%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
triassic_dinos_fact_sheet
2021-05-06T10:04:21+01:00
2021-05-06T10:04:21+01:00
2021-05-06T10:04:21+01:00
Adobe Illustrator 25.2 (Macintosh)
172
256
JPEG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uuid:82bc102a-ce32-f442-a56b-533584e80b4d
xmp.did:60aac4ae-2a5c-4822-8d62-ef6b995794b6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:339ac7db-c605-427a-940b-c959f012160f
xmp.did:339ac7db-c605-427a-940b-c959f012160f
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:c99adc0b-cd3d-49f0-9f84-79137687bf63
2021-05-06T09:57:39+01:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:60aac4ae-2a5c-4822-8d62-ef6b995794b6
2021-05-06T10:04:15+01:00
Adobe Illustrator 25.2 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
209.999994
297.000024
Millimeters
Aine
Aine
Regular
Open Type
Version 1.00 March 19, 2018, initial release
False
Aine-X9od.ttf
AvenirNextCondensed-Regular
Avenir Next Condensed
Regular
TrueType
13.0d1e10
False
Avenir Next Condensed.ttc
AvenirNextCondensed-Bold
Avenir Next Condensed
Bold
TrueType
13.0d1e10
False
Avenir Next Condensed.ttc
ComicQueens
Comic Queens
Regular
Open Type
Version 1.00 January 4, 2019, initial release
False
ComicQueens-WjVO.ttf
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
C=0 M=50 Y=28 K=0
PROCESS
100.000000
CMYK
0.000000
49.564400
28.042999
0.000000
C=0 M=69 Y=45 K=0
PROCESS
100.000000
CMYK
0.000000
68.926501
44.769999
0.000000
C=80 M=93 Y=37 K=34
PROCESS
100.000000
CMYK
80.093098
92.755002
37.470099
33.575901
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
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HTЫ%ЗDїї+ъЊЏфck №ТжJрe@2а@џНNЋЎG`њ+Lц#2љэџњњѕулO?Єуo?ўpМ~ЅcЖ|ЭuФЋ~7ўузз/Ч_щZЉщ3јПчСџЋЏуЏoџ9џўпыї#љ()]%R}д+Z.ЧЧo/}њэЏгjуuфЋз8ъU+ѓёёjWUKWDбяВ~Е2љ=V 5ЎЪэ*Н9])2ТOЛ{еЮ6Ыѕъм'ИЬ8ВD`шш~еў ЧЕмАЄ+КvѕG)иЂ/+trAcуЅпЋЭЃ 0њ1Ўв$6ЎуV.;Џ#YОхИ&wќxU\+ppZХђкє-Ѓж+Ѓs"^$иЎЦтљ ЌХячА*лЭbЦЃbВ.ГjЖГКяns
Vѕ5*я%"§ѕЊXaнЉЎ+lптЯ8tnЙZђзAИ:саGЈ
ХMЙѕУЖ"6"ци;&Ж+їm~Щ}њnЙT-Mљcq4 уDЫE*%ѓЕM(ЁЏViэWьPЬk"М№!!БюАЖ$іBг5@pfRЃbв@Ю]W&\ вкaйy#dЩ ќ|ЭзU(<
lЭ'ї$ѓЂВ|нЯч!ЫЊ,QXэЪNpЉNжІe2[+u9ИкFІтЄдB{чTйeYСCё ііўЦЄШlккљѓѕтxyhЪТшS|јф[щYїo"г]>SжтЦjЫаeЭГM5гэЎX@ЁДО^ю#јnЋф7чыв})Eб
yBuо .ЁJПрBH,A"лЌОІrљъђ{q vvBДD2ђ{ЕЧіm@d"йЗ1ЏР<жзq;ЎМЪь:Z<#ЭTт
ТAќxНЁb,w1JЮrљIVІ0 0К 7вWjёHУkй[Ы&ЇQЦqъ6C|дхїГтЯІi№тN,UйЕ!f9UыЊиFє%ЛФхдшфЮЇJІЛ[гeNФiа
ѕyrЃЅЙШПiQЦQYf.&Р тQЗлS`Ы,3Щ8HSZ6:ЊK