%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Pear Sticker
2018-10-15T13:38:44-04:00
2018-10-15T13:38:44-04:00
2018-10-15T13:38:43-04:00
Adobe Illustrator CC 2015.3 (Windows)
256
184
JPEG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uuid:75ce62fd-4ed0-4a1e-8e80-4a3373d1046a
xmp.did:4d17d558-7c2d-794f-af8d-df3455d94efc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:103c2b7e-5855-4a1d-9f31-2a1ebf847cca
xmp.did:7e309811-2e1e-2446-a367-ad48e2983e1c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:152dcc4b-7415-2e42-8ec4-fb6c715131cb
2016-02-24T10:09-05:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:4d17d558-7c2d-794f-af8d-df3455d94efc
2018-10-15T13:38:37-04:00
Adobe Illustrator CC 2015.3 (Windows)
/
EmbedByReference
D:\Start with half a cup\Harvest For Schools\2018\Peariffic-caps.psd
adobe:docid:photoshop:9a5f7e04-a709-11e8-b948-d6d5df6797d2
xmp.iid:d0b33e7d-dcc4-7542-ae17-2c2ae8feee1d
EmbedByReference
D:\Start with half a cup\Harvest For Schools\2018\yellow pear.psd
adobe:docid:photoshop:f03b6ef6-33a0-11e8-b45e-ae4cf6256bb0
xmp.iid:702fdd50-c7e7-7b44-9121-65a8f9ab67aa
EmbedByReference
D:\Start with half a cup\Harvest For Schools\2018\pear.psd
adobe:docid:photoshop:578b8420-33a0-11e8-b45e-ae4cf6256bb0
xmp.iid:3dad2854-e610-f744-a2a0-4b7cb812dd8a
EmbedByReference
E:\Start with half a cup\Harvest For Schools\2016 posters\beet it 4.psd
EmbedByReference
E:\Start with half a cup\Harvest For Schools\2016 posters\Beet golden and chiogga.psd
D:\Start with half a cup\Harvest For Schools\2018\Peariffic-caps.psd
adobe:docid:photoshop:9a5f7e04-a709-11e8-b948-d6d5df6797d2
xmp.iid:d0b33e7d-dcc4-7542-ae17-2c2ae8feee1d
D:\Start with half a cup\Harvest For Schools\2018\yellow pear.psd
adobe:docid:photoshop:f03b6ef6-33a0-11e8-b45e-ae4cf6256bb0
xmp.iid:702fdd50-c7e7-7b44-9121-65a8f9ab67aa
D:\Start with half a cup\Harvest For Schools\2018\pear.psd
adobe:docid:photoshop:578b8420-33a0-11e8-b45e-ae4cf6256bb0
xmp.iid:3dad2854-e610-f744-a2a0-4b7cb812dd8a
E:\Start with half a cup\Harvest For Schools\2016 posters\beet it 4.psd
E:\Start with half a cup\Harvest For Schools\2016 posters\Beet golden and chiogga.psd
Print
False
True
1
8.000000
8.000000
Inches
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
R=0 G=186 B=15
PROCESS
100.000000
CMYK
78.313875
0.000000
100.000000
0.000000
R=174 G=249 B=0
PROCESS
100.000000
CMYK
35.135421
0.000000
100.000000
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 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[9.0 9.0 585.0 585.0]/Type/Page>>
endobj
8 0 obj
<>stream
H͎$
u6PIk'C|$$Y=[!h*IA_5S.iusǿ_|G#ldg?~d#7>/7QR>_z㴞w}_xK}:zɿtޏ7>zgl8Χ90VS3A'KN6^-mVIV͚۴WZZ+ .wdO~L
0c3Hn@#Z)i
Ng/1y.'7s3