%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Aluminum-Cutting-55-Deg-Helix-Speed-Chart-v2
2021-02-02T15:14:35-05:00
2021-02-02T15:14:35-05:00
2021-02-02T15:14:35-05:00
Adobe Illustrator CC 23.1 (Macintosh)
224
256
JPEG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uuid:83786647-f14e-a24c-b061-b142b64ce85f
xmp.did:1874b161-21ed-4c53-a926-0ca4845e76fd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:f9781888-daef-42b3-b01a-cca64476a202
xmp.did:f9781888-daef-42b3-b01a-cca64476a202
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0f29a55f-7dab-491c-871b-9308f9285044
2015-02-12T13:01:20-05:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:1874b161-21ed-4c53-a926-0ca4845e76fd
2021-02-02T15:14:28-05:00
Adobe Illustrator CC 23.1 (Macintosh)
/
Print
False
False
1
8.500000
10.250041
Inches
HelveticaNeue-LightCond
Helvetica Neue
47 Light Condensed
Type 1
001.000
False
HelveNeuLigCon; HelveticaNeue.t1
HelveticaNeue-Condensed
Helvetica Neue
57 Condensed
Type 1
001.000
False
HelveNeuCon; HelveticaNeue.t1
HelveticaNeue-BoldCond
Helvetica Neue
77 Bold Condensed
Type 1
001.000
False
HelveNeuBolCon; HelveticaNeue.t1
HelveticaNeue-BoldCondObl
Helvetica Neue
77 Bold Condensed Oblique
Type 1
001.000
False
HelveNeuBolConObl; HelveticaNeue.t1
HelveticaNeue-Heavy
Helvetica Neue
85 Heavy
Type 1
001.000
False
HelveNeuHea; HelveticaNeue.t1
Cyan
Magenta
Yellow
Black
PANTONE 185 CV
PANTONE 185 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
PANTONE 185 CV
SPOT
100.000000
CMYK
0.000000
91.000003
75.999999
0.000000
PANTONE 185 C
SPOT
100.000000
LAB
49.803921
77
49
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
12 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 612.0 738.003]/Type/Page>>
endobj
13 0 obj
<>stream
H|Wr
}7"'7'bV+.%sRv }KsҚo_`M u6L~Ws+k!Zqck裭fwacG
(PMbgD&ςoZqfǍ.3X|6i!M}ɴs;*-2OXJ?7Ï2B[ѵ(۱%o Q?J5{7d)]*c(:烛PbVU [f..'v8bΈDž&B!R
RLs<ax],c=Y#HdK?9fUn,yiM 3$A;;.WO>lNlVIpQɄI✃m17GT)M҄AhFW_<+~I%&2n?%WuWb)_+@UY+X"GnZ_6I<(uh4+H.JiUI85,2GBT-g$u#zEv 8DU以UDria&7IcQIf%I}fny!zQkӘ|CF^-LȮK䯤t7Ŝ%,Kީd,Îl.*bU+zB`0 epQI@RiLWMtf#$HZHPqA ʒuM$A[`́yŁ@y@[q H(+5ҒK
%+%ʚH+Tb+j_4yC0Z/Wvn(yFj:j$Io`
-$ ѐ8&F;06 S2 +Mrf1o掆#z@3!0DTu$< #]qeDA%N:wڒQpl5X*!ݐ5ρ]O`%u
u]BP꼀/.+^CP/A>u5(:,?'ӊXDDc-eFeuSxp#]u~b-}T-EJC`J gCICMo>$Br59F+ `yk
lJњm$tN6Np.>(7IҘV8TEV*[hb,}WH@@hkҐ7fLfE'4WRE%[:8,QKam)x2i'i\e[2@`NEO@(%Ż]2h2xQRȁffB_V_n)j?KHRYyԴ"hf)
U
;%
NI
ِ͠ČtaK6k78ߝba5_R8 o:Ugu"'"UMkzdV_9>"H,Fo?g.*b9T=
@wEc3%M|t.L"O)hh3-;̑i/oD,J$
,5M6J\?de]%V*U
r| ;n3e0ݗ)
v
<_mn߅ɹ.z_j6+4{ s]t>f ;ɑkژUv_ńNW.ϒ w,s.eMT1f#B1^M%653VC2DcDѝ~rl'œ\42∶(
Hա7)Bl~.1lML[vyHKkkuR͘+$1C"%X%[ւ>4(.v5qxۉ:NnŮw0Ho-Y*9KkX%"+@C)340Q@r_Gp钔l${I>
7-0Kvb߃}o7Wo> I(d8y'wLJzym.szo7Gsps֤tpOa?f}m^\eA 5p|y
6n>s7sDs=G8?7_ۿf}>L'hwpL~ܲ2?L`9ڳ4!*r%ie.fYԈ\
ꪄ0GyrREU+A?<Ջg[R?-A 4qADu?:P|g?n{0ώfowEc'O.XsP/|A+g$p0½yGYē .RAs
!Yf^>IC=͛|a/`dWXyOݽ?R(S˔.NIql>9j-ht9?UD
C=Ų
[RH$g,HzzVDMDY`Ų]fڌYdZׄm>Ä/y>g}b
r9Opb[**?W*cMzkKJ˶&Hc !jAHȦ焭!a>{ri9@1!tr"B1i^R];#ElOѢٔ/?^/h g2|kѕ^zMS"v p,9yg#6ɦ2bC"0 LlT:tާ= ϣ7ٕQ귔mbD VP6['{FGd-M,{5¸d\ڒ#\Muג2ogO'3մ[+~a=U\U:aCL(=~ge8 6V5*.<8r1As6V#tyJ[4v|܄jˌCޖ&B-ĨX
;AvD'*4;YmAZA"OwFX+RB3k4B-< A>:q7;>&2q1}@abp<
J=V{~FuzZeUzHv$ZeHXMVIunql.1)&xra*cf
RArYf3b˚b6