tag:blogger.com,1999:blog-82978392668263194312024-03-13T19:31:40.447+01:00blog matematycznyBlog prowadzony przez nauczycieli i uczniów Zespołu Szkół Łączności (dawniej ZS37) w WarszawieUnknownnoreply@blogger.comBlogger35125tag:blogger.com,1999:blog-8297839266826319431.post-33022646199166702242020-02-02T22:41:00.000+01:002020-02-02T22:41:20.704+01:0002.02.2020 - data lustrzana<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTxnb-HN_GR1fisiE5HY6F7VmBgJb8QUrMGl7p03vGC1Q85kHKRp1ebuuSn0cnYBGbWO71Up-B09cNna8eQd3na8gasEBUkYgChArLnNJ9FGCPabZqixUxy7HwQiBoRAXnsi-zw8pN1-Jf/s1600/02022020+obrazek.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="418" data-original-width="648" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTxnb-HN_GR1fisiE5HY6F7VmBgJb8QUrMGl7p03vGC1Q85kHKRp1ebuuSn0cnYBGbWO71Up-B09cNna8eQd3na8gasEBUkYgChArLnNJ9FGCPabZqixUxy7HwQiBoRAXnsi-zw8pN1-Jf/s200/02022020+obrazek.png" width="200" /></a></div>
<span style="color: #212121; font-family: inherit; font-size: 17.93px; text-align: justify;">Zapisując dzisiejszą datę, otrzymujemy tak zwany </span><b style="color: #212121; font-family: inherit; font-size: 17.93px; text-align: justify;">palindrom</b><span style="color: #212121; font-family: inherit; font-size: 17.93px; text-align: justify;"> - czyli wyrażenie idealnie brzmiące przy czytaniu od obu stron. Dziś mamy 33 dnień roku, a do jego końca pozostało 333 dni. </span><br />
<div style="box-sizing: border-box; color: #212121; font-size: 17.93px; font-variant-east-asian: normal; font-variant-numeric: normal; margin-bottom: 0.62rem; text-align: justify;">
<span style="font-family: inherit;"><br /></span></div>
<div style="box-sizing: border-box; color: #212121; font-size: 17.93px; font-variant-east-asian: normal; font-variant-numeric: normal; margin-bottom: 0.62rem; text-align: justify;">
<span style="font-family: inherit;">Wszystko to sprawia, że wśród numerologów panuje przekonanie, że ta niedziela jest dniem wyjątkowym. Przekonują, że 2 lutego 2020 to idealny czas, by rozpocząć w życiu coś niezwykle ważnego i zostawić za sobą wszystko, co złe.</span></div>
<div style="box-sizing: border-box; color: #212121; font-size: 17.93px; font-variant-east-asian: normal; font-variant-numeric: normal; margin-bottom: 0.62rem; text-align: justify;">
<span style="font-family: inherit;">Co jakiś czas w kalendarzu występują <b>daty lustrzane</b> - mówimy o nich, gdy zapis roku jest lustrzanym odbiciem zapisu dnia i miesiąca. <span style="background-color: white;">Takie daty to np:</span></span></div>
<span style="color: #212121; font-family: inherit; font-size: 17.93px; text-align: justify;"></span><br />
<div style="text-align: center;">
<span style="color: #212121; font-family: inherit; font-size: 17.93px; text-align: justify;"><span style="font-family: inherit;">01.02.2010</span></span><br />
<span style="color: #212121; font-family: inherit; font-size: 17.93px; text-align: justify;"><span style="font-family: inherit;">21.02.2012</span></span><br />
<span style="color: #212121; font-family: inherit; font-size: 17.93px; text-align: justify;"><span style="font-family: inherit;">02.02.2020</span></span><br />
<span style="color: #212121; font-family: inherit; font-size: 17.93px; text-align: justify;"><span style="font-family: inherit;">12.02.2021</span></span><br />
<span style="color: #212121; font-family: inherit; font-size: 17.93px; text-align: justify;"><span style="font-family: inherit;">22.02.2022</span></span><br />
<span style="color: #212121; font-family: inherit; font-size: 17.93px; text-align: justify;"><span style="font-family: inherit;">03.02.2030</span></span><br />
<span style="color: #212121; font-family: inherit; font-size: 17.93px; text-align: justify;"><span style="font-family: inherit;">13.02.2031</span></span><br />
<span style="color: #212121; font-family: inherit; font-size: 17.93px; text-align: justify;"><span style="font-family: inherit;"> 23.02.2032 </span></span></div>
<span style="color: #212121; font-family: inherit; font-size: 17.93px; text-align: justify;">
</span><br />
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<span style="color: #212121; font-size: x-small;"><i><br /></i></span></div>
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<span style="color: #212121; font-size: x-small;"><i>Źródło: <a href="https://gazetawroclawska.pl/dzis-magiczna-data-co-oznacza-w-numerologii-dzien-02022020/ar/c11-14757628" target="_blank">Gazeta Wrocławska 02.02.2020</a></i></span></div>
