%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Texas Pet Industry-44
2017-07-19T01:31:19+05:30
2017-07-19T01:31:19+05:30
2017-07-19T01:31:19+06:30
Adobe Illustrator CC 2015 (Windows)
200
256
JPEG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=
uuid:8ed410c8-a26e-4d95-b3ce-d4c71084e294
xmp.did:ffe5291d-71d1-2e49-80f4-843fefafc268
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:df67595c-301c-425f-b6bd-d3fc4e27bdfb
xmp.did:4e889f47-119c-b54d-93c7-f2b835abf15b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:522db35c-8902-c74a-ab44-14d64b0533cf
2017-03-15T17:04:27+05:30
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:ffe5291d-71d1-2e49-80f4-843fefafc268
2017-07-19T01:31:18+05:30
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
E:\Impetus\2017\Infographic-PetIndustries\FN\automatic\Map\Texas.jpg
adobe:docid:photoshop:d5a588fe-5030-11e7-ba4e-d1f1fe04c6c9
xmp.iid:2f4010bb-f8a4-1940-9b81-9c822468f3c8
E:\Impetus\2017\Infographic-PetIndustries\FN\automatic\Map\Texas.jpg
adobe:docid:photoshop:d5a588fe-5030-11e7-ba4e-d1f1fe04c6c9
xmp.iid:2f4010bb-f8a4-1940-9b81-9c822468f3c8
Print
False
True
1
215.900000
279.400000
Millimeters
AcuminProCond-Semibold
Acumin Pro Condensed
Semibold
Open Type
Version 1.011
False
Acumin Pro Cond Semibold.otf
AcuminProCond-Black
Acumin Pro Condensed
Black
Open Type
Version 1.011
False
Acumin Pro Cond Black.otf
Roboto-Medium
Roboto
Medium
TrueType
Version 2.000980; 2014
False
Roboto-Medium.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 2.000980; 2014
False
Roboto-Bold.ttf
Roboto-Black
Roboto
Black
TrueType
Version 2.000980; 2014
False
Roboto-Black.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
C=93 M=72 Y=2 K=0
PROCESS
100.000000
CMYK
93.458223
71.736217
1.747769
0.001469
C=0 M=90 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
89.999998
89.999998
0.000000
C=0 M=0 Y=0 K=77
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
76.999998
C=4 M=2 Y=2 K=0
PROCESS
100.000000
CMYK
4.296875
2.343750
2.343750
0.000000
C=30 M=24 Y=25 K=0
PROCESS
100.000000
CMYK
30.468750
23.828125
24.609375
0.000000
C=15 M=38 Y=49 K=0
PROCESS
100.000000
CMYK
14.843750
37.890625
49.218750
0.000000
C=0 M=0 Y=0 K=18
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
18.000001
C=8 M=5 Y=5 K=0
PROCESS
100.000000
CMYK
8.203125
5.468750
5.468750
0.000000
C=33 M=26 Y=27 K=0
PROCESS
100.000000
CMYK
33.203125
25.781250
27.343750
0.000000
C=46 M=38 Y=39 K=3
PROCESS
100.000000
CMYK
46.484375
37.500000
39.062500
2.734375
C=66 M=56 Y=61 K=39
PROCESS
100.000000
CMYK
65.625000
55.859375
60.546875
38.671875
C=67 M=63 Y=62 K=56
PROCESS
100.000000
CMYK
67.187500
63.281250
61.718750
55.859375
C=0 M=0 Y=0 K=82
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
81.999999
C=14 M=10 Y=10 K=0
PROCESS
100.000000
CMYK
13.671875
9.765625
10.156250
0.000000
C=14 M=11 Y=11 K=0
PROCESS
100.000000
CMYK
