%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
GEOSPATIAL SURVEYING TECHNICIAN LEVEL 3
2022-06-13T10:17:42+01:00
2022-06-13T10:17:42+01:00
2022-06-13T10:17:42+01:00
Adobe Illustrator 26.3 (Windows)
256
200
JPEG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uuid:bad9766c-d016-43d6-85ff-313325824f06
xmp.did:a1f04867-5ef6-2740-a6bd-ceb9648f3683
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:294d37aa-4ed4-42dd-b526-542b85358f08
xmp.did:35daabc8-47f4-c944-8c85-62a4badd67b4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:bb323443-7c21-8748-b75f-e3423102fd15
2022-04-13T15:18:12+01:00
Adobe Illustrator 25.4 (Windows)
/
saved
xmp.iid:a1f04867-5ef6-2740-a6bd-ceb9648f3683
2022-06-13T10:17:31+01:00
Adobe Illustrator 26.3 (Windows)
/
EmbedByReference
\\IANS-IMAC1\Greenleaf Creative\marketing hub\T3\images marketing\240_F_119969756_YYVUONJUqYhz0GDjoy03MvUe85oowVDL.jpg
0
0
\\IANS-IMAC1\Greenleaf Creative\marketing hub\T3\images marketing\240_F_119969756_YYVUONJUqYhz0GDjoy03MvUe85oowVDL.jpg
0
0
Print
Adobe Illustrator
False
True
1
209.999994
297.000024
Millimeters
Calibri
Calibri
Regular
Open Type
Version 6.23
False
calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 6.23
False
calibrib.ttf
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
Museo-500
Museo
500
Open Type
2.002
False
1982
Museo-700
Museo
700
Open Type
2.002
False
1983
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
71.093750
65.234375
66.015625
76.562500
CMYK Red
CMYK
PROCESS
4.296875
100.000000
100.000000
0.390625
CMYK Yellow
CMYK
PROCESS
0.781250
1.562500
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
10.156250
100.000000
1.171875
CMYK Cyan
CMYK
PROCESS
100.000000
12.109375
1.562500
0.000000
CMYK Blue
CMYK
PROCESS
98.828125
100.000000
12.109375
2.734375
CMYK Magenta
CMYK
PROCESS
3.515625
100.000000
11.718750
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
17.578125
100.000000
100.000000
7.812500
C=0 M=90 Y=85 K=0
CMYK
PROCESS
3.125000
94.140625
94.140625
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
3.515625
83.593750
100.000000
0.390625
C=0 M=50 Y=100 K=0
CMYK
PROCESS
1.953125
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
1.171875
32.812500
91.015625
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
3.515625
1.562500
97.265625
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
16.796875
2.343750
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
47.265625
3.906250
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
76.562500
6.250000
100.000000
0.390625
C=85 M=10 Y=100 K=10
CMYK
PROCESS
87.500000
18.750000
100.000000
5.859375
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.625000
33.984375
100.000000
27.343750
C=75 M=0 Y=75 K=0
CMYK
PROCESS
76.953125
5.468750
81.250000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
82.031250
12.890625
45.312500
0.390625
C=70 M=15 Y=0 K=0
CMYK
PROCESS
67.968750
16.406250
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.546875
53.125000
0.390625
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
100.000000
12.109375
1.953125
C=100 M=100 Y=25 K=25
CMYK
PROCESS
98.437500
98.437500
32.421875
25.390625
C=75 M=100 Y=0 K=0
CMYK
PROCESS
74.609375
100.000000
10.546875
1.562500
C=50 M=100 Y=0 K=0
CMYK
PROCESS
48.437500
100.000000
10.937500
0.781250
C=35 M=100 Y=35 K=10
CMYK
PROCESS
32.031250
100.000000
41.406250
10.546875
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.156250
100.000000
57.421875