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<span style="color: #212121; font-size: x-small;"><br /></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-50380851626392408072020-02-02T22:40:00.000+01:002020-02-02T22:40:18.128+01:00Witamy w Nowym Roku 2020<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCviN_B_l7V1e2Kif_xxI9PeXJDZIih_rCVIZeQrbrfr-hvSuvO_HtUg3LKU78BO_dwFL3Ua5C4xnSVp7lUJeaeosXx-fuJTwRrxpusvqxommSWZGRWx7QTc9aSZMCL6uTpFqdSvXHkQKC/s1600/2020.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="289" data-original-width="450" height="205" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCviN_B_l7V1e2Kif_xxI9PeXJDZIih_rCVIZeQrbrfr-hvSuvO_HtUg3LKU78BO_dwFL3Ua5C4xnSVp7lUJeaeosXx-fuJTwRrxpusvqxommSWZGRWx7QTc9aSZMCL6uTpFqdSvXHkQKC/s320/2020.jpg" width="320" /></a></div>
<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
<i style="font-size: x-large;"><br /><span style="font-family: Georgia, Times New Roman, serif;">Witamy w Nowym 2020 Roku! Przesyłamy najlepsze życzenia dla wszystkich zainteresowanych matematyką, którzy jeszcze tu zaglądają;) Ponad 4000 odsłon to nie byle co:) Postaramy się nie zawieść Waszych oczekiwań. Ubiegły rok przyniósł nam zmianę nazwy szkoły z ZS37 na Zespół Szkół Łączności, ale dopóki nie wymyślimy innej nazwy bloga matma37 na razie pozostanie (może na pamiątkę, w końcu to <a href="https://matma37.blogspot.com/2017/12/szczesliwa-37-ka.html#more" target="_blank">liczba szczęśliwa</a>:-D)</span></i></div>
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<i style="font-size: x-large;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></i></div>
<div class="art_paragraph" style="border: 0px none currentcolor; box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: 30px; margin-bottom: 28px; overflow-wrap: break-word; padding: 0px; text-align: justify; vertical-align: baseline;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Z punktu widzenia matematyki </span><span style="font-family: Georgia, Times New Roman, serif; font-size: x-large;">2020</span><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"> jest bardzo ciekawą liczbą, jest ona mianowicie <span style="border: 0px none currentcolor; box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: 700; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">liczbą autobiograficzną</span>. Co to takiego?</span></div>
<div class="art_paragraph" style="border: 0px none currentcolor; box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: 30px; margin-bottom: 28px; overflow-wrap: break-word; padding: 0px; text-align: justify; vertical-align: baseline;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Zauważmy, że jej pierwsza cyfra jest zarazem liczbą zer w jej zapisie dziesiętnym, druga - liczbą jedynek, trzecia - liczbą dwójek, czwarta - liczbą trójek. Jednym słowem liczba 2020 ma dwa zera, zero jedynek, dwie dwójki i zero trójek.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><span style="background-color: white; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit;">
</span><span style="background-color: white; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit;">
</span></span></div>
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<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Podobną własność ma liczba 3211000, ponieważ ma trzy zera, dwie jedynki, jedną dwójkę, jedną trójkę, zero czwórek, zero piątek i zero szóstek. Takich liczb jest bardzo mało!</span></div>
<div class="art_paragraph" style="border: 0px none currentcolor; box-sizing: border-box; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 30px; margin-bottom: 28px; overflow-wrap: break-word; padding: 0px; text-align: justify; vertical-align: baseline;">
<i><span style="font-family: Georgia, Times New Roman, serif; font-size: x-small; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;">Źródło: </span><span style="font-family: Georgia, Times New Roman, serif; font-size: x-small;">https://wyborcza.pl/7,75400,25558194,2020-ten-rok-ma-w-sobie-matematyczna-zagadke.html</span></i></div>
<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;">
<i><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span></i></div>
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<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-41404654943557670452019-04-03T23:25:00.000+02:002019-04-03T23:25:35.475+02:00Magiczna 37-ka<br />
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: red; font-size: 24pt; line-height: 107%; margin: 0px;">37
