%PDF-1.6
%âãÏÓ
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Varsity_Tutors-4c-In-House 12.01.21
Adobe Illustrator 26.0 (Macintosh)
2021-12-01T10:26:08-08:00
2021-12-01T10:26:08-08:00
2021-12-01T10:26:08-08:00
128
256
JPEG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uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:44c63a2a-84d2-43d2-9cdd-e8d1e0ddc911
uuid:be2f8425-348a-1044-ba2e-1a33934b7873
proof:pdf
xmp.iid:61016261-cdee-4aea-b767-0e6a75a2c272
xmp.did:6e1dc646-e52d-4b65-8cb7-c78ba8f0eb04
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
default
saved
xmp.iid:a4e03989-6a36-47c8-8f3b-c085804841eb
2021-06-07T11:36:13+03:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:44c63a2a-84d2-43d2-9cdd-e8d1e0ddc911
2021-12-01T10:26:06-08:00
Adobe Illustrator 26.0 (Macintosh)
/
Basic RGB
Adobe Illustrator
1
True
False
850.000000
2674.448110
Points
Lato-Regular
Lato
Regular
TrueType
Version 1.104; Western+Polish opensource
False
Lato-Regular.ttf
Lato-Bold
Lato
Bold
TrueType
Version 1.104; Western+Polish opensource
False
Lato-Bold.ttf
Lato-Black
Lato
Black
TrueType
Version 1.104; Western+Polish opensource
False
Lato-Black.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
RobotoCondensed-Bold
Roboto Condensed
Bold
TrueType
Version 2.137; 2017
False
RobotoCondensed-Bold.ttf
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
R=177 G=83 B=156
PROCESS
100.000000
RGB
177
82
156
R=93 G=78 B=122
PROCESS
100.000000
RGB
93
77
121
R=134 G=59 B=169
PROCESS
100.000000
RGB
133
59
168
R=42 G=55 B=115
RGB
PROCESS
42
55
115
R=225 G=231 B=243
RGB
PROCESS
225
231
243
R=174 G=189 B=225
RGB
PROCESS
174
189
225
R=250 G=250 B=250
PROCESS
100.000000
RGB
250
250
250
R=255 G=255 B=255
PROCESS
100.000000
RGB
255
255
255
R=0 G=0 B=0
PROCESS
100.000000
RGB
0
0
0
R=186 G=104 B=200
PROCESS
100.000000
RGB
209
104
204
R=224 G=224 B=224
PROCESS
100.000000
RGB
224
224
224
R=230 G=230 B=230
PROCESS
100.000000
RGB
230
230
230
R=235 G=235 B=235
PROCESS
100.000000
RGB
235
235
235
R=240 G=240 B=240
PROCESS
100.000000
RGB
240
240
240
R=242 G=143 B=143
PROCESS
100.000000
RGB
255
144
144
R=245 G=245 B=245
PROCESS
100.000000
RGB
245
245
245
R=255 G=168 B=167
PROCESS
100.000000
RGB
255
169
168
R=38 G=50 B=56
PROCESS
100.000000
RGB
25
46
53
R=55 G=71 B=79
PROCESS
100.000000
RGB
42
69
78
R=69 G=90 B=100
PROCESS
100.000000
RGB
55
89
100
R=183 G=205 B=249
PROCESS
100.000000
RGB
182
205
249
R=134 G=155 B=197
PROCESS
100.000000
RGB
133
154
196
R=255 G=188 B=174
PROCESS
100.000000
RGB
255
188
174
R=104 G=69 B=116
PROCESS
100.000000
RGB
103
68
116
R=250 G=101 B=98
PROCESS
100.000000
RGB
249
100
98
R=83 G=56 B=94
PROCESS
100.000000
RGB
82
56
93
R=244 G=171 B=159
PROCESS
100.000000
RGB
244
170
158
R=244 G=3 B=72
PROCESS
100.000000
RGB
244
3
72
R=247 G=198 B=99
PROCESS
100.000000
RGB
246
198
98
R=255 G=250 B=213
PROCESS
100.000000
RGB
255
249
212
R=219 G=158 B=54
PROCESS
100.000000
RGB
219
158
54
C=64 M=37 Y=0 K=0
RGB
PROCESS
95
142
201
Cold
1
C=56 M=0 Y=20 K=0
RGB
PROCESS
101
200
208
C=51 M=43 Y=0 K=0
RGB
PROCESS
131
139
197
C=26 M=41 Y=0 K=0
RGB
PROCESS
186
155
201
Grays
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Adobe PDF library 16.03
21.0.0
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 82 0 R/TrimBox[0.0 0.0 850.0 2674.45]/Type/Page>>
endobj
13 0 obj
<>stream
H‰\WKŽ%¹
Ü¿Sä2[¢þ[·¯ÃðÂ(Œ§Õ¦}ÀA*_Ö €z¢’¢$*$¿ýãûñíïßÓñ—¿~?^éšÓŽtÔù¿•ã×ï¯oûW:~ÿß+é˜-ÖG½jǯß^ÿyýñzÌðóùüþïã¿0:F9·lF›ù ½|ÔÕ.«¥y•yõ\ÖññS{á?¾PíªêWšþx«v»¿Œ