%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PrismHR Hiring QuickStart Overview & Pricing
Adobe Illustrator 26.3 (Windows)
2022-07-21T11:25:03-07:00
2022-07-21T11:25:03-07:00
2022-07-21T11:25:03-07:00
208
256
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:9c5e7b2a-d2d5-2a4e-be37-70ad5d7dbf27
uuid:34527a0f-a419-497d-8d2a-2770b064e8ae
xmp.iid:5db38c34-8e3d-ab49-96ef-ba006d4be22b
xmp.did:ff9a8820-acf7-514a-8980-1a2cab313ed0
uuid:65E6390686CF11DBA6E2D887CEACB407
default
saved
xmp.iid:51C25D8719AAEA11A50DE98893B0875F
2020-06-09T09:25:23+03:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:9c5e7b2a-d2d5-2a4e-be37-70ad5d7dbf27
2022-07-21T11:25:01-07:00
Adobe Illustrator 26.3 (Windows)
/
EmbedByReference
C:\Users\joann\Downloads\simplify.png
0
0
EmbedByReference
C:\Users\joann\Downloads\price-tag.png
0
0
EmbedByReference
C:\Users\joann\Downloads\clicking.png
0
0
EmbedByReference
C:\Users\joann\Downloads\Archive\PrismHR Hiring logo.png
0
0
Web
Adobe Illustrator
1
True
False
8.500000
11.000000
Inches
WorkSans-SemiBold
Work Sans
SemiBold
Open Type
Version 1.060;PS 001.060;hotconv 1.0.88;makeotf.lib2.5.64775
False
37545
WorkSans-Regular
Work Sans
Regular
Open Type
Version 1.060;PS 001.060;hotconv 1.0.88;makeotf.lib2.5.64775
False
37543
WorkSans-Medium
Work Sans
Medium
Open Type
Version 1.060;PS 001.060;hotconv 1.0.88;makeotf.lib2.5.64775
False
37544
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
37466
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 3.020;hotconv 1.0.109;makeotfexe 2.5.65596
False
175
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
0
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
0
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 16.07
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HWmsHί-TL]ҷuٳcۺ\])Xr Ƿ 6n*~1KzvL)O鍣j\0d$c
-9-\i_MN#e-YKR<4
'*HANbBb;a}4.mPBh_pÝq)Gj4<'i5ݲ̲YPT0|QRJ96liy{̔S
VjkZ#͗զ>Я4u:Gq}xԻfY\,|C",ŰDn㜋>2
nsx"C
nsv~vq}AHQZHobZ&(1}} gА?4yQ \6!sHĺO:<>P6_çUJ9>&)qhvZ`%^wY^ex2?f#h2&Бԃa,?=fW"t)wJZÃƻ;ULL<k6YHi|Ĉ:v*)UQ_t"S4RQe]ח3κ?+QQ'Wzԩ2&P#!lfYbE"7&zIedj@Q*Ksr
Ձ-k~BɥZw\\X@@+- ߦcm~41+v5W[A79<સbý>]t@(#U6!vXה%8>W>^USLWbuH"Ewu-K'ۇ5C:XZkJ 7,v"J21^xNv39K%g+ƠXn[Iod&p7LyeDVFL6+㤟Di(\ !D=tqGncRe'u|x`b^Y lq{vl+KR9LZLX#dDo=.BuGJKz1\:ŴKGxnw03Nyd+Tt*e_EtEC4XtçV5Z=;?hzgmAʪs4,y~=hAα