x 3 = 111</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: red; font-size: 24pt; line-height: 107%; margin: 0px;">37
x 6 = 222</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: red; font-size: 24pt; line-height: 107%; margin: 0px;">37
x 9 = 333</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: red; font-size: 24pt; line-height: 107%; margin: 0px;">37
x 12 = 444</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: red; font-size: 24pt; line-height: 107%; margin: 0px;">37
x 15 = 555</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: red; font-size: 24pt; line-height: 107%; margin: 0px;">37
x 18 = 666</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: red; font-size: 24pt; line-height: 107%; margin: 0px;">37
x 21 = 777</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: red; font-size: 24pt; line-height: 107%; margin: 0px;">37
x 24 = 888</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: red; font-size: 24pt; line-height: 107%; margin: 0px;">37
x 27 = 999</span></div>
<div style="text-align: center;">
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-12683726238735397552019-03-24T19:05:00.000+01:002019-03-24T19:22:24.957+01:00Motywacja do nauki - matematyki i nie tylko<div style="margin: 0px 0px 10.66px;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: #2e75b6; font-size: 48pt; line-height: 107%; margin: 0px;">1.01<sup>365 </sup>= 37.8</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: #2e75b6; font-size: 48pt; line-height: 107%; margin: 0px;">0.99<sup>365 </sup>= 0.03</span></div>
<div style="margin: 0px 0px 10.66px;">
<span style="color: black; font-size: 12pt; line-height: 107%; margin: 0px;"><br /></span></div>
<div style="margin: 0px 0px 10.66px; text-align: justify;">
<span style="color: black; font-size: 12pt; line-height: 107%; margin: 0px;">O co chodzi?<span style="margin: 0px;"> </span>Otóż,
jeśli Twoja wiedza będzie co dzień o 1 % większa, to <b style="mso-bidi-font-weight: normal;">po roku</b> możesz spodziewać się <b>prawie</b> <b style="mso-bidi-font-weight: normal;">40-krotnego przyrostu wiadomości</b>! Co dzień: jedno zadanie więcej
rozwiązane, jedno słówko z angielskiego nauczone, jedna kartka książki przeczytana…</span><span style="color: black; font-family: "wingdings"; font-size: 12pt; line-height: 107%; margin: 0px;"><span style="margin: 0px;">J</span></span><span style="color: black; font-size: 12pt; line-height: 107%; margin: 0px;"></span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: justify;">
<span style="color: black; font-size: 12pt; line-height: 107%; margin: 0px;">Jeśli natomiast co dzień tylko o 1% stan posiadanej wiedzy Ci
się zmniejszy, to po roku… sam sobie odpowiedz na to pytanie…</span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: justify;">
<span style="color: black; font-size: 12pt; line-height: 107%; margin: 0px;">To
prosta własność <a href="http://matematyka.pisz.pl/strona/187.html" target="_blank">funkcji wykładniczej</a> albo <a href="http://matematyka.pisz.pl/strona/292.html" target="_blank">procent składany</a> jak kto woli - <span style="margin: 0px;"> </span>:)</span></div>
<div style="margin: 0px 0px 10.66px;">
<br /></div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: black; font-size: 12pt; line-height: 107%; margin: 0px;">A
gdyby tak 2%-owy przyrost wiedzy?</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: #5b9bd5; font-size: 24pt; line-height: 107%; margin: 0px;">1.02<sup>365 </sup>= 1377.4</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: black; font-size: 12pt; line-height: 107%; margin: 0px;">Toż
to ponad 1000-krotny wzrost po roku!</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: black; font-size: 12pt; line-height: 107%; margin: 0px;">A
ubytek 2%-owy?</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: #5b9bd5; font-size: 24pt; line-height: 107%; margin: 0px;">0.98<sup>365 </sup>= 0.0006</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: center;">
<span style="color: black; font-size: 12pt; line-height: 107%; margin: 0px;">…stan
wiedzy - lepiej nie mówić…</span></div>
<div style="text-align: center;">
</div>
<div style="margin: 0px 0px 10.66px; text-align: left;">
<br /></div>
<div style="margin: 0px 0px 10.66px;">
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike></div>
<div style="margin: 0px 0px 10.66px;">
<span style="color: #2e75b6; font-size: 48pt; line-height: 107%; margin: 0px;"><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br /></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-8526938726642291522019-03-03T18:27:00.000+01:002019-03-05T21:53:26.557+01:00Matematycznie o pączkach<br />
