%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Adafruit Feather 32u4 Basic Proto
2017-05-06T11:42:08+02:00
2017-05-06T11:42:08+02:00
2017-05-06T11:42:08+02:00
Adobe Illustrator CC 2017 (Macintosh)
256
180
JPEG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:46a34b20-e033-8445-8e8b-fa0959350f9c
xmp.did:2b7a63ac-d44d-413b-9878-1454eac0ccff
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:201ed81d-d3b0-934a-bd9c-353f925326ca
xmp.did:96a56e1d-e5dd-497d-ba47-a908cfd08798
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2414b028-fe29-4d06-9a98-901d5412715c
2016-01-25T10:01:42+01:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:2b7a63ac-d44d-413b-9878-1454eac0ccff
2017-05-06T11:42:03+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
True
1
297.000083
210.001556
Millimeters
Consolas
Consolas
Regular
Open Type
Version 1.00
False
Consolas.ttf
Monoid-Retina
Monoid
Retina
TrueType
Version 0.62
False
Monoid-Retina.ttf
Monoid-Bold
Monoid
Bold
TrueType
Version 0.61
False
Monoid-Bold.ttf
OCRB
OCRB
Regular
TrueType
Version 1.50
False
ocrb.ttf
PIGHIXXX
PIGHIXXX
Regular
TrueType
1.00 - 02/02/2017
False
PIGHIXXX.ttf
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Bianco
RGB
PROCESS
255
255
255
Nero
RGB
PROCESS
35
31
32
Rosso CMYK
RGB
PROCESS
235
33
46
Giallo CMYK
RGB
PROCESS
255
240
42
Verde CMYK
RGB
PROCESS
0
164
83
Cyan CMYK
RGB
PROCESS
0
175
236
Blu CMYK
RGB
PROCESS
47
52
144
Magenta CMYK
RGB
PROCESS
234
20
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
188
33
50
C=0 M=90 Y=85 K=0
RGB
PROCESS
237
67
61
C=0 M=80 Y=95 K=0
RGB
PROCESS
239
91
52
C=0 M=50 Y=100 K=0
RGB
PROCESS
245
147
49
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
76
C=5 M=0 Y=90 K=0
RGB
PROCESS
248
235
72
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
222
59
C=50 M=0 Y=100 K=0
RGB
PROCESS
142
197
73
C=75 M=0 Y=100 K=0
RGB
PROCESS
63
179
79
C=85 M=10 Y=100 K=10
RGB
PROCESS
7
147
72
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
103
58
C=75 M=0 Y=75 K=0
RGB
PROCESS
52
180
117
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
50
171
223
C=85 M=50 Y=0 K=0
RGB
PROCESS
35
119
186
C=100 M=95 Y=5 K=0
RGB
PROCESS
44
59
142
C=100 M=100 Y=25 K=25
RGB
PROCESS
39
36
96
C=75 M=100 Y=0 K=0
RGB
PROCESS
101
49
143
C=50 M=100 Y=0 K=0
RGB
PROCESS
144
44
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
157
35
98
C=10 M=100 Y=50 K=0
RGB
PROCESS
215
34
93
C=0 M=95 Y=20 K=0
RGB
PROCESS
235
48
124
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
180
156
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
133
122
C=50 M=50 Y=60 K=25
RGB
PROCESS
113
102
89
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
195
154
111
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
123
83
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
93
62
C=40 M=65 Y=90 K=35
RGB
PROCESS
116
76
44
C=40 M=70 Y=100 K=50
RGB
PROCESS
95
56
23
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
36
22
R=74 G=74 B=73
PROCESS
100.000000
RGB
74
74
73
R=235 G=100 B=8
PROCESS
100.000000
RGB
235
100
8
R=229 G=38 B=51
PROCESS
100.000000
RGB
229
38
51
R=214 G=0 B=109
PROCESS
100.000000
RGB
214
0
109
R=185 G=0 B=103
PROCESS
100.000000
RGB
185
0
103
R=110 G=33 B=126
PROCESS
100.000000
RGB
110
33
126
Grigi
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
111
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
Vivaci
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
235
33
46
C=0 M=75 Y=100 K=0
RGB
PROCESS
239
102
47
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
220
56
C=85 M=10 Y=100 K=0
RGB
PROCESS
10
160
79
C=100 M=90 Y=0 K=0
RGB
PROCESS
36
67
151
C=60 M=90 Y=0 K=0
RGB
PROCESS
126
67
150
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 148 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
12 0 obj
<>stream
H\
ziK׆o1Xlv*J\jdOwηK_yu?ڰ]8ùNy
߾5竍Ӳ;u~lsӰnx6L<5|Gi)/:,c~m}lEF~nD~!