%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Climate Change & Health Infographic Italian_v3
2020-02-20T17:25:10Z
2020-02-20T17:25:10Z
2020-02-20T17:25:10Z
Adobe Illustrator 24.0 (Macintosh)
216
256
JPEG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uuid:36321ffb-b571-6649-8691-01c0679d9e9b
xmp.did:b77630dd-6b07-429d-9327-424c2ad41dbb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:11fae55d-edce-854d-9982-270b34dad591
xmp.did:afedfad6-27a4-44b1-9cd6-e743b9623e25
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:e8e40cad-50c7-479a-a0c8-24a1c66121d8
2018-11-30T13:43:48Z
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:b77630dd-6b07-429d-9327-424c2ad41dbb
2020-02-20T17:25:06Z
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Volumes/GoogleDrive/Shared drives/01 PROJECTS/HEAL/05 Ban Chlorpyrifos/Infographic/Ban Chlorpyrifos Infographic v3_Folder/Links/Heal_primary_Hor_CMYK.eps
xmp.did:53d451ed-0d05-45a0-89c3-f0b112c637f0
xmp.iid:53d451ed-0d05-45a0-89c3-f0b112c637f0
EmbedByReference
/Users/lindsayynoble/Desktop/Isde_Colori-1.png
0
0
/Volumes/GoogleDrive/Shared drives/01 PROJECTS/HEAL/05 Ban Chlorpyrifos/Infographic/Ban Chlorpyrifos Infographic v3_Folder/Links/Heal_primary_Hor_CMYK.eps
xmp.did:53d451ed-0d05-45a0-89c3-f0b112c637f0
xmp.iid:53d451ed-0d05-45a0-89c3-f0b112c637f0
/Users/lindsayynoble/Desktop/Isde_Colori-1.png
0
0
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
Hind-Light
Hind
Light
TrueType
Version 2.001;PS 1.0;hotconv 1.0.79;makeotf.lib2.5.61930; ttfautohint (v1.5.33-1714) -l 8 -r 50 -G 200 -x 13 -D latn -f deva -w G -W -c -X ""
False
Hind-Light.ttf
Hind-Regular
Hind
Regular
TrueType
Version 2.001;PS 1.0;hotconv 1.0.79;makeotf.lib2.5.61930; ttfautohint (v1.5.33-1714) -l 8 -r 50 -G 200 -x 13 -D latn -f deva -w G -W -c -X ""
False
Hind-Regular.ttf
Hind-SemiBold
Hind
SemiBold
TrueType
Version 2.001;PS 1.0;hotconv 1.0.79;makeotf.lib2.5.61930; ttfautohint (v1.5.33-1714) -l 8 -r 50 -G 200 -x 13 -D latn -f deva -w G -W -c -X ""
False
Hind-SemiBold.ttf
Hind-Bold
Hind
Bold
TrueType
Version 2.001;PS 1.0;hotconv 1.0.79;makeotf.lib2.5.61930; ttfautohint (v1.5.33-1714) -l 8 -r 50 -G 200 -x 13 -D latn -f deva -w G -W -c -X ""
False
Hind-Bold.ttf
Cyan
Magenta
Yellow
Black
C=6 M=54 Y=53 K=1 1
C=7 M=28 Y=62 K=1 1
Default Swatch Group
0
White
CMYK
PROCESS
0.009155
0.000000
0.003052
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
1.312276
95.980769
91.403061
0.106813
CMYK Yellow
CMYK
PROCESS
3.033493
1.922637
91.323715
0.006104
CMYK Green
CMYK
PROCESS
92.690927
7.266346
93.749899
1.177996
CMYK Cyan
CMYK
PROCESS
91.280991
6.027313
4.373236
0.222782
CMYK Blue
CMYK
PROCESS
97.738612
98.660254
1.925688
0.247196
CMYK Magenta
CMYK
PROCESS
0.836194
98.663306
3.320363
0.054932
C=15 M=100 Y=90 K=10
CMYK
PROCESS
18.945602
96.740669
89.526206
5.850309
C=0 M=90 Y=85 K=0
CMYK
PROCESS
2.349889
91.094834
84.911877
0.195315
C=0 M=80 Y=95 K=0
CMYK
PROCESS
2.468910
80.648506
90.560764
0.204471
C=0 M=50 Y=100 K=0
CMYK
PROCESS
2.459754
49.295795
92.449832
0.177005
C=0 M=35 Y=85 K=0
CMYK
PROCESS
2.023346
34.351107
85.912865
0.170901
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.883879
2.493324
88.647282
0.015259
