%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
How to Grow Series - Broccoli FINAL
2022-04-28T19:35:45-05:00
2022-04-28T19:35:45-05:00
2022-04-28T19:35:45-05:00
Adobe Illustrator 25.4 (Macintosh)
256
104
JPEG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uuid:dde1b15c-ea0d-014c-ad4f-dda10a37c379
xmp.did:f49fc9be-4f21-4e77-a0ee-e7e8b45fd872
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:171d259a-0929-d542-b3fa-68f86e41e33a
xmp.did:3d8be2a8-39f2-474b-b0c3-3217aafa381f
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:3984fe07-e029-49a8-8058-ef52c04919ec
2018-03-14T08:07:44-05:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:f49fc9be-4f21-4e77-a0ee-e7e8b45fd872
2022-04-28T19:35:43-05:00
Adobe Illustrator 25.4 (Macintosh)
/
EmbedByReference
/Users/natalie/Desktop/Card Designs/FINAL How to Grow Cards/How to Grow Series - Broccoli FINAL_Folder/Links/ISC Broccoli Graphic.png
0
0
EmbedByReference
/Users/natalie/Desktop/Card Designs/FINAL How to Grow Cards/How to Grow Series - Broccoli FINAL_Folder/Links/Local Foods Webpage QR Code.png
0
0
EmbedByReference
/Users/hydetobrien/The Land Connection/New Logos/Logo_NEW_Horizontal_Transparent_Black-08.png
/Users/hydetobrien/The Land Connection/New Logos/Logo_NEW_Horizontal_Transparent_Black-08.png
Print
Adobe Illustrator
False
True
1
5.500000
4.250000
Inches
AmericanTypewriter-Condensed
American Typewriter
Condensed
TrueType
16.0d2e4
False
AmericanTypewriter.ttc
AmericanTypewriter-CondensedBold
American Typewriter
Condensed Bold
TrueType
16.0d2e4
False
AmericanTypewriter.ttc
AmericanTypewriter
American Typewriter
Regular
TrueType
16.0d2e4
False
AmericanTypewriter.ttc
AmericanTypewriter-Semibold
American Typewriter
Semibold
TrueType
16.0d2e4
False
AmericanTypewriter.ttc
AmericanTypewriter-Bold
American Typewriter
Bold
TrueType
16.0d2e4
False
AmericanTypewriter.ttc
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
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 16.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 396.0 306.0]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 396.0 306.0]/Type/Page>>
endobj
25 0 obj
<>stream
HWێF}WS #NxGOnbl+C(qM2I2=UMjtKx`J-vW:uX|=~xR'[/>*zg%vEVqb2ڄ:oyGL*N-ifcw9
IfOyWotf*Ze4/o.(fo{o[8Ͼ$sZd!<&tzqա8IH+۩"RQIC)6 2=zĮȁc2qXO0ԗeSՐYT:Ж[
?IWgӺmjʮc5li7۪aFx~Ȼ`sټ~飸.hUҞAa~t$NMUYHöGySЗ@~"Ŀŷ>gQ>Ѽ+˞)ۮle5| %NO~_|LxӶl/0 :Trt^vp_~%`刷í˪o>csf60;}'1K}Ყ.=:ov m{U8CsAc)!O &$m|Xt ՙU!2q<:¥B9`--$Kދf@DDk9vsFOчsTWcTm$Iu;r'*}ƸVswS,W;i1mqnӵ;ӿpa]Bhda-i|Vi}@qy=ҧ V[`'1UAjzk@*yKq-rE*roxhvn
)=ww#>SlX))жm>p [V
G'5ԞHS:i]ho6xi'n;HTSQVe 9A*:
=ss>G:_1X_z5SwRX|⪫4U*VxHp_4AFvm
fW彴7<[vy3Qp^_9
Cwu`k>mXzam[P^`0ʩ;Ahe&1>={`ǜ!>O^1,'j
,MI/
V*t*p̥1y|/xXHF%L1˷Qjwi^WED6)\e
gˁxPD29%]LTF`*G,_ʒ<rBGhFOq'K[Aixc*7u/H)hr9l{mHGaN9#Kic)t掙".xOJXo d9d!]IS}B'Oe:Ky\#_s"GT(wW)DЏ