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<a href="https://www.winiary.pl/image.ashx/zdjecie.jpg?fileID=64947&width=1400&height=1400&quality=84&bg=0&resize=0" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /><img border="0" data-fileid="64947" height="320" is="true" src="https://www.winiary.pl/image.ashx/zdjecie.jpg?fileID=64947&width=1400&height=1400&quality=84&bg=0&resize=0" style="border-image: none; border: 0px rgb(0, 0, 0); box-sizing: border-box; display: block; max-height: 597.68px; max-width: 1216px;" width="258" /></a><a href="https://draft.blogger.com/null" style="-webkit-text-stroke-width: 0px; background: none; box-sizing: border-box; clear: left; color: black; float: left; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1em; margin-right: 1em; orphans: 2; outline: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;" target="_blank"><br /><br /><br /><br /></a><a href="https://draft.blogger.com/null" style="-webkit-text-stroke-width: 0px; background: none; box-sizing: border-box; clear: left; color: black; float: left; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1em; margin-right: 1em; orphans: 2; outline: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;" target="_blank"><br /><br /><br /><br /><br /></a><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<div style="color: black; line-height: 19pt; margin-bottom: 15pt; margin-top: 0pt;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Znakomity węgierski znawca teorii liczb,
kombinatoryki i grafów Paul Erdös miał powiedzieć kiedyś, że matematyk jest
urządzeniem, które zamienia kawę na twierdzenia. Sentencja ta ma pewną wadę: Erdös pominął element
konieczny dla efektywności całego procesu, mianowicie pączki.</span></div>
<div style="text-align: justify;">
</div>
<div style="line-height: 19pt; margin-bottom: 15pt; margin-top: 0pt; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Z matematycznego punktu widzenia
pączek polski to kula, a amerykański (ten z dziurką, zwany inaczej donutem)
jest torusem. </span><span style="font-family: "arial" , "helvetica" , sans-serif;">Topolodzy uznają te formy za całkowicie różne. Mają na myśli to,
że nie da się z kuli zrobić torusa, ani na odwrót, za pomocą takich operacji
jak wyginanie, ściskanie, rozciąganie </span><span style="font-family: "arial" , "helvetica" , sans-serif;">czy skręcanie (dziurawienie,
rozrywanie i sklejanie boków jest jednak zabronione!).</span></div>
<div style="text-align: justify;">
</div>
<div style="color: black; line-height: 19pt; margin-bottom: 15pt; margin-top: 0pt; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Dziurka w środku donuta jest wieczna, nie da się
jej zlikwidować. Można natomiast w topologicznie dozwolony sposób zrobić z
donuta... kubek na kawę .</span></div>
<div style="text-align: justify;">
</div>
<div style="color: black; line-height: 19pt; margin-bottom: 15pt; margin-top: 0pt; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Pączki opłaca się jednak ciąć. Polscy matematycy
Stefan Banach i Alfred Tarski w 1924 roku udowodnili, że trójwymiarową kulę
można pociąć na części, a potem złożyć z tych części... dwie kule o takim samym
promieniu jak wyjściowa.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
<div style="color: black; line-height: 19pt; margin-bottom: 15pt; margin-top: 0pt; text-align: justify;">
</div>
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</span>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #990000;">Trochę historii:</span></span></div>
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A dlaczego Amerykanie zrobili w naszym znakomitym
ciastku dziurę? Prawdopodobnie z łakomstwa. Za oceanem lepiej sprzedawały się
większe ciastka (tam wszystko robi się w rozmiarze XL). Klient nasz pan, więc jeśli chce, to trzeba mu lepić pączuchy o rozmiarach
piłki futbolowej.</div>
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Na drodze do marketingowego
spełnienia marzeń stanęła jednak fizyka. Duże kule z ciasta muszą się długo
smażyć, żeby środek nie pozostał zakalcowaty, ale gdy środek wypieka się w sam
raz, dla skórki to jest zbyt wiele - ulega zwęgleniu. Najpierw próbowano temu
zapobiec, wypełniając wnętrze ciasta owocami albo orzechami, które mogły
pozostać surowe. Ale wnet okazało się,
że za oceanem bardziej wolą jeść nic, czyli dziurkę, niż owoce!</div>
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Kto wpadł na to, że dziurka lepsza od jabłka?
