%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Bicycle-speedometer-Arduino-on-a-board-4-bit-LCD
2014-05-15T11:00:10-04:00
2014-05-15T11:00:10-04:00
2014-05-15T11:00:10-04:00
Adobe Illustrator CS6 (Macintosh)
256
208
JPEG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=
uuid:688ac947-092c-8248-909e-5048ff879329
xmp.did:0180117407206811822A8471DD6452E4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:89b3fab4-5fe7-5444-96f6-2e67db8cf20d
xmp.did:0280117407206811822A963C068F6F5B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822AEF8E007A73F4
2014-03-12T16:51:07-04:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822A8471DD6452E4
2014-05-15T11:00:09-04:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
792.000000
612.000000
Points
Helvetica
Helvetica
Regular
TrueType
9.0d3e2
False
Helvetica.dfont
Helvetica-Bold
Helvetica
Bold
TrueType
9.0d3e2
False
Helvetica.dfont
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
28
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWn}W#ͮ#EiZ"2u88]YϩR- ש-tsthFGnhl_GK7Ԭޏ(K|y<а#E?VF㿾;bmj6wowr<%eMj|3TR)_N~koL.}ۛ6aBz|}5MHu7_ 0Kstџ7[ڄ8zj
ߦ]idrFnFĢizW]6" 8\&>#:yPH#6vuL`zɩȈpR1dTdepW1"(I㑑io0N* e=%<MS)gP
n@]e=-4{T|px@il2hE|V=F4w?ڋhJ>OX>]4I4o8>M$2ҚK}.-dP9k*m
dNp(qg'Z\ffr
Xi#ag kPJ┎ f8ȧz<$XJSD%KhGvcj^caL
T9[rT/%Iǂ 9ycP -[dAQޫ2P,oػ_,q %А
?`5G(da.?mMXљ$79ko0 9\vz).sw9
J'LeR,j10Me4_^eN?j݂'i΅7&3n)kHO5;"zcc*ƞ쳩DGm
p7v(.kљ-rˌdgo_؛v
{cDV3^{:ְ@(d>>S3%'֗%s/k_=1ji-樌ica7}d>{R1.Z,!wVm;͂YA#L%g}A8z]va8KO"h䘜&%vN:$'"5~Xj3tU/% <L|S:cg7BҝkO8Rl25c`vJ6\e CBV~ lȊ <"b"8.SA~#6x$8kGޅq $ XB'% 1SDYFI+X5nT+\}