%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 57 0 R 58 0 R 59 0 R 60 0 R 61 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2022 Radiant-RWH-S Technical Drawing
2022-01-20T09:54:53-05:00
2022-01-20T09:54:53-05:00
2022-01-20T09:49:28-05:00
Adobe Illustrator 26.0 (Windows)
200
256
JPEG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uuid:332a1ffd-c2cd-4aa7-bc46-6d494369be29
xmp.did:3a476d94-ef51-f940-840d-4bc11abb6023
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e4131311-8fdf-4c25-8c71-9d5e2bfd270f
xmp.did:999488dd-a252-9845-8bcf-bdfd69563549
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:496b7677-2a99-0448-ae6a-d70beb830a40
2021-07-28T09:36:30-04:00
Adobe Illustrator 25.3 (Windows)
/
saved
xmp.iid:3a476d94-ef51-f940-840d-4bc11abb6023
2022-01-20T09:49:28-05:00
Adobe Illustrator 26.0 (Windows)
/
EmbedByReference
C:\Users\PeterManidis\AppData\Roaming\Adobe\Creative Cloud Libraries\LIBS\D0E7550D515DC0F40A490D44_AdobeID\creative_cloud\dcx\4a071d00-d1d0-4c83-89dd-15ead049119b\components\495e968a-742b-42b3-8377-c2f35a946dee.ai
xmp.did:aaa30eb2-a54e-4015-ab75-02043de25f1a
uuid:f9f4c36b-1bad-481f-81f8-cc1512ded09d
Print
Adobe Illustrator
False
True
1
612.000000
792.000000
Points
ZAAAAA+BebasNeue
ZAAAAA+BebasNeue
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
BebasNeue
Bebas Neue
Regular
Open Type
Version 1.400
False
BebasNeue.otf
Calibri
Calibri
Regular
Open Type
Version 6.23
False
calibri.ttf
RopaSans-Regular
Ropa Sans
Regular
Open Type
Version 1.002
False
RopaSans-Regular.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
AutoCAD Color 2
PROCESS
100.000000
CMYK
74.972147
67.919427
67.049664
90.145719
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 16.03
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 75 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
63 0 obj
<>stream
HW]o}_݇xͼYk-W@HAcŭȿ9Yi !@ó$//cs3O3vsڙ71?f_եhxmżrD=y0V(4֎&W^ #cc.J
êDmɛl!%D
]< 68Ch( 7̅b}l~)A7o 5[;,kR*Q[JWE\]cqo(56rVyԯPBRݕWŊH6'[:i/ٶK83vJX`}KY.6H]V^i=m0QKfB,T>&}=Ҋ{'KGF|-ѦĻ/3JߕT)Մ,c7ͺDf~2Jag|Obʼn$!axrޓWl IFvu
r9g2Scr\|ism=(Qpl.QV@KI,q3\{Ġ2ab
i}!M,LGFF,8CIE4;*ף\qymȠ9K)$&DJ}MqcUM-Vzd
,J%-Pi1[a%-K}ЂX {UFSq?K0p[¶n?-헲_sn jHSt$&S
X=+zE@M(!dJGq#ŵZH1gcpǐ*I%y
Q#k~(ւ xJw,"S6xXAS^(
{#KiN8b4c$-ףLv]xQU,H#,Xո#:5zUEVQ1 BT*@Cԛ
LP>`%tƯ~Yp@S/v "D1Z$WfH`؋Nd@ao]v!!yG'~(!/CEV<[Ibh>aN.^5'D:_Ӫ!&rIPHJK|u'_B4uZ/߅lWϽ{DƌgxM+I )|،@gw4Ԯ*SIMqFP^D|aX)FFWJ}s:Hy\)D)=
!N=55wlxzI$i I
j(eL Vvif.⌆Q@ǘe czpwJLO(:-=_$)UiiU"Xs^`݀H[PV#.K*ϲ^z(_}XKJ73Zcc̸LH!8&vlcU