%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Inside-Waste_2017_JUNE-PREBIND-v6
2017-06-26T11:45+01:00
2017-06-26T11:45+01:00
2017-06-26T11:45+01:00
Adobe Illustrator CC 2017 (Macintosh)
184
256
JPEG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uuid:82403c23-4593-4a46-bcb4-a071187ba8ce
xmp.did:88133160-cb6a-411c-81f1-d88cc8251557
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1429a63f-381b-4bbe-b610-dcd92ca51b5b
xmp.did:d92220c8-81e6-9646-85ef-ad1bfcf188fa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:88133160-cb6a-411c-81f1-d88cc8251557
2017-06-26T11:44:58+01:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/chris/Desktop/insideWaste/Inside-Waste_2017_JUNE-PREBIND-v53.jpg
0
0
EmbedByReference
/Users/chris/Desktop/insideWaste/Inside-Waste_2017_JUNE-PREBIND-v52.jpg
0
0
EmbedByReference
/Users/chris/Desktop/insideWaste/Inside-Waste_2017_JUNE-PREBIND-v5.jpg
0
0
/Users/chris/Desktop/insideWaste/Inside-Waste_2017_JUNE-PREBIND-v53.jpg
0
0
/Users/chris/Desktop/insideWaste/Inside-Waste_2017_JUNE-PREBIND-v52.jpg
0
0
/Users/chris/Desktop/insideWaste/Inside-Waste_2017_JUNE-PREBIND-v5.jpg
0
0
Print
False
False
1
210.001556
297.000083
Millimeters
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
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
9 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
18 0 obj
<>stream
H41
@yE`gs'u@1"yrpA*'hKCeQic}?SnMj`RS<V`Ŀ7en'\ D
endstream
endobj
20 0 obj
<>stream
8;Z,'0m;S:&d:@!cU$b_i!-6q`,&n+67A!M0i=]u7;3D2*,]jP!#+rDISD-(FnSmf
P[oi%/GAca$ORS6&qs]-4pk]CDj8/Wr<(Xfa6uoU^H^YdQ[2LMT:_2.\C=rdB/BL&
iZRp`B/;WKqrc#_)+BA\"fD:X>g#u@*dXeKN:eRI31c`a)+=sBM@mj)6_kQGF=jo8
q!ZnSiK]7J3=;WCKbVHrQs^E3+'p"DTmslX_dO+(Mr?YhkW\.aB>tW7Y`X`k+3:3H
1Y.(a2b'9KMuQ6ch))o(q#F)C_EH5B!hYJ"0N>XMkQ$*VqhDU,
KadAB0Hc.%.D4POk6jL<-uI^ufA;TFqVl1EcQJk*KSMhLn,q_,;'R&L.
%E8I>F.O54BfLpEGEF;C-SkOk48h/X@u]^iRFYWN%&`Wsi!E8/;ftT:f=JC#%%qC6
\XPrV<;AIY-f&`%)ph21kMW6T=rVC4;=:L9e2m'=$lalF%Rs!lAlHPQ+2qd,eB51[
%Q'Z3j6++:"Qq1JCOl[,>\=Gf`jWiS.qZ.JeEM/*D)uBT5_SPn.7.*TQ"0!:F06`X
%]D?bk(KbR!GnlGJr_]CS6OB_FBo.2@:XCD7SEn\FKjD@N(plVjP%SPKqZf9GCTc!
