%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 8 0 R 33 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
QM-WRISTBANDS TpsTrcksSht-02
2019-12-10T16:19:43-08:00
2019-12-10T16:19:43-08:00
2019-12-10T16:18:24-08:00
Adobe Illustrator CC 23.1 (Windows)
188
256
JPEG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uuid:1109af21-3b43-456e-850d-429ea44c02db
xmp.did:1fab2bbc-58e1-554e-867f-aa13a316fccc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:67415a0a-7ae1-4ffb-93ef-106b56d5bd9b
xmp.did:c97ac902-7049-3749-8218-375df07e6fd5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:BDE5CB83D2D3E41184F9FAAB2D485189
2015-03-26T09:09:43-07:00
Adobe Illustrator CS5
/
saved
xmp.iid:1fab2bbc-58e1-554e-867f-aa13a316fccc
2019-12-10T16:18:24-08:00
Adobe Illustrator CC 23.1 (Windows)
/
Print
False
True
1
8.500000
11.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-SemiboldIt.otf
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
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
238
64
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
240
90
40
C=0 M=50 Y=100 K=0
RGB
PROCESS
246
146
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
236
49
C=20 M=0 Y=100 K=0
RGB
PROCESS
214
222
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
139
197
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
55
179
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
147
69
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
41
180
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
166
156
C=70 M=15 Y=0 K=0
RGB
PROCESS
38
169
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
187
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
56
143
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
97
C=75 M=100 Y=0 K=0
RGB
PROCESS
101
45
144
C=50 M=100 Y=0 K=0
RGB
PROCESS
144
39
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
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
236
41
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
113
101
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
90
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
195
153
107
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
124
79
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
93
59
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
40
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
56
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
35
20
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
64
64
65
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
112
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
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
241
242
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
21
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
34
64
153
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
151
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageB]/Properties<>/XObject<>>>/Thumb 42 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
35 0 obj
<>stream
H[oT9W1po~m@LC~hF4 VD?km.$T\}]g%7}_ߌo睄UzZ;W~%}Eۏg?~ŧݯ;qH}%>V{www>|-%Fa=ov!R`@_]+On/ڒmۉƻv !v2ldddNFQ<c̜C%Xo%Z}av,8%xpfn~9o3%59K~%#_92*,[eFs矯vq_]v?c?'wfh"Fy"7}55 ' ]Tսݽ'Ǫ8?"yqD:Q?eX4'vv5t|oeQ"-a.&,bGxϴbKx
]`^!c>~]_bl>EdAEĽ"aG祻ۏ-ū|QD5Fneyzɏ^Wd
q<)a