%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Level 2 Certificate in Principles of Business Administration
2021-10-15T12:21:37+01:00
2021-10-15T12:21:37+01:00
2021-10-15T12:21:37+01:00
Adobe Illustrator 25.3 (Windows)
256
176
JPEG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uuid:872c9ef3-dc04-48f8-baa8-8478d45f98cb
xmp.did:3c60823c-20eb-5649-b4ad-d19fa29ca0de
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:eac63e7f-167d-ab43-960a-df4e312240f8
xmp.did:eac63e7f-167d-ab43-960a-df4e312240f8
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:952af570-8ab2-2144-8ffe-bee00d8647ee
2017-08-30T14:55:14+01:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:3c60823c-20eb-5649-b4ad-d19fa29ca0de
2021-10-15T12:21:35+01:00
Adobe Illustrator 25.3 (Windows)
/
Print
Adobe Illustrator
False
True
1
210.001556
297.000083
Millimeters
MyriadVariableConcept-Roman
Myriad Variable Concept
Light Condensed
Open Type
Version 1.025;hotconv 1.0.108;makeotfexe 2.5.65593
False
MyriadVariableConcept-Roman.otf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
MyriadPro-Semibold
MyriadPro Semibold
Semibold
Unknown
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
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[8.50394 8.50394 603.784 850.394]/Type/Page>>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 30 0 R/TrimBox[8.50394 8.50394 603.784 850.394]/Type/Page>>
endobj
28 0 obj
<>stream
HWn8}7ࣽ/@g,vX`H,jD"%vnwЍXXdԩS~d??z?j4șdz_O^f?c={X>ur~Ǚ4Rg>~8G~cyZ7m*/]U[KԚWel(wUSi S%ӲWt2g]Xp32AU92_m+z:P5+^֪eGD4Pr#X:Wm:Ì/ {s'!OͱzZsw+8Q@5Nn+,FwIwcw+uY~)i-
r9=)SXܵ:%~Y7іn؎{~@ ;Wƶ֬I*Y
{uUXWEWuQQ2>4*wEZ)/@Q;7=٥[r@
tBΕssN5LЊ-5PAƓ, U%*LN]ᣠ
ӈ~M
/@E
@C%](x&j"&llcWH3M=s5
ӪFKC-Z-EduP˰pA85h;3j3{P[XvEDzc/"ne}y$xLټy:˞.
5w