_7()u&EY*40]P_S"h7&K=rehE"bARHZ,fh!d:f!$;D]?Ib(O2C6;SG1Jfr,<#g%91
2iaYcB4bX'+C\9l-ltln%()-Og9s[bjp`>]N'flW"9`*lUWBt+6jbUVB62#$TI1k*
0G<-"mL%p(0jto@7th5=@$A%M0S?.`1N>:J,@E<_:3&V,[GLD',)6dcFq'7t@"G@0
V)Xfn%OR;=N!RrVk)p$C.6/Q5ohJ2#kT-fHn;&hoFi]h906"^A"&tZ;Nal\3S!=h2[>mF*,1gl!JL+4K
$/jJl3t`WbF%**RC(WL`f::>A8R__@/R!#c2kH/#N>ZLL9rCDL5qr9-)jAESl!OHU
!$'J7)T`2fC[=C#Z(c*Z16$Aob.TQu3T1/Q#nlE3l97B13tNbKP$Cu7SF+8>P,MP*
7;F1G>E5VLB;"B<%N1)7!Z7%/\o]CcQf[5LZiM@$-@&_06]t>*I.F^5^h[FZnQ*,A
nCu4%M0cI1gGoKm:B:M@i5Du[g'[Y%aU+DGLLghW+=_6N!<9?%es2c:R,ODIhLQ%E
DrL8"8\6dZ9(3*59F1)0-rPp>(lQcuA"NT_9VSM^I`^&@=.f\lOf$PPZn$QO_R.^l
e6l1EDVB+m:O#)OlFMs+".^u?SLieQY:6eV2d2Pp
SHc@3nNi]uC:`&`V)R[NRGQY)rqE8Ohm)OJo$bP[F)fINe>[T)ZMtS/$TfRm-jO*$
AR%]lcsfD`Mt`Q]!lns9FM@KPNQ5jW@d]/bWo*P`f-k?LYb-%2qe_C\)L:M5q^PZ-
hTW1Zm]&<0Q$F;8,/Ta82*$kaacJ;;A_IL-#r6tPH'_atH_q`VH\cWIQ
Y2^9:eHA5o3Us-,"0_FsJ>Zmt@l5bW)]W*m^&"Bs^*Cr\Ge)*&O.2/^R?9K(oqH$?qVErB0=foBe1[4#,`W.X*i,RBk-PdQ!(,HG:.eWnq;cNO/AX4>F->
fd]N,Ulp#tQpL6F8W00Ho/Ehf<3Rp-/O&8BC@\1en,BW,(d,JcGcC560ps]I`*aXm
.2(at[8/eN$YrcA)R&=<*sWBFjE@&J]1P&WmuX>Xmufcep2t@OB#F^hLF6RX=*oY*E1OVoa3/1C.r,"]Q2'UJ10RT
XlST6OcibaL$C(5(]5G.JaDU8;E%I*/@G?F9D>GZl&u75ofaT+1^S
Sp7\qRldF"ib$_JDI'EbUc&FFaXHN.I`^+LUG62T9kmYhFDTB/T'G=\X52M[9Q)WV
b0mEKZ
BP3sg@#E&*KPg?)o>8O00Aa&-W&OXM)HZ1f`V/;f5i_O)(-+#5*p<$&^=_+Ec')ll
Hlu*jM\uUoY3,)$L9Y=P)is98gfFPWg
R,i=KitdPPLG]u'?S(C?Kr'&@rfK>B[d$q%3kc$9MC^N12dlSWMUpmeO-^]`W_31$
FA#!pHHj,"HP;1nCa^H,dBN(5BjAL'GI$WInFTJ$Q_fllbkuAo[K0lB[U@1>
Ai($;:)V_WYJ[_piMK]NdL&-CXDn%erLK.HU^<((G@+##IId(nYJ2^is2ofq!5>>[h#~>
endstream
endobj
21 0 obj
[/Indexed/DeviceRGB 255 22 0 R]
endobj
22 0 obj
<>stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
19 0 obj
<>/Filter/FlateDecode/Height 1299/Intent/RelativeColorimetric/Length 1792141/Name/X/Subtype/Image/Type/XObject/Width 944>>stream
HkSTLOuWdng`]oFŹ2*D.3=Z*Av7K
&+_Ms9=#i/`\w^m{Mmlo`W{vo;RxgcRmFzUHYT@M]aHy˖UoκtЙ+K]c3\ulaQBc.tJLG9VyD'l>QdP8"p