%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
tabliczka mnożenia + linijka
2019-08-23T08:43:21+02:00
2019-08-23T08:43:21+02:00
2019-08-23T08:42:15+02:00
Adobe Illustrator CC 22.1 (Windows)
256
196
JPEG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uuid:491ea9e3-e82d-4087-b140-094298c3620f
xmp.did:482dfca9-e43b-fc42-876f-e5524b51867f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:eaf268fc-7fec-4ae9-bd58-3b1b887d6c8d
xmp.did:7e0fafa5-b551-2647-b3e6-163f9df2e429
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7e0fafa5-b551-2647-b3e6-163f9df2e429
2019-07-25T11:47+02:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:482dfca9-e43b-fc42-876f-e5524b51867f
2019-08-23T08:41:22+02:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_082_17.tif
adobe:docid:photoshop:5d902122-04cb-11e7-8664-e601644766d5
xmp.iid:4DA7AB6BDC45E711969A935C8B409D79
EmbedByReference
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_111_18.tif
adobe:docid:photoshop:b977c3d9-52bd-11e8-90ac-df886940306d
xmp.iid:62BAF9C2CD85E811B3C988E5558255A5
EmbedByReference
H:\Rodzina Treflików\edukacja z treflikami\treflik w kosmosie.tif
xmp.did:c513d632-7379-d949-ab1e-210087da172f
xmp.iid:c513d632-7379-d949-ab1e-210087da172f
EmbedByReference
H:\Rodzina Treflików\edukacja z treflikami\księżyc.tif
xmp.did:4ceb1be8-a616-5945-afde-44126f43fc9d
xmp.iid:4ceb1be8-a616-5945-afde-44126f43fc9d
EmbedByReference
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_073_17.tif
adobe:docid:photoshop:9c5646dd-04cb-11e7-8664-e601644766d5
xmp.iid:7b48bdeb-a465-9845-a127-ff178fee5aad
EmbedByReference
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_082_17.tif
adobe:docid:photoshop:5d902122-04cb-11e7-8664-e601644766d5
xmp.iid:4DA7AB6BDC45E711969A935C8B409D79
EmbedByReference
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_072_17.tif
adobe:docid:photoshop:6d6c3bb0-04cd-11e7-8664-e601644766d5
xmp.iid:3ed2cb44-5d72-524e-8c60-ff5c141503ff
EmbedByReference
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_087_17.tif
adobe:docid:photoshop:54129a0d-04ca-11e7-8664-e601644766d5
xmp.iid:b0860060-ed8f-ce47-a62d-8debe85b2d08
EmbedByReference
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_073_17.tif
adobe:docid:photoshop:9c5646dd-04cb-11e7-8664-e601644766d5
xmp.iid:7b48bdeb-a465-9845-a127-ff178fee5aad
EmbedByReference
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_082_17.tif
adobe:docid:photoshop:5d902122-04cb-11e7-8664-e601644766d5
xmp.iid:4DA7AB6BDC45E711969A935C8B409D79
EmbedByReference
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_072_17.tif
adobe:docid:photoshop:6d6c3bb0-04cd-11e7-8664-e601644766d5
xmp.iid:3ed2cb44-5d72-524e-8c60-ff5c141503ff
EmbedByReference
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_087_17.tif
adobe:docid:photoshop:54129a0d-04ca-11e7-8664-e601644766d5
xmp.iid:b0860060-ed8f-ce47-a62d-8debe85b2d08
EmbedByReference
