%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LONGBOARD_SI_COLORING_PAGE
2022-11-01T09:03:26-04:00
2022-11-01T09:03:26-04:00
2022-11-01T09:03:26-04:00
Adobe Illustrator 27.0 (Macintosh)
188
256
JPEG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=
uuid:e75c6a63-6fb8-c74f-ad6a-32cf748bc266
xmp.did:159e0ddd-31ea-45fe-98d4-44d2857c0c95
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:31c4313d-7ab8-3b4b-b483-82dcff2f52d4
xmp.did:8df71693-0eb4-4bcf-b71a-403fecad2ed4
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:1aafd53f-f0bf-4173-853d-cb83b46d5f9e
2021-07-28T19:14:15-04:00
Adobe Illustrator 25.3 (Macintosh)
/
saved
xmp.iid:159e0ddd-31ea-45fe-98d4-44d2857c0c95
2022-11-01T09:03:24-04:00
Adobe Illustrator 27.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
8.500000
11.000000
Inches
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
236
28
36
CMYK Yellow
RGB
PROCESS
255
241
0
CMYK Green
RGB
PROCESS
0
165
81
CMYK Cyan
RGB
PROCESS
0
173
238
CMYK Blue
RGB
PROCESS
46
49
145
CMYK Magenta
RGB
PROCESS
235
0
139
C=15 M=100 Y=90 K=10
RGB
PROCESS
189
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
238
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
240
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
246
147
29
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
248
236
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
214
222
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
140
197
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
180
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
147
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
181
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
166
156
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
169
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
28
117
187
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
143
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
144
C=50 M=100 Y=0 K=0
RGB
PROCESS
145
39
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
157
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
217
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
237
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
193
180
154
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
132
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
195
153
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
129
132
C=0 M=0 Y=0 K=50
RGB
PROCESS
146
148
151
C=0 M=0 Y=0 K=40
RGB
PROCESS
166
168
171
C=0 M=0 Y=0 K=30
RGB
PROCESS
187
189
191
C=0 M=0 Y=0 K=20
RGB
PROCESS
208
210
211
C=0 M=0 Y=0 K=10
RGB
PROCESS
229
230
231
C=0 M=0 Y=0 K=5
RGB
PROCESS
240
241
241
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
236
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
241
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
160
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
153
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
151
Adobe PDF library 16.07
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Properties<>>>/Thumb 10 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page/PieceInfo<>>>
endobj
8 0 obj
<>stream
H\WK6)tRvڀWabPq/3О$)C)R~/ߏG8ڰF;|=S:krۯǟ</Y:3|Px/{dz9J_ %6*ֆZg·߅#,=:w;g!t?6
T
Plpd_07{6sd_!,QIƢ״ev|