%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MAKANA-smart-grid
2022-08-02T13:59:02-06:00
2022-08-02T13:59:02-06:00
2022-08-02T13:59:02-06:00
Adobe Illustrator 26.3 (Macintosh)
208
256
JPEG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uuid:72e45506-d646-3142-ab6a-47a5003db66f
xmp.did:2a43136b-9c74-41fb-a585-d1fb087d814a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3c05e049-cf93-f846-ba1e-8ed1a9dbccd2
xmp.did:90268d32-7d7b-4c51-95a8-2595a8c68569
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:99b4f519-ca57-43a2-8231-626eb5ee44f7
2021-09-09T07:51:42-06:00
Adobe Illustrator 25.4 (Macintosh)
/
saved
xmp.iid:2a43136b-9c74-41fb-a585-d1fb087d814a
2022-08-02T13:59:01-06:00
Adobe Illustrator 26.3 (Macintosh)
/
EmbedByReference
/Users/Tumbleweed 1/Mobius Logic/Marketing/Print/one-pagers-v2/background-energy-diagram.psd
xmp.did:f10bf2c4-6bc3-4745-b062-35ed27209448
xmp.iid:1def4b85-612b-47d9-aebc-c2bf92e6a55b
EmbedByReference
/Users/Tumbleweed 1/Mobius Logic/Marketing/Print/one-pagers-v2/head graphics/head-grid1.jpg
0
0
/Users/Tumbleweed 1/Mobius Logic/Marketing/Print/one-pagers-v2/background-energy-diagram.psd
xmp.did:f10bf2c4-6bc3-4745-b062-35ed27209448
xmp.iid:1def4b85-612b-47d9-aebc-c2bf92e6a55b
/Users/Tumbleweed 1/Mobius Logic/Marketing/Print/one-pagers-v2/head graphics/head-grid1.jpg
0
0
Print
Adobe Illustrator
False
True
1
612.000000
792.000000
Points
Barlow-Regular
Barlow
Regular
TrueType
Version 1.408
False
Barlow-Regular.ttf
Barlow-Medium
Barlow
Medium
TrueType
Version 1.408
False
Barlow-Medium.ttf
BarlowCondensed-Regular
Barlow Condensed
Regular
TrueType
Version 1.408
False
BarlowCondensed-Regular.ttf
BarlowCondensed-Medium
Barlow Condensed
Medium
TrueType
Version 1.408
False
BarlowCondensed-Medium.ttf
BarlowCondensed-Bold
Barlow Condensed
Bold
TrueType
Version 1.408
False
BarlowCondensed-Bold.ttf
BarlowCondensed-ExtraBold
Barlow Condensed
ExtraBold
TrueType
Version 1.408
False
BarlowCondensed-ExtraBold.ttf
Cyan
Magenta
Yellow
Black
PANTONE 7416 C
PANTONE 688 C
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=66 M=58 Y=57 K=37 1
CMYK
PROCESS
65.539020
58.245212
57.015330
37.372395
PANTONE 688 C
SPOT
100.000000
LAB
51.372547
33
-8
C=69 M=63 Y=62 K=58 1
CMYK
PROCESS
69.433123
63.234907
62.102687
58.355075
C=15 M=27 Y=75 K=0 1
CMYK
PROCESS
14.987411
26.565957
75.344467
0.000000
PANTONE 7416 C
SPOT
100.000000
LAB
60.784313
50
38
C=75 M=68 Y=67 K=90 1
CMYK
PROCESS
74.972147
67.919427
67.049664
90.145719
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 16.07
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 51 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>stream
HWYoG~8@8 2mg,(&HJy gWu6dg~3d=tifV=CI+ڲ;cDi
Q+KT{E8p
7r`K.m+[/Ͷ=AK/f2`x^pό\Iex;{ͪ;xKnfbد=^J`X8S)T\Q M)r3ni_)H`؞]]L9\PiW1F fp)բfVe`rƖei!<߳)f|S@kP*oUͧNo|Ɋ> @gWpMMYzഛpۥv1߂6Faw
ljh6=lCH?Db)q6=aj\5t<'/FqdV-tSJYXAůŀ_|`Uy%(uFv?ݲn˶Q5R/JK:a>#6])8
GgxL^-E@j<UBzͻ?vʮxb]cDkU*+fw/X~co
MCx~
&wc28j[3Q8@P\w]F"j2DMly9H)L[
2.W\.|h&`_ܳWcÂ5~S{s^o+"!