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.925231
1.675441
97.631794
0.152590
C=50 M=0 Y=100 K=0
CMYK
PROCESS
49.851224
2.417029
98.104829
0.207523
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.796139
3.311208
97.985804
0.256352
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.922021
15.143053
96.649116
3.378347
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.932096
34.631875
92.828256
24.936293
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.283432
1.989776
75.280380
0.125124
C=80 M=10 Y=45 K=0
CMYK
PROCESS
81.820399
9.182879
45.270464
1.504540
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.391393
14.654765
4.370184
0.634775
C=85 M=50 Y=0 K=0
CMYK
PROCESS
86.218047
48.786142
4.135195
0.729381
C=100 M=95 Y=5 K=0
CMYK
PROCESS
96.633857
95.141524
4.937819
0.964370
C=100 M=100 Y=25 K=25
CMYK
PROCESS
97.064161
97.906458
30.511940
20.010680
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.002670
94.851601
5.212482
0.494392
C=50 M=100 Y=0 K=0
CMYK
PROCESS
49.631494
96.893263
2.520790
0.381476
C=35 M=100 Y=35 K=10
CMYK
PROCESS
28.531319
94.335848
31.595328
17.871366
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.097429
93.539327
52.108032
1.501488
C=0 M=95 Y=20 K=0
CMYK
PROCESS
1.675441
94.888222
18.347447
0.201419
C=25 M=25 Y=40 K=0
CMYK
PROCESS
20.712596
22.018768
37.586021
5.740444
C=40 M=45 Y=50 K=5
CMYK
PROCESS
32.263675
40.527961
44.815746
15.896848
C=50 M=50 Y=60 K=25
CMYK
PROCESS
44.864574
46.823832
56.069273
32.053101
C=55 M=60 Y=65 K=40
CMYK
PROCESS
48.700693
55.837333
60.357058
47.718012
C=25 M=40 Y=65 K=0
CMYK
PROCESS
19.958800
37.103835
62.600136
6.692607
C=30 M=50 Y=75 K=10
CMYK
PROCESS
26.926067
48.413822
73.711753
14.001678
C=35 M=60 Y=80 K=25
CMYK
PROCESS
33.731592
59.151596
79.937434
26.669717
C=40 M=65 Y=90 K=35
CMYK
PROCESS
37.882045
63.567555
87.844658
37.637901
C=40 M=70 Y=100 K=50
CMYK
PROCESS
41.165787
70.733196
95.571828
48.810557
C=50 M=70 Y=80 K=70
CMYK
PROCESS
49.320209
69.542992
81.829554
70.797282
C=87 M=41 Y=28 K=3
PROCESS
100.000000
CMYK
87.000000
41.000000
28.000000
3.000000
C=51 M=0 Y=11 K=0
PROCESS
100.000000
CMYK
50.621802
0.000000
11.310000
0.000000
C=20 M=37 Y=100 K=1
PROCESS
100.000000
CMYK
20.248701
37.369299
100.000000
1.123100
C=0 M=18 Y=83 K=0
PROCESS
100.000000
CMYK
0.125100
18.484800
83.456200
0.000000
C=4 M=70 Y=50 K=1
PROCESS
100.000000
CMYK
4.000000
69.999999
50.000000
1.000000
C=1 M=5 Y=56 K=0
PROCESS
100.000000
CMYK
1.303100
5.185000
56.420201
0.000000
C=28 M=88 Y=84 K=45
PROCESS
100.000000
CMYK
27.762300
87.899601
84.069598
44.999999
C=6 M=61 Y=91 K=0
PROCESS
100.000000
CMYK
6.466800
61.147499
91.308498
0.189200
C=55 M=29 Y=100 K=9
PROCESS
100.000000
CMYK
55.184299
28.854799
100.000000
8.694600
C=36 M=0 Y=93 K=0
PROCESS
100.000000
CMYK
35.794601
0.000000
92.993098
0.000000
C=89 M=56 Y=48 K=28
PROCESS
100.000000
CMYK
88.763303
55.547398
48.041499
27.921000
C=0 M=32 Y=39 K=0
PROCESS
100.000000
CMYK
0.000000
32.492599
38.825101
0.000000
C=7 M=28 Y=62 K=1 1
SPOT
100.000000
CMYK
7.476921
28.311586
62.441438
1.242084
C=58 M=3 Y=44 K=0 1
CMYK
PROCESS
58.196378
2.713054
43.845272
0.103761
C=80 M=22 Y=29 K=6 1
CMYK
PROCESS
80.440980
21.518272
28.818187
