%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
RCCFF Color5K 5-28-22
Adobe Illustrator 26.1 (Windows)
2022-03-22T10:50:29-05:00
2022-03-22T10:50:29-05:00
2022-03-22T10:50:29-05:00
256
212
JPEG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xmp.did:a40e5d9c-758b-b64a-bcf7-a29d57b62d7d
uuid:dc0b8564-7ffb-4dae-bbe7-a3573cf0b4e9
proof:pdf
uuid:E67238D47446E9118ED8EC98193D7AF9
uuid:1834baee-bd39-4a1c-8d86-a56acb88080b
xmp.did:55c49092-08f4-9241-99ef-e5eebf1068a9
uuid:E67238D47446E9118ED8EC98193D7AF9
proof:pdf
saved
xmp.iid:55c49092-08f4-9241-99ef-e5eebf1068a9
2021-04-09T08:55:52-05:00
Adobe Illustrator 24.2 (Windows)
/
saved
xmp.iid:a40e5d9c-758b-b64a-bcf7-a29d57b62d7d
2022-03-22T10:50:26-05:00
Adobe Illustrator 26.1 (Windows)
/
EmbedByReference
F:\Lisa's Desktop\Red Cloud\rccfff.png
0
0
F:\Lisa's Desktop\Red Cloud\rccfff.png
0
0
Print
Adobe Illustrator
1
True
False
8.500000
11.000000
Inches
BernardMT-Condensed
Bernard MT Condensed
Regular
Open Type
Version 1.51
False
BERNHC.TTF
FranklinGothic-Book
Franklin Gothic Book
Regular
Open Type
Version 2.01
False
FRABK.TTF
FranklinGothic-MediumCond
Franklin Gothic Medium Cond
Regular
Open Type
Version 2.00
False
FRAMDCN.TTF
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
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
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 16.04
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HK+=LmW`qA2
kׂȪr >{o^o_o^oFjY?~/߿}GWHaE}t ?栗-'-Zb/.GɍȏWb^}.
}{ӟ.է?ǖqs>LapH[-Րv}st1U5/};jݺlS}>^kR8\/E_ɻ^9Q9Tjüo-2Nn9vNȚnɣr\eKɅd4z->9v5'JRp}O*nud$O "4Ɏ`O#Ep$G[Nzm&b|:L¶?*\}xeVy}!8)W2Bdbuuׁbguټlx]O?rkBZq<呖ȾуpÉkR[yp-秇eS{m/``Y0[=(=W8;r_h0W3Ϯۑ=4 B} TE;C|
R|2>
4eb=lZ:%q FI
i
_vkE# iZ-Yef2A.;?[Svz{ymkR&dQ٩v"djnqF;i!0jXUD'jVvcb{>l(@4@RP _._w8]MB@]֭ʍ4";*d
>S$a(%X0_5`5=a4s"B郜Dvx)jchyVEQPL)dg}8N%PDFee>rme|P}fB)/1Zk*Kx+C܊J۞-hVD_AFΪ`6(c~g^IxS3L-ʪ*L0(dV8:XUײ=mol#y:_'f