%PDF-1.5
%
1 0 obj
<>/OCGs[23 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
EBOOK_PBKM_Jestem w ciazy_MEDME
2020-02-25T15:54:02+01:00
2020-02-25T15:54:02+01:00
2020-02-25T15:54:02+01:00
Adobe Illustrator CC 23.1 (Macintosh)
216
256
JPEG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uuid:4d3c3b91-8327-4546-af9e-7f19b2a3b90d
xmp.did:45411bf4-fd06-4ad0-83d8-a68cea66c383
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f8590a10-4cfc-f54c-9f6b-677026b997b2
xmp.did:9c72e238-4e05-4dbb-abee-e7446e03c03e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:559238d4-1a24-4939-adff-8c3983ea9462
2019-11-14T05:53:33+01:00
Adobe Illustrator CC 23.1 (Macintosh)
/
saved
xmp.iid:45411bf4-fd06-4ad0-83d8-a68cea66c383
2020-02-25T15:53:44+01:00
Adobe Illustrator CC 23.1 (Macintosh)
/
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
medme logo png.PNG
EmbedByReference
/Users/agata-kv/Documents/KV Projekty/MEDME/EBOOK PBKM 2019/04. Jak przygotować się do ciąży/FOTO/27998767_m.jpg
xmp.did:e67c379d-6adc-4330-89c0-e20d582c75de
xmp.iid:FC51449A1C206811822AD4222196B081
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
medme logo png.PNG
/Users/agata-kv/Documents/KV Projekty/MEDME/EBOOK PBKM 2019/04. Jak przygotować się do ciąży/FOTO/27998767_m.jpg
xmp.did:e67c379d-6adc-4330-89c0-e20d582c75de
xmp.iid:FC51449A1C206811822AD4222196B081
Print
False
True
1
210.001556
297.000083
Millimeters
Cyrulik-Rounded
Cyrulik
Rounded
Open Type
Version 1.001;PS 001.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
Cyrulik-Rounded.otf
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
.14548.otf
OpenSans-Semibold
Open Sans
Semibold
Open Type
Version 1.10
False
.14549.otf
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
.14541.otf
OpenSans-Extrabold
Open Sans
Extrabold
Open Type
Version 1.10
False
.14543.otf
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 2.003
False
Mark Simonson - Proxima Nova Semibold.otf
Cyan
Magenta
Yellow
Black
Domyślna grupa próbek
0
Biały
RGB
PROCESS
255
255
255
Czarny
RGB
PROCESS
29
29
27
Czerwony CMYK
RGB
PROCESS
225
6
19
Żółty CMYK
RGB
PROCESS
255
235
0
Zielony CMYK
RGB
PROCESS
0
148
64
Niebieskozielony CMYK
RGB
PROCESS
0
157
225
Niebieski CMYK
RGB
PROCESS
49
39
129
Karmazynowy CMYK
RGB
PROCESS
228
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
188
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
228
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
231
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
241
144
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
247
176
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
251
233
13
C=20 M=0 Y=100 K=0
RGB
PROCESS
220
218
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
146
191
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
168
53
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
140
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
170
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
159
152
C=70 M=15 Y=0 K=0
RGB
PROCESS
53
167
223
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
112
182
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
129
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
129
C=50 M=100 Y=0 K=0
RGB
PROCESS
147
27
128
C=35 M=100 Y=35 K=10
RGB
PROCESS
161
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
213
11
81
C=0 M=95 Y=20 K=0
RGB
PROCESS
229
27
114
C=25 M=25 Y=40 K=0
RGB
PROCESS
201
185
158
C=40 M=45 Y=50 K=5
RGB
PROCESS
162
136
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
200
156
102
C=30 M=50 Y=75 K=10
RGB
PROCESS
176
127
73
C=35 M=60 Y=80 K=25
RGB
PROCESS
145
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
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
133
133
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
155
154
154
C=0 M=0 Y=0 K=40
RGB
PROCESS
176
176
176
C=0 M=0 Y=0 K=30
RGB
PROCESS
197
197
196
C=0 M=0 Y=0 K=20
RGB
PROCESS
216
216
216
C=0 M=0 Y=0 K=10
RGB
PROCESS
235
235
235
C=0 M=0 Y=0 K=5
RGB
PROCESS
244
244
244
Jasne
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
225
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
232
90
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
220
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
150
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
40
52
137
C=60 M=90 Y=0 K=0
RGB
PROCESS
128
53
137
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
25 0 obj
<>
endobj
26 0 obj
<>
endobj
27 0 obj
<>
endobj
28 0 obj
<>
endobj
35 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 47 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
36 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 50 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
37 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 54 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
38 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 58 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
39 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 62 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
40 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 74 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
63 0 obj
<>stream
HWn%
+|["E=,`E>HRuڍIiy,Dy/O\?xmvز̣@;~ߎOk9~u[k1QozkY/czH7l˧?}-Ozꁟ~91y4U\TtI?jqM:q}XU#NՍS3U[%&w[
z4ڡ
>Yi.Sz8#7[u"ma~f^n\0p#\5/puZC_+W-:5|R=qu.Յ@?snMx~]]bot%"_kCAl`scBm$ЁקZ;