5.999847
C=6 M=54 Y=53 K=1 1
SPOT
100.000000
CMYK
5.667201
54.421300
53.292131
0.686656
C=6 M=21 Y=99 K=0
PROCESS
100.000000
CMYK
6.000000
20.999999
99.000001
0.000000
C=87 M=41 Y=28 K=3 1
PROCESS
100.000000
CMYK
87.000000
41.000000
28.000000
3.000000
C=6 M=61 Y=99 K=0
PROCESS
100.000000
CMYK
6.000000
61.000001
99.000001
0.000000
C=46 M=4 Y=100 K=0
PROCESS
100.000000
CMYK
46.000001
4.000000
100.000000
0.000000
C=67 M=55 Y=45 K=20 1
CMYK
PROCESS
67.000000
55.000000
45.000000
20.000000
C=17 M=91 Y=96 K=6
PROCESS
100.000000
CMYK
17.000000
91.000003
95.999998
6.000000
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
68.407720
54.488438
55.956358
68.572515
C=0 M=0 Y=0 K=80
CMYK
PROCESS
62.389559
48.477912
48.789194
47.806513
C=0 M=0 Y=0 K=70
CMYK
PROCESS
55.730522
42.243075
41.342792
32.547492
C=0 M=0 Y=0 K=60
CMYK
PROCESS
49.115738
36.469060
34.528112
21.808194
C=0 M=0 Y=0 K=50
CMYK
PROCESS
42.569616
31.046003
28.345159
12.704661
C=0 M=0 Y=0 K=40
CMYK
PROCESS
35.465017
25.418478
22.278172
6.842145
C=0 M=0 Y=0 K=30
CMYK
PROCESS
27.176318
19.153124
16.012816
3.241016
C=0 M=0 Y=0 K=20
CMYK
PROCESS
18.646523
12.936598
10.284580
1.260395
C=0 M=0 Y=0 K=10
CMYK
PROCESS
9.680323
6.607156
4.986648
0.292973
C=0 M=0 Y=0 K=5
CMYK
PROCESS
4.837110
3.286793
2.447547
0.109865
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
1.312276
95.980769
91.403061
0.106813
C=0 M=75 Y=100 K=0
CMYK
PROCESS
1.672389
74.962991
91.531241
0.155642
C=0 M=10 Y=95 K=0
CMYK
PROCESS
2.670329
8.545052
90.905619
0.186160
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.638207
9.552147
95.642018
1.583886
C=100 M=90 Y=0 K=0
CMYK
PROCESS
96.267641
91.671622
2.127108
0.244144
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.914547
90.176237
4.098573
0.738537
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 123 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
13 0 obj
<>stream
HW]\
}B`1Ц(
мl׀ꊚ;㡶Kax:CJ<3?}cϛ3zMjRI&oShnӻgg>|ٜ%8!ٔb7ߧ+ZZ+lv5: /|hymS$\?=߰YTf?LV4쳰B4|""71>MbqlJj Em5Iڐt3kRedCFNE)w|#}9i<@PG
3#w^b֥Y9Cz(!D:}JFycX9bdSt(:jX|zDC)bM#i\c/B/&**b#l[M}-Y(lh=msLEݾ)Hv]ENԛrkn=75Oe#Clq|7ic.8l0&Sar7d$:@\hJ'dy9(2NC;q{`0) 9#p,güghíY<+7éL8lڽ*p]HIEBeˈZ]@Ne\DRŧ Db2Cۄ_1@^#k Δd{ɓ"~nLTJW|%^\F(&V(~m˖<P[TBwdy\$8ID0cnB^rbƁsF{qo`}uN
JQJ$E2r6
(27ONrA=ǵ+
:Oibso TRFiKjOPtJ@%Z<\\MB+urcp#c 82]N}M>Mכ
[RUZC<U ˸7*8٨M2Ngԗ"aH\}u
؝;V&vF:"+ wCs*Wpl&Or0]yÿޒTǽYa$_FZх4R-(M[R^xK},;=R$Q_E,
- ^:p%::Ru%e
B^Ѷte
Sք
ICuBU$TG:BBN(nݴNP]1] B1] Twes+d*'z!R[?hT'ڼPڼЧ?xB!P1)uA
DRG:BT] C(I%xLC].t !t.b2%h
KBPU$T!:*`#P!!Tue'{RBDŽ:ЅABNBA1] +P<ܲ
ICuBU$TG:BBNGO#1!tcбb@BA 4ZdB!T1 uA
!TG:BU] uIUtD<&T!.tB:vBu@BA1]KWꘄ:P] TLBu#P!BFC'h7IcBuP0 BBuys۞=GǗhY<
H1|(`[L&Fku lt=ܕl}rP3/ۉB>.`#o}
H5dwT 33z¢mD@,J|| h%<u1%C2g .[rf{4epJH!zSC5ۥTU- 4]M])bC
Qw[=C| ]_(6BۇF&7`ﻐXg@}:#W_LJ[q _ FFcyPj#ࡅ:`F1c#U
Hl)qaH0Tbn;*@ H1Vxl
#54RaSYy<4R#U FrK \H7i;U4TCORS8^r^9j&Z;LB#F E??+AWS!p!l3,DynARu-3[S>tcɣ6{& [(Mk
.-ڻ~uY4[D4)ٰw@Cg`[2B/)0-D_dp7~y1
=o
"[Q+7+Rca:]Q3((C"D|"$D9Fٯoρn}5
@k yFif9P@G&=:4G5gQC3@ Xy?S
oUF3 ',+CLm2^&9n,I)$bЦѨ^YH2)%/:nYm#:ėyjdxJGd43r &tnw=?Er?¯!l(Pf;R#'sЙ~J!KI*8 h.Á2WͅCV!_C]+@!Ժ@BDBQDVߪ&[Lc9䵠ڹ%%)3Cq UT[2^7G$;4LÑx&7IZ5oKAҿB@6Mlnf:rZ36O@B!i#zm:$YNvװg(wtb_Dii71`=9bGo۷d-j!Ff
kj3ễOM\d[ї5Yix;Bٷll!o𰻂6aH>7Tv/V
Z9k]5fm8ǹ[-M*$