%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 7 0 R 8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Fabric Planner
2018-04-17T20:17:27-07:00
2018-04-17T20:17:27-07:00
2018-04-17T20:17:27-07:00
Adobe Illustrator CC 2014 (Macintosh)
200
256
JPEG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uuid:4d1ae3de-0c65-d445-bb0f-27b5f69f354f
xmp.did:57d48a9c-ce1c-4949-acfa-85c2548c17c4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4ed60e9c-0e9b-064d-833b-101410e8cfdb
xmp.did:061f45b3-4c56-40da-a9fd-d0b7fe3b80c2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4206f540-8914-4d20-a902-035f8bb572fe
2017-10-29T15:36:22-07:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:57d48a9c-ce1c-4949-acfa-85c2548c17c4
2018-04-17T20:17:23-07:00
Adobe Illustrator CC 2014 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
FHAModernizedIdealClassicNC
FHA Modernized Ideal ClassicNC
Regular
TrueType
Version 1.000
False
FHA ModernIdealClassic_NC.ttf
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=20 Y=73 K=0 1
CMYK
PROCESS
15.294118
19.607843
73.333335
0.000000
C=15 M=26 Y=38 K=0 1
CMYK
PROCESS
14.917649
26.070586
38.494113
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 11.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[18.0 18.0 630.0 810.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWn5
SVDn?E!(E$m/J=="U!E3ן7gf^q63g{7bٛĦP̿7ϯ'ok^8b1>8!l^%wl9bċ5/+,GldsSxw~Ŗ
aƐ-TlLP.Q:
x! dC%ϙ-%vp"УX>edAtVny;-%'ы˘)H
+6}L` ={2
VXgPh8G˚Ć1e[Eyj[]@[Fܛ͑;L.s0GGq
ڻ(-^OZr
mZ
뢌:?G>LqM
]:T8y%"[R/H7 cz
I'ЗE?`-L=@=!R/k#ރɒL7Hط'uL'vCltF(amz@Z5șBDd컘JNTB._[ /:#:W.$d!{6}%ux3=r}T6ycx"a]Cnҿ:D+Cx:"r}5>v|"9"kaEi
]%(ch3xAER zj\w,[uփ+k9'-K]6<[ DIk5
-缑O8%pOnRl ,@?_ֿo!LYdrõ]ή![ 8\I4#X%;xo?3GX:²A!C~{o)?xQax"Pd6%ߛ/]ށ8!-ɗ
MϾu
| q
0K^,w5ͭ~0fɭ4ݵg@ى#7~g75ڐ3U
4 GrN%/.%z x4nx'Aqi*PܴzGuBkOhi9xTFu@cl:"#'u3Be)iMVdp{@Տ\d8>W[+.}px,4;(#IfEl{͜lkm8(CS
]
pTb' RwXw+3k,.+~W>vuw!h%жL^'Dio
T؆h7tu>!u6'A1l.B%/Ά20|Ie1P?@'90Rg("VO(qUGXxVȻڮ`?JZFakkKOݰփ՟v'LxFHFb䨆m־WIv2pνA(efkq$0.-H_-S|o]^R\vǭy*owJQ6|#9ykP~_rԹJu9)';I}^P$^y+
drx[#I3dzbs9p,y SOG@c{R3e66H Л
_@}6B:bdڞS'w!?