%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R 109 0 R 206 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
stressmanagement_resourcesheet
Adobe Illustrator 25.3 (Macintosh)
2021-07-14T09:09:43-05:00
2021-08-05T10:53:11-05:00
2021-08-05T10:53:11-05:00
256
212
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:4a0bf9e9-a87d-4860-86a1-71fe1917c86c
uuid:09c0fdb3-5121-0640-b26a-e0d400f764be
uuid:0273cfae-c55b-de4d-bb69-3bdda9969b4f
xmp.did:3621ffb6-da2d-4134-b9a2-caf8d17c0dbc
uuid:65E6390686CF11DBA6E2D887CEACB407
default
saved
xmp.iid:cc805bec-8a0c-470a-a8c9-e954c094f0e0
2021-07-06T10:42:22-05:00
Adobe Illustrator 25.3 (Macintosh)
/
saved
xmp.iid:4a0bf9e9-a87d-4860-86a1-71fe1917c86c
2021-07-14T09:09:41-05:00
Adobe Illustrator 25.3 (Macintosh)
/
Web
Adobe Illustrator
1
True
False
8.500000
11.000000
Inches
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
Alstoria-Regular
Alstoria
Regular
Open Type
Version 1.002;Fontself Maker 3.2.2
False
Alstoria Demo.ttf
CanelaText-Regular
Canela Text
Regular
Open Type
15.0d1e5
False
CanelaText.ttc
CanelaText-RegularItalic
Canela Text
Regular Italic
Open Type
15.0d1e5
False
CanelaText.ttc
CanelaText-Medium
Canela Text
Medium
Open Type
15.0d1e5
False
CanelaText.ttc
CanelaText-Bold
Canela Text
Bold
Open Type
15.0d1e5
False
CanelaText.ttc
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
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
Web Color Group
1
R=63 G=169 B=245
RGB
PROCESS
63
169
245
R=122 G=201 B=67
RGB
PROCESS
122
201
67
R=255 G=147 B=30
RGB
PROCESS
255
147
30
R=255 G=29 B=37
RGB
PROCESS
255
29
37
R=255 G=123 B=172
RGB
PROCESS
255
123
172
R=189 G=204 B=212
RGB
PROCESS
189
204
212
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 226 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 238 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
227 0 obj
<>stream
HWێF}WT^l6~:E"DȖH<|ꦨz(N]TOo&4KL,YVxv g %Tؔ:mfopYβ@V"%diaܚ4+*ԉh2?D9͗QXE1h+GZFVIMG1m'SSX9yjSQ'jO