%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
eel-mini-book
Adobe Illustrator CS5.1
2018-05-11T11:02:39-04:00
2018-05-11T11:02:39-04:00
2018-05-11T11:02:39-04:00
188
256
JPEG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xmp.did:3AC33C401E55E8118E3CE074A2784E06
uuid:aa0fe358-2ae1-4a9b-bec8-ad45c5e28ec4
uuid:2D4CC92866EBE0119D9DDF3411296C62
proof:pdf
xmp.iid:39C33C401E55E8118E3CE074A2784E06
xmp.did:39C33C401E55E8118E3CE074A2784E06
uuid:2D4CC92866EBE0119D9DDF3411296C62
proof:pdf
saved
xmp.iid:5068EECB2205E8119B76C8A7762A0EAF
2018-01-29T13:33-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:5168EECB2205E8119B76C8A7762A0EAF
2018-01-29T13:33:53-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:2BDDDCA5A506E81198FCCE67835151DC
2018-01-31T11:48:23-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:2CDDDCA5A506E81198FCCE67835151DC
2018-01-31T11:48:56-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:2DDDDCA5A506E81198FCCE67835151DC
2018-01-31T11:52:12-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:2EDDDCA5A506E81198FCCE67835151DC
2018-01-31T11:52:27-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:30DDDCA5A506E81198FCCE67835151DC
2018-01-31T11:52:52-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:15B28FE25A0BE811A1F1B1A8B00A064E
2018-02-06T11:29:21-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:19B28FE25A0BE811A1F1B1A8B00A064E
2018-02-06T12:56:41-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:1AB28FE25A0BE811A1F1B1A8B00A064E
2018-02-06T12:57:12-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:1BB28FE25A0BE811A1F1B1A8B00A064E
2018-02-06T12:59:57-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:1CB28FE25A0BE811A1F1B1A8B00A064E
2018-02-06T13:10:08-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:1DB28FE25A0BE811A1F1B1A8B00A064E
2018-02-06T13:12:18-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:1EB28FE25A0BE811A1F1B1A8B00A064E
2018-02-06T13:13:58-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:8488C7FB6C0BE811A1F1B1A8B00A064E
2018-02-06T13:38:54-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:439F58695D2BE81186568657E3B75A2B
2018-03-19T06:08:03-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:37C33C401E55E8118E3CE074A2784E06
2018-05-11T09:21:44-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:38C33C401E55E8118E3CE074A2784E06
2018-05-11T09:22:22-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:39C33C401E55E8118E3CE074A2784E06
2018-05-11T09:22:40-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:3AC33C401E55E8118E3CE074A2784E06
2018-05-11T11:02:33-04:00
Adobe Illustrator CS5.1
/
EmbedByReference
\\R2d2\r2d2\Worksheets\watermark\watermark.png
EmbedByReference
\\R2d2\r2d2\Worksheets\word-families\eel\eel-mini-book_YSJJS\Word Family_EEL 4.png
EmbedByReference
\\R2d2\r2d2\Worksheets\word-families\eel\eel-mini-book_YSJJS\Word Family_EEL 3.png
EmbedByReference
\\R2d2\r2d2\Worksheets\word-families\eel\eel-mini-book_YSJJS\Word Family_EEL 2.png
EmbedByReference
\\R2d2\r2d2\Worksheets\word-families\eel\eel-mini-book_YSJJS\Word Family_EEL 1.png
Basic RGB
1
True
False
8.500000
11.000000
Inches
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
RGB Red
RGB
PROCESS
255
0
0
RGB Yellow
RGB
PROCESS
255
255
0
RGB Green
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blue
RGB
PROCESS
0
0
255
RGB Magenta
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
204
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
153
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
R=241 G=241 B=242
GRAY
PROCESS
12
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>>>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>stream
HWɎ%ܸ]%`ѐÌI'3"YZ=Ⱦ
M%2/|GX;WaὟ?^cyC~fs-;-ϟߏ忟vGDhg7s7:UO7XsbVV[|=5z}α?[8~ZТyXGWk2f7MW'x9FՎގ_9yv#$63y&/1ʫ{f/zʰΈyׇ~8ݚ {EXNE1F]zz\;0Ky$ׇ桚FM
03jiLܬ{~-I
xMȸ)3
ikxUu5_0)Ryg\ϽHH
[9n
Tׁ#E9wª$3 gSֻڊ¼+J(Ȝ\]? U{XEbLaX~)/6,(.;\=>
e&tIF;/$./ ְ9ܔV=cD`>
Bɛ՞1|Y2ᩑ9K:Dž^\\2^,uCI$=7.Z h%|8B
9}2\1/Xv\s
)>jF%܅VpkU_>=-AI2/<$Eg,~T4s>#d ezFD~^ 6\:r5%ǎ樭y#m$6s#'
*\֢ud57:LeG(~
r%LiGbÏ+Lm쪐