1.171875
C=0 M=95 Y=20 K=0
CMYK
PROCESS
3.125000
97.656250
26.953125
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
21.484375
22.656250
37.890625
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
35.546875
43.359375
49.609375
4.296875
C=50 M=50 Y=60 K=25
CMYK
PROCESS
47.656250
50.781250
62.890625
20.703125
C=55 M=60 Y=65 K=40
CMYK
PROCESS
50.390625
59.765625
67.187500
36.718750
C=25 M=40 Y=65 K=0
CMYK
PROCESS
21.093750
37.890625
67.187500
1.171875
C=30 M=50 Y=75 K=10
CMYK
PROCESS
27.343750
50.000000
79.296875
7.812500
C=35 M=60 Y=80 K=25
CMYK
PROCESS
32.812500
61.328125
85.156250
21.093750
C=40 M=65 Y=90 K=35
CMYK
PROCESS
36.328125
65.234375
96.093750
32.031250
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.062500
70.312500
100.000000
44.531250
C=50 M=70 Y=80 K=70
CMYK
PROCESS
49.218750
69.531250
81.640625
65.234375
C=63 M=100 Y=21 K=11 1
CMYK
PROCESS
61.328125
100.000000
26.953125
12.109375
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
71.093750
65.234375
66.015625
76.562500
C=0 M=0 Y=0 K=90
CMYK
PROCESS
67.578125
61.328125
61.328125
50.781250
C=0 M=0 Y=0 K=80
CMYK
PROCESS
62.890625
55.078125
55.078125
29.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
56.640625
48.437500
48.437500
15.234375
C=0 M=0 Y=0 K=60
CMYK
PROCESS
48.828125
41.015625
41.406250
5.078125
C=0 M=0 Y=0 K=50
CMYK
PROCESS
41.015625
33.203125
34.375000
0.781250
C=0 M=0 Y=0 K=40
CMYK
PROCESS
30.859375
24.609375
25.390625
0.000000
C=0 M=0 Y=0 K=30
CMYK
PROCESS
21.875000
16.796875
17.578125
0.000000
C=0 M=0 Y=0 K=20
CMYK
PROCESS
12.890625
10.156250
10.546875
0.000000
C=0 M=0 Y=0 K=10
CMYK
PROCESS
5.859375
3.906250
4.296875
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
2.343750
1.562500
1.562500
0.000000
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
4.296875
100.000000
100.000000
0.390625
C=0 M=75 Y=100 K=0
CMYK
PROCESS
3.125000
78.515625
100.000000
0.390625
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.390625
9.375000
100.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
86.718750
13.671875
100.000000
2.343750
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
94.921875
9.765625
1.171875
C=60 M=90 Y=0 K=0
CMYK
PROCESS
58.203125
94.140625
6.250000
0.390625
Adobe PDF library 16.07
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[8.50394 8.50394 603.78 850.394]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[8.50394 8.50394 603.78 850.394]/Type/Page>>
endobj
23 0 obj
<>stream
HмWKoЧОЯЏ#yиfWП !Є СјВ"Х|DЂ§§|U§хRЄ\ЫЫщЉЎЎw}ѕyаcђIЅЦ@FdЧU{ёхzјeМД
dGЕ2ШајлpђгЯzќј8|цјGЃїV%ТCV!ы0ююўt7Ќ\6J;Ќoyэс5VпJ}эЦнажж*
)nЇ^,ДТСFљозэwжхэ
кІяwпw; TЫПнp3М;ЄїAeЪљиЛс|;шњjrфЩЦќЪкnoS4Ч#Z(lёYљ`ќИНўzЊЕПд6ќWх5ўГкц$Oљ~ йPЁ!Ѓ3гВКЬћГiЏІыoУяз+Ry<-ь2Гуk"оЪ!О`&оё!ЧЈ№ІMЙSHXІзлўбc;xУўDќ§m b6<")эm#!ЗЭ
С-%oU{оc§ НZZ"mжсЕгТЩ("dѕ]7жGёф.lЋsDqSФtч^Ў\!СOйDkBе.зЁБ^/2{ЖИкњ(ћњ+6WІуіЮЦѓ9ж&iYК&Н6ы$ў-rбu
EљОFхВеdю&e}іюЭф4 уГЎRe wмцJ@Д6Ў+yїv2SИ@\иВ8EрЃЇ``Гx(Лc~є:ч&egю'qZ}ры3 Њf?lгіgpыUhBдИъѕЃх,х
jГџXеЌЛN2f?ЫxЭ йotЌН,x\b3}e-y]Ыn
|ѕ
Ух ЉЇ[DЬжlЬьIЖ|гЄпYЊgбЂЕYЭGг F"QЄVэ8Qj-Ўisѕl%\є9{VуАжt^tnШМMи КJч
вєzUђу
&аѓzюqБСхvјќVt $8BEШєџ~Ќ6*{ўиєѓoTСьщTГрPъZ1Ж[Ћ{iМІ7о8Џя\S@ћЕyЫ~Jя~Ч|fНЏеIjОm*^Ќkx
д W/z"ю-ЅJвЋW.дфККK(ѕЏФшX%W`6_Т:ћ@qCІrXTnЙ/*нЫ-bf^+m@OUИЛ%Pёд^юhi4иУёLчВ]p7tы,YиД.pдmтЈzЖЛ u8SрМв:ДйkWИ%wJ-MKѓhwиЛ3|;tЧ
vчхВfњ{.)ИЁSЎГ)МЃ[лcгІЕё5ЙжњЋЕKпTц:КsoЄq2snЋќZ"4l1GЏОв
<93aчЛД3QХмz43Ў./щu5gЖџ_ЛіЎ*рйzUБџБ1ЊTFГmУЄНМТЏЦЈЇмЈЬ/тTВJ3МbАN Й"
чЇ9ХАџ@Ё_~БШЦЄА6єXЭ`ер-^$VмЫіI;аcѕЛ-8MБ9МФbwьkЂЏ;кjP+W{г[auЮ*,жГиљ
2ъЬ[И{m/Hў'ч; LНн=3