%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 35 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2025-26 BSIA Trad Sheet
2025-05-22T16:18:46-04:00
2025-05-22T16:18:46-04:00
2025-05-22T16:18:46-04:00
Adobe Illustrator 27.5 (Macintosh)
256
172
JPEG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=
uuid:6f9f2e97-9d49-bd4f-9c01-41ad746e6c1d
xmp.did:bb56c29e-ed95-43d9-b25f-4a43a1b69902
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:79488654-ddc1-4c47-bce1-acbbae6b44b9
xmp.did:459b8ab7-d2e3-4fca-944e-39c20ebe93dd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5454391f-0302-b747-a52f-9839044fa82e
2013-12-09T13:42:30-05:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:bb56c29e-ed95-43d9-b25f-4a43a1b69902
2025-05-22T12:25:24-04:00
Adobe Illustrator 27.5 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
17.000000
11.000000
Inches
GothamNarrow-Light
Gotham Narrow
Light
Open Type
Version 2.200 Pro
False
GothamNarrow-Light.otf
GothamNarrow-Book
Gotham Narrow
Book
Open Type
Version 2.200 Pro
False
GothamNarrow-Book.otf
GothamNarrow-Medium
Gotham Narrow
Medium
Open Type
Version 2.200 Pro
False
GothamNarrow-Medium.otf
GothamNarrow-MediumItalic
Gotham Narrow
Medium Italic
Open Type
Version 2.200 Pro
False
GothamNarrow-MediumItalic.otf
GothamNarrow-Bold
Gotham Narrow
Bold
Open Type
Version 2.200 Pro
False
GothamNarrow-Bold.otf
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
UT Group
1
R=0 G=0 B=0
CMYK
PROCESS
74.609400
67.578100
66.796900
89.843800
R=26 G=26 B=26
CMYK
PROCESS
72.265600
66.406300
64.843800
77.734400
R=51 G=51 B=51
CMYK
PROCESS
69.140600
62.890600
61.718800
58.203100
R=77 G=77 B=77
CMYK
PROCESS
65.234400
57.812500
56.640600
36.328100
R=102 G=102 B=102
CMYK
PROCESS
59.375000
51.171900
50.390600
19.921900
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
49.218800
98.046900
0.000000
C=0 M=50 Y=98 K=35
CMYK
PROCESS
26.171900
61.718800
100.000000
12.500000
C=0 M=49 Y=74 K=0
CMYK
PROCESS
0.000000
48.828100
73.437500
0.000000
R=128 G=128 B=128
CMYK
PROCESS
51.562500
42.968800
42.968800
7.421900
R=153 G=153 B=153
CMYK
PROCESS
42.578100
34.765600
35.156300
1.171900
R=179 G=179 B=179
CMYK
PROCESS
30.468800
24.218800
24.609400
0.000000
R=204 G=204 B=204
CMYK
PROCESS
19.140600
14.843800
15.625000
0.000000
R=230 G=230 B=230
CMYK
PROCESS
8.593800
6.250000
6.640600
0.000000
R=242 G=242 B=242
CMYK
PROCESS
3.515600
2.343800
2.343800
0.000000
Color Group 4
1
C=0 M=49 Y=98 K=0
CMYK
PROCESS
0.000000
49.218800
98.046900
0.000000
C=31 M=44 Y=100 K=9
CMYK
PROCESS
31.284046
44.483098
100.000000
8.523689
C=3 M=27 Y=100 K=0
CMYK
PROCESS
2.844282
26.712441
100.000000
0.000000
C=75 M=31 Y=100 K=18
CMYK
PROCESS
75.423819
30.536354
100.000000
17.602807
C=60 M=12 Y=100 K=1
CMYK
PROCESS
60.207522
12.161440
100.000000
0.662242
Color Group 3
1
C=0 M=49 Y=50 K=0
CMYK
PROCESS
0.000000
49.396503
50.286102
