%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 7 0 R 8 0 R 9 0 R 10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
6411_ColorSpinningTop-02
2016-04-12T13:26:07-04:00
2016-04-12T13:26:07-04:00
2016-04-12T13:26:07-04:00
Adobe Illustrator CS5
212
256
JPEG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uuid:1a159931-dd0f-b048-a94e-c6e0b8bbaba9
xmp.did:31467A9A3E2068118C14C69F37E61DA4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6773280c-099f-8643-b85b-312522cdfb2d
xmp.did:0A2262973D2068118C14C69F37E61DA4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F1174072068118C14C69F37E61DA4
2016-04-11T16:54:03-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:F97F1174072068118C14C69F37E61DA4
2016-04-11T17:36:57-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:D77BCF070F2068118C14C69F37E61DA4
2016-04-11T21:35:10-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:092262973D2068118C14C69F37E61DA4
2016-04-11T23:24:15-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:0A2262973D2068118C14C69F37E61DA4
2016-04-11T23:24:32-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:31467A9A3E2068118C14C69F37E61DA4
2016-04-12T13:26:05-04:00
Adobe Illustrator CS5
/
Print
False
True
1
279.400000
215.900000
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
14 0 obj
<>stream
HWA%I
S~uڙv:4h1i4@cWL?O~~W_·?+oøfg9κ>}{3q*sm6D.a>1.L|=8܋yۦCÉ_W;GӰm3:6ljc<'c
nk=>{)m979wL|sIO:#k'Mm+kZ+=j]qg E-mGV[/sb?'qU1[F7|sOo? N/|^)[`$b:G!_ R/W0wJqC<\٘DFu^fhaBBRbn &2^+'&Ґ5U.g**NYo&\L)Ne$u*FVDvm: IxVK#LRhboG$?S\"\$X!呚y`LI(?6"e:?Ԫd%6Fp"~M\YgdMt{dLԓ(mgH|@)K
RƩU! ^s<.'pڢ+5PG"З
k'X0[ =_IfNFbzd:irK"(NLQU쇏}XQj$n݃Sj3*4bR~+r+vB$ 05Ǘ4%
/i^b{v0j/O+}s q/ݐ0OxzӁq(F@|uFMq~vYc&qeY;ȋٮLz[6mUǶ5Ǝ#HC{tIIB,Ձ4pAaI*%~G1D@P'3S%§o*mvPWzF {rÉ#z٫RإƟrk,Y*jeZIS0Ye&qZ].eWUoEjo(R7Bc4&lbmJD -PU:
pnTY3[ )7IA"WRh)
Mt(g.R^>MzXqjB;ʀQ*<
1Bbq^\$lEik0!_tr4)>jbۣt,#+ Ejc*n+CDL(0vҠyQzlՙvxw"[
qq$=o?Bw/i,9dt1jw]V&:P{WKNRw'eplТ7=r{ĬUܺEg_
}l,Ƞyc!s$O%<i$M+{4]2SI5(L}F#j.vbSX
bʶn2" "YKPݡjAEHg6ًD;aI_p
&o}_F"/^6~uOeȵJދcy_I'PQFjX)#S"9Q9lvC_WjH\S⊾35VK _XÃz0
km&t%[n!pŽJCQ.=T)'6Y|sxJsȠ[Hi/SG!lN$qRSMML2@gګh
FH\-RՆ%eȍz"I1l(6< 'KUt ,b=K^RKw}3%_gnjWɘ\L5P3h%Rt
gi,4È5K*Bȱ5UT8R
1E^ElEMBJ0j'Ǥ2[XZ0Lc{Gfz/~eyz#M' Bl45B5EJuI^DS o