%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 92 0 R 93 0 R 94 0 R 95 0 R 96 0 R 97 0 R 98 0 R 99 0 R 170 0 R 171 0 R 172 0 R 173 0 R 174 0 R 175 0 R 176 0 R 177 0 R 248 0 R 249 0 R 250 0 R 251 0 R 252 0 R 253 0 R 254 0 R 255 0 R 326 0 R 327 0 R 328 0 R 329 0 R 330 0 R 331 0 R 332 0 R 333 0 R 404 0 R 405 0 R 406 0 R 407 0 R 408 0 R 409 0 R 410 0 R 411 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
M36x_pietro2
2019-02-28T08:06:33+01:00
2019-02-28T08:06:33+01:00
2019-02-25T13:28:40+01:00
Adobe Illustrator CC 22.0 (Macintosh)
256
184
JPEG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uuid:942b9865-87d7-cd46-89e4-2b62695c462f
xmp.did:42eca810-788c-4d0f-b5da-a62148a2b931
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f6071800-45e9-3345-894b-c9fe4b6c05ce
xmp.did:3314e4d2-2bde-4fc9-8cb0-96d91f290746
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:26aed5ea-8f99-604e-a8b8-7ed92c25b1a5
2017-02-22T20:59:19+01:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:42eca810-788c-4d0f-b5da-a62148a2b931
2019-02-25T13:28:38+01:00
Adobe Illustrator CC 22.0 (Macintosh)
/
EmbedByReference
/Volumes/dysk mac/Users/Mariusz/Desktop/Mariusz/wizualki 2017/panorama/rzuty poprawka 11.2017/k powtarzalna_edycja3.eps
xmp.did:4280c158-b3b6-5c48-96a4-dc8a08a479f8
xmp.iid:4280c158-b3b6-5c48-96a4-dc8a08a479f8
EmbedByReference
/Volumes/dysk mac/Users/Mariusz/Desktop/Mariusz/wizualki 2017/panorama/rzuty poprawka 11.2017/rzuty/pietro7/M179_pietro7.ai
xmp.did:c74fbd69-fb28-254f-ac4d-b5eda48d877e
uuid:ad4356c6-f9cb-6d4a-aa30-39670475ce81
/Volumes/dysk mac/Users/Mariusz/Desktop/Mariusz/wizualki 2017/panorama/rzuty poprawka 11.2017/k powtarzalna_edycja3.eps
xmp.did:4280c158-b3b6-5c48-96a4-dc8a08a479f8
xmp.iid:4280c158-b3b6-5c48-96a4-dc8a08a479f8
/Volumes/dysk mac/Users/Mariusz/Desktop/Mariusz/wizualki 2017/panorama/rzuty poprawka 11.2017/rzuty/pietro7/M179_pietro7.ai
xmp.did:c74fbd69-fb28-254f-ac4d-b5eda48d877e
uuid:ad4356c6-f9cb-6d4a-aa30-39670475ce81
Print
False
False
1
419.999583
297.000083
Millimeters
FranklinGothic-Demi
Franklin Gothic Demi
Regular
Open Type
Version 2.00
False
Franklin Gothic Demi Regular.ttf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6846.otf
VYAAAA+CenturyGothic-Bold
VYAAAA+CenturyGothic Bold
Bold
Unknown
13.0d1e1
False
LucidaGrande.ttc
CenturyGothic
Century Gothic
Regular
Open Type
13.0d1e4
False
CenturyGothic.ttc
UYAAAA+ArialMT
UYAAAA+ArialMT
Unknown
13.0d1e1
False
LucidaGrande.ttc
WYAAAA+CenturyGothic
WYAAAA+CenturyGothic
Unknown
13.0d1e1
False
LucidaGrande.ttc
Cyan
Magenta
Yellow
Black
Domyślna grupa próbek
0
Biały
RGB
PROCESS
255
255
255
Czarny
RGB
PROCESS
29
29
27
Czerwony CMYK
RGB
PROCESS
226
6
19
Żółty CMYK
RGB
PROCESS
255
236
0
Zielony CMYK
RGB
PROCESS
0
149
64
Niebieskozielony CMYK
RGB
PROCESS
0
158
226
Niebieski CMYK
RGB
PROCESS
49
39
130
Karmazynowy CMYK
RGB
PROCESS
229
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
189
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
229
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
232
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
242
145
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
248
177
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
13
C=20 M=0 Y=100 K=0
RGB
PROCESS
221
219
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
147
192
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
169
53
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
141
54
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
102
51
C=75 M=0 Y=75 K=0
RGB
PROCESS
45
171
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
160
153
C=70 M=15 Y=0 K=0
RGB
PROCESS
53
168
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
112
183
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
130
C=100 M=100 Y=25 K=25
RGB
PROCESS
41
35
92
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
36
130
C=50 M=100 Y=0 K=0
RGB
PROCESS
148
27
128
C=35 M=100 Y=35 K=10
RGB
PROCESS
162
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
81
C=0 M=95 Y=20 K=0
RGB
PROCESS
230
27
114
C=25 M=25 Y=40 K=0
RGB
PROCESS
202
186
159
C=40 M=45 Y=50 K=5
RGB
PROCESS
163
137
122
C=50 M=50 Y=60 K=25
RGB
PROCESS
122
106
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
99
78
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
201
157
102
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
73
C=35 M=60 Y=80 K=25
RGB
PROCESS
146
95
54
C=40 M=65 Y=90 K=35
RGB
PROCESS
126
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
59
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
66
41
24
AutoCAD Color 2
PROCESS
100.000000
RGB
0
0
0
Szarości
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
29
29
27
C=0 M=0 Y=0 K=90
RGB
PROCESS
60
60
59
C=0 M=0 Y=0 K=80
RGB
PROCESS
87
87
86
C=0 M=0 Y=0 K=70
RGB
PROCESS
111
111
110
C=0 M=0 Y=0 K=60
RGB
PROCESS
134
134
134
C=0 M=0 Y=0 K=50
RGB
PROCESS
156
155
155
C=0 M=0 Y=0 K=40
RGB
PROCESS
177
177
177
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
197
C=0 M=0 Y=0 K=20
RGB
PROCESS
217
217
217
C=0 M=0 Y=0 K=10
RGB
PROCESS
236
236
236
C=0 M=0 Y=0 K=5
RGB
PROCESS
245
245
245
Jasne
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
226
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
233
90
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
151
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
40
52
138
C=60 M=90 Y=0 K=0
RGB
PROCESS
129
53
138
Adobe PDF library 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
22 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 417 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
413 0 obj
<>stream
HWt9
Oq^N$[4b|m\tW?M?~)NOWt}804)s-2o_o[ן+ҧL<2}sOSkJ*yBe?A+#_} w$z#&ЊP,/e5$ |PS=_>%