%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
30Questions-graphic
2022-09-22T12:48:04-04:00
2022-09-22T12:48:04-04:00
2022-09-22T12:48:04-04:00
Adobe Illustrator 26.5 (Macintosh)
188
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC8AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8Akn55fkbX6x5q8q2++8uq
aXEPpaaFR97oPmM2+i1v8E/gXV6zR36o/EPnrNu6h2KuxV2KuxV2KuxV2Kq1laT3t5BZ268ri5kS
GFSQKvIwVRU7Dc5XmyxxwM5fTEEn3BnjxmchEc5GvmzDUfyg83WWntekW9xwXnJbwuzSgUqdmRVN
P8lj7Zz2n9rNHlycHqjfUjb77+Ydxl9n9RCHF6T5A7/ckXlnylrXmO6eDTY1IiAM08h4xoGNByO5
+gAnNp2j2rh0cOLKefIDmfx8nB0Wgy6mVQHLmTyRHmnyJr/loRyX6RyW0p4pcwMXj5UrxPIKwPzG
U9mdt6fW2MZIkOh2P6WzW9l5tMAZ0QeoY9m3dc7FXYq7FXYq7FXYq7FXYqzT8sPyw1jz1rHoQVt9
JtyDqGoEVVFO/BK/akbsPpOY2p1IxDzcnTaY5T5PrH/lXPlD/CH+EvqCfoXhx9L9vn/v7n19Wu/L
NB+Ynx8d+p3vgQ4OCvSyXKW189fnl+RtfrHmryrb77y6ppcQ+lpoVH3ug+Yzb6LW/wAE/gXV6zR3
6o/EPnrNu6h2KuxV2KuxV2KuxVdG8iSK8bFZEP鶹kEFd6gjpTBIAijyTEkGxzex/lfJZS+WtTi8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uuid:6702118f-f645-8a47-88a3-abcf960798dc
xmp.did:e93b2283-13c2-45ea-b9dc-9c15075f338b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d4b0fe22-38db-7b4b-8311-c7f406dde97f
xmp.did:a5d33c46-ff1d-4415-bef7-789ac443fa53
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a5d33c46-ff1d-4415-bef7-789ac443fa53
2022-09-20T16:26:42-04:00
Adobe Illustrator 26.0 (Macintosh)
/
saved
xmp.iid:e93b2283-13c2-45ea-b9dc-9c15075f338b
2022-09-22T12:48:02-04:00
Adobe Illustrator 26.5 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
BoldyVintagePersonaluse
Boldy Vintage Personal use
Regular
Open Type
Version 1.00;May 14, 2021;FontCreator 13.0.0.2683 64-bit
False
Boldy Vintage.ttf
GillSans
Gill Sans
Regular
TrueType
16.0d1e1
False
GillSans.ttc
GillSans-SemiBold
Gill Sans
SemiBold
TrueType
16.0d1e1
False
GillSans.ttc
GillSans-Bold
Gill Sans
Bold
TrueType
16.0d1e1
False
GillSans.ttc
GillSans-UltraBold
Gill Sans
UltraBold
TrueType
16.0d1e1
False
GillSans.ttc
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 16.07
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HW[SF}ׯL-7!I'N[
E$߳C~s
"zu6k6bƩo_,?~su2*WQ Ex+]y