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY GRUPOWE_NOWE\PG_031_18.tif
adobe:docid:photoshop:2027ebc4-b975-11e7-9c41-bf825d69fdbe
xmp.iid:48225990C785E811B3C988E5558255A5
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_082_17.tif
adobe:docid:photoshop:5d902122-04cb-11e7-8664-e601644766d5
xmp.iid:4DA7AB6BDC45E711969A935C8B409D79
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_111_18.tif
adobe:docid:photoshop:b977c3d9-52bd-11e8-90ac-df886940306d
xmp.iid:62BAF9C2CD85E811B3C988E5558255A5
H:\Rodzina Treflików\edukacja z treflikami\treflik w kosmosie.tif
xmp.did:c513d632-7379-d949-ab1e-210087da172f
xmp.iid:c513d632-7379-d949-ab1e-210087da172f
H:\Rodzina Treflików\edukacja z treflikami\księżyc.tif
xmp.did:4ceb1be8-a616-5945-afde-44126f43fc9d
xmp.iid:4ceb1be8-a616-5945-afde-44126f43fc9d
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_073_17.tif
adobe:docid:photoshop:9c5646dd-04cb-11e7-8664-e601644766d5
xmp.iid:7b48bdeb-a465-9845-a127-ff178fee5aad
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_082_17.tif
adobe:docid:photoshop:5d902122-04cb-11e7-8664-e601644766d5
xmp.iid:4DA7AB6BDC45E711969A935C8B409D79
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_072_17.tif
adobe:docid:photoshop:6d6c3bb0-04cd-11e7-8664-e601644766d5
xmp.iid:3ed2cb44-5d72-524e-8c60-ff5c141503ff
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_087_17.tif
adobe:docid:photoshop:54129a0d-04ca-11e7-8664-e601644766d5
xmp.iid:b0860060-ed8f-ce47-a62d-8debe85b2d08
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_073_17.tif
adobe:docid:photoshop:9c5646dd-04cb-11e7-8664-e601644766d5
xmp.iid:7b48bdeb-a465-9845-a127-ff178fee5aad
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_082_17.tif
adobe:docid:photoshop:5d902122-04cb-11e7-8664-e601644766d5
xmp.iid:4DA7AB6BDC45E711969A935C8B409D79
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_072_17.tif
adobe:docid:photoshop:6d6c3bb0-04cd-11e7-8664-e601644766d5
xmp.iid:3ed2cb44-5d72-524e-8c60-ff5c141503ff
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY NOWE\PP_087_17.tif
adobe:docid:photoshop:54129a0d-04ca-11e7-8664-e601644766d5
xmp.iid:b0860060-ed8f-ce47-a62d-8debe85b2d08
G:\style_guide\pliki graficzne\Rodzina Treflików\RODZINA TREFLIKÓW_LIPIEC 2018\POZY GRUPOWE_NOWE\PG_031_18.tif
adobe:docid:photoshop:2027ebc4-b975-11e7-9c41-bf825d69fdbe
xmp.iid:48225990C785E811B3C988E5558255A5
Print
False
True
1
21.000000
29.700000
Centimeters
AlfabetSzkolny-Litery
Alfabet Szkolny
Litery
Open Type
Version 1.024 2017 released by www.kentype.pl
False
BillyPl-Bold
BillyPl
Bold
TrueType
Version 1.000 2007 initial release
False
BillyPl-Regular
BillyPl
Regular
TrueType
Version 1.000 2007 initial release
False
Cyan
Magenta
Yellow
Black
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
RT_core
1
C=100 M=40 Y=70 K=25 1
CMYK
PROCESS
100.000000
40.000001
69.999999
25.000000
C=78 M=1 Y=70 K=0 1