14.453125
10.546875
10.546875
0.000000
C=19 M=14 Y=14 K=0
PROCESS
100.000000
CMYK
18.750000
13.671875
14.062500
0.000000
C=2 M=82 Y=99 K=0
PROCESS
100.000000
CMYK
1.953125
82.421875
98.828125
0.000000
C=8 M=84 Y=100 K=1
PROCESS
100.000000
CMYK
8.203125
83.593750
100.000000
0.781250
C=4 M=3 Y=2 K=0
PROCESS
100.000000
CMYK
3.906250
2.734375
2.343750
0.000000
C=72 M=66 Y=64 K=75
PROCESS
100.000000
CMYK
71.875000
66.015625
64.453125
75.000000
C=70 M=64 Y=64 K=68
PROCESS
100.000000
CMYK
70.312500
64.062500
64.453125
67.968750
C=1 M=26 Y=86 K=0
PROCESS
100.000000
CMYK
0.781250
25.781250
85.546875
0.000000
C=2 M=8 Y=79 K=0
PROCESS
100.000000
CMYK
1.562500
8.203125
79.296875
0.000000
C=45 M=32 Y=27 K=0
PROCESS
100.000000
CMYK
44.531250
31.640625
27.343750
0.000000
C=57 M=42 Y=37 K=5
PROCESS
100.000000
CMYK
56.640625
42.187500
37.109375
5.468750
C=10 M=7 Y=8 K=0
PROCESS
100.000000
CMYK
10.336461
7.461661
8.438239
0.000000
C=28 M=24 Y=23 K=6
PROCESS
100.000000
CMYK
27.944747
23.626459
23.221789
5.674708
C=25 M=20 Y=21 K=0
PROCESS
100.000000
CMYK
25.128555
20.297550
20.788890
0.000000
C=98 M=0 Y=26 K=0
PROCESS
100.000000
CMYK
98.159760
0.000000
26.419470
0.000000
C=87 M=0 Y=21 K=0
PROCESS
100.000000
CMYK
86.514074
0.000000
21.103227
0.000000
C=0 M=90 Y=80 K=0
PROCESS
100.000000
CMYK
0.000000
90.139616
80.163270
0.000000
C=68 M=60 Y=59 K=46
PROCESS
100.000000
CMYK
67.547107
60.494387
59.429312
46.176851
C=1 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
1.412985
0.170901
0.311284
0.000000
C=55 M=0 Y=14 K=0
PROCESS
100.000000
CMYK
55.129319
0.000000
14.114594
0.000000
C=0 M=82 Y=63 K=0
PROCESS
100.000000
CMYK
0.000000
81.927210
63.060957
0.000000
C=85 M=0 Y=42 K=0
PROCESS
100.000000
CMYK
85.052258
0.000000
42.053863
0.000000
C=99 M=2 Y=51 K=0
PROCESS
100.000000
CMYK
98.873883
1.730373
50.603491
0.006104
C=100 M=19 Y=61 K=4
PROCESS
100.000000
CMYK
100.000000
19.128709
61.486226
3.793393
C=0 M=78 Y=40 K=0
PROCESS
100.000000
CMYK
0.000000
77.999997
40.000001
0.000000
C=72 M=66 Y=65 K=78
PROCESS
100.000000
CMYK
72.265625
66.406250
64.843750
77.734375
C=0 M=78 Y=40 K=67
PROCESS
100.000000
CMYK
0.000000
77.999997
40.000001
67.000002
C=0 M=0 Y=0 K=35
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
34.999999
C=8 M=0 Y=2 K=4
PROCESS
100.000000
CMYK
8.000000
0.000000
2.343750
4.000000
C=79 M=0 Y=91 K=0
PROCESS
100.000000
CMYK
79.000002
0.000000
91.000003
0.000000
C=0 M=62 Y=100 K=19
PROCESS
100.000000
CMYK
0.000000
62.000000
100.000000
19.000000
C=100 M=0 Y=2 K=0
PROCESS
100.000000
CMYK
100.000000
0.000000
2.000000
0.000000
C=68 M=80 Y=0 K=0
PROCESS
100.000000
CMYK
68.000001
80.000001
0.000000
0.000000
C=100 M=0 Y=40 K=0
PROCESS
100.000000
CMYK
100.000000
0.000000
40.000001
0.000000
C=32 M=100 Y=0 K=0
PROCESS
100.000000
CMYK
31.999999
100.000000
0.000000
0.000000
C=100 M=0 Y=2 K=13
PROCESS
100.000000
CMYK
100.000000
0.000000
1.747769