0.000000
C=0 M=30 Y=64 K=0
CMYK
PROCESS
0.314336
30.286106
64.199281
0.000000
C=10 M=48 Y=67 K=0
CMYK
PROCESS
10.357824
47.922483
67.129010
0.094606
C=8 M=69 Y=59 K=0
CMYK
PROCESS
8.215457
69.353777
59.313339
0.283818
C=0 M=72 Y=35 K=0
CMYK
PROCESS
0.000000
71.563286
34.927899
0.000000
treesinthewoods
1
R=54 G=70 B=86
CMYK
PROCESS
80.560005
64.785224
47.186998
34.149688
R=93 G=107 B=116
CMYK
PROCESS
66.366059
49.845120
43.628594
15.002669
R=148 G=164 B=165
CMYK
PROCESS
44.721138
27.716485
31.943235
0.341802
R=242 G=245 B=233
CMYK
PROCESS
3.961242
0.854505
8.435187
0.000000
R=191 G=192 B=162
CMYK
PROCESS
26.660562
17.630273
38.901350
0.000000
Color Group 1
1
C=52 M=16 Y=0 K=0
CMYK
PROCESS
52.376592
16.137941
0.000000
0.000000
C=17 M=1 Y=0 K=0
CMYK
PROCESS
17.181657
1.327535
0.000000
0.000000
C=81 M=51 Y=25 K=4
CMYK
PROCESS
81.094068
51.003277
24.686044
3.704890
C=30 M=76 Y=76 K=22
CMYK
PROCESS
29.697108
76.092160
76.021969
22.415502
C=4 M=62 Y=57 K=0
CMYK
PROCESS
4.480049
61.861598
56.603336
0.036622
C=0 M=19 Y=13 K=0
CMYK
PROCESS
0.000000
19.143969
13.009842
0.000000
Color Group 2
1
C=0 M=49 Y=50 K=0
CMYK
PROCESS
0.000000
49.396503
50.286102
0.000000
C=0 M=18 Y=16 K=0
CMYK
PROCESS
0.000000
18.298618
15.744258
0.000000
C=25 M=70 Y=77 K=13
CMYK
PROCESS
25.293353
70.376134
77.459371
13.260089
C=75 M=7 Y=93 K=0
CMYK
PROCESS
74.773782
7.162584
92.901498
0.051881
C=48 M=0 Y=72 K=0
CMYK
PROCESS
48.477912
0.000000
71.776909
0.000000
C=19 M=0 Y=25 K=0
CMYK
PROCESS
18.957809
0.000000
25.284198
0.000000
UT Colors
1
UT ORANGE
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
TORCH
CMYK
PROCESS
0.000000
85.000000
100.000000
0.000000
SUMMITT
CMYK
PROCESS
25.000000
0.000000
10.000000
0.000000
RIVER
PROCESS
100.000000
CMYK
69.999999
40.000001
25.000000
10.000000
GLOBE
CMYK
PROCESS
100.000000
65.000000
35.000000
0.000000
ROCK
CMYK
PROCESS
0.000000
0.000000
0.000000
55.000000
LIMESTONE
CMYK
PROCESS
5.000000
5.000000
10.000000
0.000000
ENERGY
CMYK
PROCESS
0.000000
90.000000
20.000000
0.000000
EUREKA!
CMYK
PROCESS
10.000000
0.000000
75.000000
0.000000
LEGACY
CMYK
PROCESS
60.000000
20.000000
50.000000
10.000000
SUNSPHERE
CMYK
PROCESS
0.000000
15.000000
90.000000
0.000000
VALLEY
CMYK
PROCESS
100.000000
50.000000
65.000000
0.000000
C=100 M=50 Y=10 K=0
CMYK
PROCESS
100.000000
50.000000
10.000000
0.000000
SWITCHGRASS
CMYK
PROCESS
25.000000
0.000000
80.000000
10.000000
SMOKEY
CMYK
PROCESS
0.000000
0.000000
0.000000
85.000000
Adobe PDF library 17.00
endstream
endobj
3 0 obj
<>
endobj
37 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 40 0 R/TrimBox[0.0 0.0 1224.0 792.0]/Type/Page/PieceInfo<>>>
endobj
38 0 obj
<>stream
HW[oW~_qVs|G<̂`I``/Eʏ߯mEBrwtݾSUɌ= v|ƺc9,R,2,r,
۬Y:|TL*eؔ>^t?+L2~hJXeV;l$j:Ta!pcMFaFהRhyw
_$ZKY\ȪBB>[(4ijUݻM4G8Np;;E,jlbL7 Bjrʦc '?Ύ@C"T+aGN.ﮮooynj먺͊8>|loܬRaޙZMi0R*Qr+:pK#9R%WtΰKY>
)kǰ`*FeSTxX6&nOAbJu's}}~bWkÐڜ@DÕf0E(Zdv