!+q..]Ę 0Ҕ=B#ρ)yo]hq")-Xrw߰(,2K;W":c
1vYG$1|Yb~]~)b<]˚ldDd)J:Ѳ6nIzM8]BU+
Qi56"k@Hֺ)>T*6|~n"Kn7xр ̷߳bS/k7CDnMA"DD=qIk1b7w6K݁xW2Ǹg6Ii$/\.|C:"lok5RKW)}nh6n͗4Ej%
I DR#AJ.%Z]>cP$-){:Y!EE'ߠ+@"- {|bPe%:PaFeUITPͦ=NXKDOm/" wJ,gT,1*R_9yYd2I?b*dX`hҢp-Qr:6(hW>{7ːfq:y=Pj%niiP=0a_)iT{b*y T>8qS'cZu)ARC1UR*+kCIz( 1CV=8 4rD8L} P+0@
ş/Ԭ
jVQ|<{Ww'3}̾~f}TIVFW05?ò!t5^YG(| _B\W >[FP
vekLLqg#$/XXBd,h5$&"͙=zw %fm}KI"dI&%݊tdH|z**4S
O^Y_HPNCBQBR`i & !8)S8\ᔁB@i[l;*!~,.Mĭm UR%Sh(PҺ&eK^Dh . ={ vA(!
E)(76_ cm皎?|K!SwքDw97H9Hn$')v`
0|gT:eT
Xq) F 5NɎ&!zqjq:DP}zzO!P6<ǝkԭpy1ǷmB{eRr>䶂4) DL-yG,Q0#!CxEm1łd?Joxs(U>m@^FTfŮ(zӡKҔz
[B#L|a0H&E\""`Yˁ7Q*:_*j CUzAZRQ=/ ,JYEv/@?aX=/:Q@oyIHxy$_m;rF}3F&Y,^W+[+ IdBV F~?=Ӻ@i@`Mz*51 M&g2K-
ٗ+JS.hб3BY1(ȱ"TPfTdz1R&u^Tg5
!#&Y/5{t8 b_ѣhsUdrښ0oTAzͷXإ@ӊD'աzD/hilkj2KR
%V.?l7_"
R;ܨ/l/ww7cYznfw=yt}+?b#b
CLց}K'Wbr{Yi̽|RQE&@XU"%Jˮ2(ĆxoݖXR_W̏m>izŖ㽝YpmFqPT(>gJ 3
ZqYM3,aDJAWB?b\PBLt>$^13s Դk c'2
*)uhK?Ș.Uj̿1''~X&v&C"pcpۋ\}+m|}XVFV;͕{r{Kl;R6wys}
/=>\?1Zl/nNwmӲp!2^#NJ
~}xx}tiZLܰ?Hp5I3uݷHÛφn3k\'3zLܵGPDP'Filr33?̨0H]Y*9<
sZA\$xy{yA^6TrYBQ] vuϏ;KDOY,s I
>;.29|3)' !`A:HrGp{x7.1i!&hN ;ae5?
0QVOCsI[*E%tmQ8K
[O:/>ArzRkǗq-'v85bEv$]ȔzE&?֮@p^"YG^"s;
${ E#By]JGvJ)}>;Hl/vnnfjWƉ\iR{[jVY{Dq9ʷL9:g {U[ݐ؆ξ}6E0 DZP[p6}>Q:5iWF]ۙÙfdiyk=uA19p\sOF96z=Ou@\be
@1'm
`
p+
W.`nF(&Q4