13.000000
C=5 M=4 Y=4 K=0
PROCESS
100.000000
CMYK
5.468750
3.906250
3.906250
0.000000
C=0 M=0 Y=0 K=81
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
81.000000
C=86 M=23 Y=84 K=8
PROCESS
100.000000
CMYK
85.788560
22.713083
83.828092
8.359298
C=0 M=0 Y=0 K=90
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
89.999998
C=0 M=32 Y=85 K=0
PROCESS
100.000000
CMYK
0.000000
32.428473
85.336077
0.000000
C=89 M=64 Y=55 K=50
PROCESS
100.000000
CMYK
89.453125
64.453125
54.687500
50.390625
C=0 M=14 Y=11 K=0
PROCESS
100.000000
CMYK
0.000000
14.062500
11.328125
0.000000
C=0 M=38 Y=40 K=0
PROCESS
100.000000
CMYK
0.000000
38.281250
39.843750
0.000000
C=0 M=32 Y=42 K=0
PROCESS
100.000000
CMYK
0.000000
32.031250
42.187500
0.000000
C=100 M=55 Y=39 K=18
PROCESS
100.000000
CMYK
100.000000
55.468750
39.062500
18.359375
C=93 M=47 Y=32 K=7
PROCESS
100.000000
CMYK
93.359375
46.875000
32.421875
7.421875
C=27 M=5 Y=34 K=0
PROCESS
100.000000
CMYK
26.562500
5.468750
33.593750
0.000000
C=21 M=0 Y=30 K=0
PROCESS
100.000000
CMYK
21.484375
0.000000
30.468750
0.000000
C=0 M=34 Y=43 K=0
PROCESS
100.000000
CMYK
0.000000
33.593750
42.968750
0.000000
C=84 M=60 Y=52 K=38
PROCESS
100.000000
CMYK
83.593750
60.156250
51.562500
37.500000
C=91 M=67 Y=52 K=49
PROCESS
100.000000
CMYK
91.015625
67.187500
52.343750
48.828125
C=13 M=22 Y=0 K=0
PROCESS
100.000000
CMYK
13.000000
22.000000
0.000000
0.000000
C=19 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
19.000000
0.000000
0.000000
0.000000
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/ImageC]/XObject<>>>/TrimBox[8.50394 8.50394 620.504 800.504]/Type/Page>>
endobj
7 0 obj
<>stream
HдK$ЧDїuМ@Ѕтџ9з:Р 6лыyVwеФ`КТ33ТццщLyщLЋ№wюzЄузлп~њG:ўѕп[ЫуЌЃЅѕsT~s9GGэ,}ќ|ћхД}ђЇto~lZ=ы}OѕмЛ]{Юй1ІДіжГХц>ЧYXеЖЯоЦqЯ:mеc3їЛGчJћLiЃФя§ё/ўyќ
ЋЪБЌТNжйQёћjўхЃ'LjeіsІМ/ПЩуЗл=љ0lыxqымk<Ф!qfDЄ<ѕ-HТUЄ<6:Wв6кYђЕќrЫљLЛ^тл
'Чъяbщg'ят8їxМ-ѓйЧgяжм8Tтм2kШЌq>ФќRй~Л§ћVыYё@_ЫХС
wъrА.Н^PWѓЙ8ьЮVQ^хrdСЙeэzф~fЖ_ў\вЛќіЦЛьPНKD{<Є;ъвЛ{;гX6мћйX\J+lПжсV|(яя
cіxYпКTЉт'јн&nЯО>ф/7pіЧ7}&јx0;ЩЊѓвЅяЫэziљхіwWW5[дц|Kху\ЦЎмЉБјцMTbzџВь,r Р!ЗњЁРЋбњъЦЙzYVVzЊLѕv+лРМЃXГўЙс№IЌ6љшн]ЙjАB>k!8ФЯ]%q}
ЌЌ<Џцњcе)WiщЯЦsYя }WюрГ§e?_ЯlR(8|EhлWёЋЂ
ВСBCЮЭмЦјI1W3B>Б4Y] Ц{Dэa%_.7vmЪЗљЃf~mпхb
дV%4TЫ'Й]лѓюZ=Щ5;2s.5XЅўјsjyА е#КцяМ^Эj{Г\лЌщfq*Ш;Ц:О[пЌWhжzэ@J;ФБ#ѕѓР9\СџЛтЃ.І:ЃОФkјЌ$И&,ѕ:жкьІV"YE;rџэ
ЦвМЯІ,| С?@[[8Вч%wёWЊuИДdnУPЖ"NDmYp/.В№рЫЉgзЉL-Ж:Ьўдs{RщoZг]{ОІшwцЃYі;RбизHу-оЙнЋЕlWKэqЬ
щвqyЮФ!CЦ:ћыНюКкDС
e=яќыЮН-ж,чZtq%f1aЇЎЄ§сњ* зEЯОЯм_|ИS!Rr
ЩЏЏОWВж
п+Kж?ч{ъ7пЁ
ѕѓuЅдCХзpш9\OЅй4ѓЊXюнѕіыЊўмЬJљЧN9Б&nmЙ"PН^С`ЄQY=йt)Џ$1 yІ|ГTЈJхОЕhюx!8Йј#M№'kЧ%LЖЃGЄЕЌiFМвђриЭt9хЫQйЈ7/k4Џ<юЊњЋй)#ЏЃ-]A;oOВэ> ЛEQа}3л_5EЇТКЅDevмГL?ОнЂКЕ
1Ssряэ6Зkb[gЫAљоsg`oАNS4Њ:ЫЌVCќsi1ЂДъЈќy:дћѕKjpY)ВгЊЊўvыюїЂЫХrЦцижк&п-ЖYн8\5IвpПйQ,жьеw|Ё','Wїрмљ2Њ}Р4`ѕ,ЂtєЇYTЏ ЖЉcЇц
TШыкР&J.нЭ>ЇйЉ48ЅмC0!Јi*ФЛBаМiа}оХеsыщЪbђ7Йћzр\O|цкЊAaДЫџgОyuА{ ЋzнЅЕ"[LЭ.keК]\Ж|DЁ vыfЭ^хХ|:ясbБЎyyh6ыOxfЇHE"3qмЇ$тy}ЙЁЎЊ5-7ЊВxyИИэ1}3yВоС#|-Ё