%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
online res nicole
2020-05-04T15:27:52+03:00
2020-05-04T15:27:52+03:00
2020-05-04T15:27:52+03:00
Adobe Illustrator CC 23.0 (Macintosh)
256
184
JPEG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uuid:aad48ba2-176f-c84c-9eaa-7d14bcb64384
xmp.did:da5796c0-9ff0-4536-956f-31df1fad0bd0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1429a63f-381b-4bbe-b610-dcd92ca51b5b
xmp.did:d92220c8-81e6-9646-85ef-ad1bfcf188fa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:da5796c0-9ff0-4536-956f-31df1fad0bd0
2020-05-04T15:27:49+03:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
True
1
420.000000
297.000000
Millimeters
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
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
9 0 obj
<>stream
HWَ|ﯨǝ.} ۺH@XWBKĥ;"{@@VLב'<~LLδmlwWӷ-