CMYK
PROCESS
78.125000
0.781250
69.531250
0.000000
C=50 M=0 Y=40 K=0 1
CMYK
PROCESS
49.609375
0.000000
39.843750
0.000000
C=35 M=0 Y=30 K=0 1
CMYK
PROCESS
34.765625
0.000000
30.078125
0.000000
C=70 M=0 Y=60 K=0 1
CMYK
PROCESS
69.531250
0.000000
59.765625
0.000000
C=80 M=4 Y=74 K=0 1
CMYK
PROCESS
79.687500
4.296875
74.218750
0.000000
C=82 M=9 Y=83 K=1 1
CMYK
PROCESS
81.640625
9.375000
82.812500
0.781250
C=66 M=16 Y=100 K=2 2
CMYK
PROCESS
66.015625
16.015625
100.000000
2.343750
C=63 M=9 Y=100 K=0 1
CMYK
PROCESS
62.890625
9.375000
100.000000
0.390625
C=60 M=0 Y=99 K=0 1
CMYK
PROCESS
60.156250
0.000000
98.828125
0.000000
C=50 M=0 Y=100 K=0 1
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=40 M=0 Y=100 K=0 1
CMYK
PROCESS
40.000001
0.000000
100.000000
0.000000
C=30 M=0 Y=100 K=0 1
CMYK
PROCESS
30.000001
0.000000
100.000000
0.000000
C=0 M=99 Y=97 K=0 1
CMYK
PROCESS
0.390625
99.218750
97.265625
0.390625
C=0 M=85 Y=64 K=0 1
CMYK
PROCESS
0.000000
84.765625
64.453125
0.000000
C=0 M=50 Y=50 K=0 1
CMYK
PROCESS
0.000000
49.609375
50.000000
0.000000
C=0 M=70 Y=99 K=0 1
CMYK
PROCESS
0.000000
69.921875
98.828125
0.000000
C=0 M=50 Y=97 K=0 1
CMYK
PROCESS
0.390625
50.000000
96.875000
0.000000
C=0 M=64 Y=45 K=0 1
CMYK
PROCESS
0.000000
64.453125
44.921875
0.000000
C=0 M=39 Y=30 K=0 1
CMYK
PROCESS
0.000000
39.453125
29.687500
0.000000
C=0 M=30 Y=94 K=0 1
CMYK
PROCESS
0.000000
30.078125
93.750000
0.000000
C=0 M=40 Y=95 K=0 1
CMYK
PROCESS
0.000000
40.234375
95.312500
0.000000
C=0 M=20 Y=15 K=0 1
CMYK
PROCESS
0.000000
19.921875
14.843750
0.000000
C=0 M=13 Y=10 K=0 1
CMYK
PROCESS
0.000000
12.890625
9.765625
0.000000
C=0 M=9 Y=45 K=0 1
CMYK
PROCESS
0.390625
9.375000
44.921875
0.000000
C=0 M=20 Y=89 K=0 1
CMYK
PROCESS
0.000000
19.921875
89.453125
0.000000
C=84 M=61 Y=23 K=44 1
CMYK
PROCESS
83.999997
61.000001
23.000000
44.000000
C=100 M=60 Y=0 K=0 1
CMYK
PROCESS
100.000000
60.000002
0.000000
0.000000
C=69 M=46 Y=8 K=30 1
CMYK
PROCESS
69.000000
46.000001
8.000000
30.000001
C=97 M=70 Y=2 K=0 1
CMYK
PROCESS
97.265625
69.921875
1.562500
0.000000
C=75 M=53 Y=0 K=0 1
CMYK
PROCESS
74.609375
52.734375
0.000000
0.000000
C=38 M=23 Y=0 K=0 2
CMYK
PROCESS
38.281250
23.046875
0.000000
0.000000
C=20 M=15 Y=0 K=0 1
CMYK
PROCESS
19.531250
15.234375
0.000000
0.000000
C=25 M=19 Y=20 K=2 1
CMYK
PROCESS
25.390625
18.750000
19.921875
1.562500
Adobe PDF library 15.00
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
8 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
9 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
10 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
12 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/Rotate 270/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
265 0 obj
<>stream
HWˎ
WfφkXG3z`)V>H S:Kǯs:釫%'oXIgv6]?r1%%R!+~RzZY8kgx?d/0'Au<9T_&kokso}jhLW]p&!Pvv)f\SQ0\QVߖGSiDK2ֶ&jxg7jܧ
G{n۲י,mo{\2o+=QZKLJmPp.9:af
ÝRfm\߅Awޯ{{l?5Gw