnu"ȩFd$B@^.Qk圹@ZPh\T,Cw:jMmN:4.L0&×BX]17YD6*RQIy&u/ZOCǏƥӍϣpr8t{w/W*4FGoѕԲfPn,[Sf-8*H<^{/(E*:EG_l`9//^QKlfcTe|r-<ۓMS\aFﳆyq_Pu[G*'3Jy[jyVOZ
\\YaU$8c+' odDq/[N(ɤd}>X#y^dI:?&g%R(4.7e Edu2O+JɊƌ3_#.GPWaizǞ}~B/onBjn0ago]Z̸_gw+/zY
ua]-}ڭ[mJ$mַۯ˛gkIbL~0zwfڽDwݽ{vwϻၱ{O/nj/cׯeJ(VLLjve"ưŋW}7߬ݒ'&;PyE*s^tT\X:e@@kGk&V^)#%|!
eG\w=92u6iƻ5uw؏CHE?lw~
lF欆.mU1RfZdc%[ݺ섊Iͧ#!O[d8g_ݭ;ܱ~[Zt3.#G4Sݕ{aPq3+W`w)Bw9TS,l~UHQ6nv3zLqV-
M$㽺"b;+@N'Iֵ֨Z7GW?ww])5h4C'9&_cɲ[Ǝmd mCMcLjʑR`ϞGz_tgo7K*!D^_N8.}KfZ$or<J'%gr8!CCJN1͖aXZsn<:t8Iys(V
jb^Tn'a JՀTMP+VŢq}#s\6NriFDZP!tvt *YJQ|ML2e&${;gI,~A`N_nms%^~mꗥ289Q
rmp*jY%9{}E- 3cc/f!侺s}}NDVUVJECwEtedDg?/hR.͟eEEƌ C;k!7!gPPr(C9gSߪCj],4wkr:T
c?qZ̤7ds@94 H :SR\ȫZhk"Qf/f/?AP'B/7'o_F]kZ
e>.l*|.DZ!ǘK+Hf&u)"׀&-"ej\h"l49jhr庲VEs/Y{?:&nO}v1^IڜЮy wNխrծ'nz,+ZC 9