%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Stages_Of_Change
PsychologyTools.org
Stages of change transtheoretical model based upon the work of Prochaska and DiClemente
Adobe Illustrator CS5.1
2014-03-15T10:53:15Z
2014-03-15T10:53:15Z
2014-03-15T10:53:15Z
176
256
JPEG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xmp.did:0000C848E8226811808384BC26DB409B
uuid:3e82999a-f28a-1a49-8d44-f4f49d5b26d5
proof:pdf
uuid:8696B66159AB11DEA25196659F01A11D
uuid:b28074df-ece9-c648-8381-c21fb4454b5c
uuid:8696B66159AB11DEA25196659F01A11D
uuid:8696B66159AB11DEA25196659F01A11D
proof:pdf
saved
xmp.iid:0000C848E8226811808384BC26DB409B
2014-03-15T10:53:12Z
Adobe Illustrator CS5.1
/
Adobe PDF library 9.90
1
False
True
595.275391
841.889648
Points
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
9.0d57e1
False
HelveticaNeue.dfont
HelveticaNeue-Light
Helvetica Neue
Light
TrueType
9.0d57e1
False
HelveticaNeue.dfont
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
Charcoal
RGB
PROCESS
63
63
63
Graphite
RGB
PROCESS
102
102
102
Ash
RGB
PROCESS
140
140
140
Smoke
RGB
PROCESS
178
178
178
Latte
RGB
PROCESS
228
188
150
Capuccino
RGB
PROCESS
213
151
88
Mochaccino
RGB
PROCESS
139
92
41
Chocolate
RGB
PROCESS
90
61
28
Mars Red
RGB
PROCESS
143
0
0
Ruby
RGB
PROCESS
191
0
0
Pure Red
RGB
PROCESS
255
0
0
Pumpkin
RGB
PROCESS
255
64
0
Squash
RGB
PROCESS
255
127
0
Sunshine
RGB
PROCESS
255
191
0
Yellow
RGB
PROCESS
255
255
0
Chartreuse Green
RGB
PROCESS
204
255
0
Fresh Grass Green
RGB
PROCESS
125
255
0
Pure Green
RGB
PROCESS
0
255
0
Spearmint
RGB
PROCESS
0
163
61
Holly Green
RGB
PROCESS
0
107
51
Sea Green
RGB
PROCESS
1
83
83
Caribbean Blue
RGB
PROCESS
4
115
145
Mediterranean Blue
RGB
PROCESS
0
160
198
Aloha Blue
RGB
PROCESS
0
96
182
Black Light Blue
RGB
PROCESS
0
60
255
Pure Blue
RGB
PROCESS
0
0
255
Sapphire Blue
RGB
PROCESS
34
16
210
Tanzanite
RGB
PROCESS
66
16
210
Brilliant Purple
RGB
PROCESS
93
16
210
Violet
RGB
PROCESS
130
16
210
Purple Orchid
RGB
PROCESS
171
16
210
Fuschia
RGB
PROCESS
208
16
177
Global Pure Red
PROCESS
100.000000
RGB
255
0
0
Global Squash
PROCESS
100.000000
RGB
255
126
0
Global Yellow
PROCESS
100.000000
RGB
255
255
0
Global Pure Green
PROCESS
100.000000
RGB
0
255
0
Global Mediterranean Blue
PROCESS
100.000000
RGB
0
160
198
Global Pure Blue
PROCESS
100.000000
RGB
0
0
255
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/XObject<>>>/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWrWq0~?e)0mD±,