%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 218 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
18_Q1_PR_IR_Fiscal_Infographic_Ideas_Proof_ES_A
Adobe Illustrator CC 22.1 (Macintosh)
2018-07-31T10:36:37-04:00
2018-07-31T10:39:11-04:00
2018-07-31T10:39:11-04:00
192
256
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:520e9395-e53c-4ade-9462-e3b27c0da99d
uuid:9c2f86ba-fc63-a942-869e-0aff68dd25e1
uuid:5f8f5678-d852-294d-9e55-525ae273ab0f
xmp.did:e534d978-9f60-4c62-a05f-5c8f5b4cd0cd
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:03e0b67e-0ee7-4b47-9e67-db7fdc9d1746
2017-10-20T15:35:02-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:520e9395-e53c-4ade-9462-e3b27c0da99d
2018-07-31T10:36:37-04:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Web
1
True
False
1100.000000
5500.990259
Pixels
HurmeGeometricSans1-Regular
Hurme Geometric Sans 1
Regular
Open Type
Version 2.001
False
Hurme - HurmeGeometricSans1 Regular.otf
HurmeGeometricSans1-SemiBold
Hurme Geometric Sans 1
SemiBold
Open Type
Version 2.001
False
Hurme - HurmeGeometricSans1 SemiBold.otf
HurmeGeometricSans1-Bold
Hurme Geometric Sans 1
Bold
Open Type
Version 1.001
False
Hurme Design - HurmeGeometricSans1 Bold.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
RGB Red
RGB
PROCESS
236
32
36
RGB Yellow
RGB
PROCESS
245
234
20
RGB Green
RGB
PROCESS
105
188
69
RGB Cyan
RGB
PROCESS
111
203
220
RGB Blue
RGB
PROCESS
57
83
163
RGB Magenta
RGB
PROCESS
184
82
158
R=193 G=39 B=45
RGB
PROCESS
191
39
45
R=237 G=28 B=36
RGB
PROCESS
234
33
39
R=241 G=90 B=36
RGB
PROCESS
240
90
38
R=247 G=147 B=30
RGB
PROCESS
245
145
32
R=251 G=176 B=59
RGB
PROCESS
249
174
59
R=252 G=238 B=33
RGB
PROCESS
248
236
31
R=217 G=224 B=33
RGB
PROCESS
215
222
37
R=140 G=198 B=63
RGB
PROCESS
138
196
64
R=57 G=181 B=74
RGB
PROCESS
57
180
74
R=0 G=146 B=69
RGB
PROCESS
0
144
71
R=0 G=104 B=55
RGB
PROCESS
1
105
55
R=34 G=181 B=115
RGB
PROCESS
30
180
115
R=0 G=169 B=157
RGB
PROCESS
1
167
155
R=41 G=171 B=226
RGB
PROCESS
43
168
224
R=0 G=113 B=188
RGB
PROCESS
8
114
185
R=46 G=49 B=146
RGB
PROCESS
45
54
142
R=27 G=20 B=100
RGB
PROCESS
39
35
97
R=102 G=45 B=145
RGB
PROCESS
102
47
142
R=147 G=39 B=143
RGB
PROCESS
145
40
139
R=158 G=0 B=93
RGB
PROCESS
155
31
96
R=212 G=20 B=90
RGB
PROCESS
210
29
91
R=237 G=30 B=121
RGB
PROCESS
235
30
121
R=199 G=178 B=153
RGB
PROCESS
197
176
151
R=153 G=134 B=117
RGB
PROCESS
151
132
117
R=115 G=99 B=87
RGB
PROCESS
115
100
88
R=83 G=71 B=65
RGB
PROCESS
84
71
65
R=198 G=156 B=109
RGB
PROCESS
195
153
108
R=166 G=124 B=82
RGB
PROCESS
164
124
82
R=140 G=98 B=57
RGB
PROCESS
139
99
57
R=117 G=76 B=36
RGB
PROCESS
117
77
36
R=96 G=56 B=19
RGB
PROCESS
96
57
23
R=66 G=33 B=11
RGB
PROCESS
64
35
18
R=0 G=130 B=206
PROCESS
100.000000
RGB
27
129
196
R=51 G=226 B=226
PROCESS
100.000000
RGB
93
192
200
R=234 G=118 B=40
PROCESS
100.000000
RGB
232
118
37
R=11 G=23 B=66 1
RGB
PROCESS
18
24
65
R=25 G=204 B=125
PROCESS
100.000000
RGB
68
184
121
R=165 G=218 B=229
PROCESS
100.000000
RGB
167
218
229
R=219 G=30 B=30
PROCESS
100.000000
RGB
218
35
40
R=234 G=63 B=40
PROCESS
100.000000
RGB
231
67
38
C=100 M=98 Y=39 K=38
PROCESS
100.000000
RGB
27
29
75
R=5 G=18 B=63 copy 2
PROCESS
100.000000
RGB
18
20
62
R=5 G=18 B=63
PROCESS
100.000000
RGB
18
20
62
PANTONE 1495 C
SPOT
100.000000
LAB
73.333336
44
76
PANTONE 425 C
SPOT
100.000000
LAB
36.862743
-1
-2
PANTONE 5483 C
SPOT
100.000000
LAB
52.156864
-18
-11
R=95 G=102 B=112 1
RGB
PROCESS
95
102
112
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
78
78
R=102 G=102 B=102
RGB
PROCESS
103
103
103
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
150
150
150
R=179 G=179 B=179
RGB
PROCESS
178
178
178
R=204 G=204 B=204
RGB
PROCESS
202
202
201
R=230 G=230 B=230
RGB
PROCESS
228
228
228
R=242 G=242 B=242
RGB
PROCESS
241
241
241
Web Color Group
0
R=63 G=169 B=245
RGB
PROCESS
83
162
217
R=122 G=201 B=67
RGB
PROCESS
126
193
70
R=255 G=147 B=30
RGB
PROCESS
246
144
38
R=255 G=29 B=37
RGB
PROCESS
237
43
47
R=255 G=123 B=172
RGB
PROCESS
241
122
168
R=189 G=204 B=212
RGB
PROCESS
187
202
210
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 273 0 R/TrimBox[0.0 0.0 1100.0 5500.99]/Type/Page>>
endobj
220 0 obj
<>stream
HWk\~EH`'az1Z[cdB0㕕pW'ާ}{{LUWz%^} 6-?~6%Z)R2%q{
{x)ǰ7+g%RF5I:JZ\9LA #UAKo|yni&UߋaJf\D{7d/30q'%>0gtDdOS Tc%@LZvHd4ngkAuL.K 03[#L*
sL-AgVН).3kGhZ-Syom͎1E2 /C$~3t^ןP[k)W4.fxeexLSMW/Tv)J, t*j'.OoNn\r'-XVe1Sˁ %)/pӓ!(RE&9}u2A=H #srԺ {8x
!zKD_k'Cg*%]Qo)PAMP ,k*:sWzމϿoj>ߝve7S柍G'ʹ_м\Qsn;AN=Qs2|.>q;jn6'9|I|d g_|#_rȆE췿+1R61ٞwkCZ