Historia kulinarna Ameryki wymienia dwie osoby: Hansona Gregory'ego, który miał
wymyślić dziurkę w roku 1847, gdy jako 16-latek służył jako pomocnik na
żaglowcach, oraz Johna Blondela, który w 1872 roku złożył wniosek o patent na
dziurkę w pączku.</div>
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Znalezione na <i>wyborcza.pl</i></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><span style="font-family: "arial" , "helvetica" , sans-serif;"></span><i></i>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-49706639610278200642019-01-02T18:53:00.000+01:002019-01-02T18:53:56.391+01:002019 Rokiem Matematyki !<a class="irc_mil i3597" data-ctbtn="2" data-cthref="/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&cad=rja&uact=8&ved=2ahUKEwjvueq10s_fAhUGzqQKHT9kByQQjRx6BAgBEAU&url=https%3A%2F%2F100latptm.matinf.uj.edu.pl%2Fjrm.php&psig=AOvVaw2k6YOZA-jGIp9-h-63ffSy&ust=1546537211327147" data-noload="" data-ved="2ahUKEwjvueq10s_fAhUGzqQKHT9kByQQjRx6BAgBEAU" href="https://www.google.pl/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&cad=rja&uact=8&ved=2ahUKEwjvueq10s_fAhUGzqQKHT9kByQQjRx6BAgBEAU&url=https%3A%2F%2F100latptm.matinf.uj.edu.pl%2Fjrm.php&psig=AOvVaw2k6YOZA-jGIp9-h-63ffSy&ust=1546537211327147" jsaction="mousedown:irc.rl;focus:irc.rl" rel="noopener" style="-webkit-text-stroke-width: 0px; background-color: transparent; border-bottom-color: rgb(26, 13, 171); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(26, 13, 171); border-left-style: none; border-left-width: 0px; border-right-color: rgb(26, 13, 171); border-right-style: none; border-right-width: 0px; border-top-color: rgb(26, 13, 171); border-top-style: none; border-top-width: 0px; color: #1a0dab; cursor: pointer; font-family: arial,sans-serif; font-size: 13.33px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; outline-color: invert; outline-style: none; outline-width: 0px; text-align: center; text-decoration: underline; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;" tabindex="0" target="_blank"><img alt="Podobny obraz" class="irc_mi" height="286" src="https://100latptm.matinf.uj.edu.pl/images/JRM-logo2.jpg" style="background-color: white; background-image: -webkit-linear-gradient(45deg, rgb(239, 239, 239) 25%, transparent 25%, transparent 75%, rgb(239, 239, 239) 75%, rgb(239, 239, 239)), -webkit-linear-gradient(45deg, rgb(239, 239, 239) 25%, transparent 25%, transparent 75%, rgb(239, 239, 239) 75%, rgb(239, 239, 239)); background-position: 0px 0px, 10px 10px; background-size: 21px 21px; border-image: none; border: 0px rgb(26, 13, 171); box-shadow: 0px 5px 35px rgba(0,0,0,0.65); margin-top: 0px;" width="400" /></a><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
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20
grudnia 2018 roku Senat ustanowił </div>
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<span lang="pl">rok 2019 </span><span lang="pl">Rokiem Matematyki !</span></div>
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"Ustanowienie
przez Senat Rzeczypospolitej Polskiej roku 2019 Rokiem Matematyki jest
uhonorowaniem polskich matematyków i ich osiągnięć, a także docenieniem
znaczenia tej dziedziny nauki w rozwoju społeczeństw. Mamy nadzieję, że Rok
Matematyki zaowocuje jeszcze większym uznaniem polskiego społeczeństwa dla roli
nauki, w szczególności matematyki, w rozwoju cywilizacji i gospodarki. Wzrost
zainteresowania matematyką i studiowaniem tej dziedziny oraz rozwijanie
związanych z matematyką umiejętności w działalności naukowej i zawodowej
są niezwykle ważne, szczególnie w epoce społeczeństwa informacyjnego i
gospodarki opartej na wiedzy" - napisano w uchwale. (PAP)</div>
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<span lang="pl" style="color: black; font-style: italic;">Więcej szczegółów o zasługach
polskich matematyków w artykule </span><span lang="pl" style="color: #3c3c3c; font-style: italic;">Anny Kondek-Dyoniziak </span><span lang="pl" style="color: black; font-style: italic;">na stronie </span><a href="http://naukawpolsce.pap.pl/aktualnosci/news%2C32198%2Csenat-ustanowil-rok-2019-rokiem-matematyki.html?fbclid=IwAR2Az_lSAVlbAmFdfg2ku87S03qfBRMlPNwOR5NZZrd-oWsz7-E2e18e3II"><span lang="pl" style="font-style: italic;">naukawpolsce.pap.pl/aktualności</span></a></div>
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<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-44325586785451012662018-10-22T16:48:00.000+02:002018-10-22T16:48:08.182+02:00Matma w pigułce ;)<div style="text-align: center;">
<span style="font-size: large;">Który poziom jest waszym celem? </span></div>
<div style="text-align: center;">
<span style="font-size: large;">Powodzenia w nowym roku szkolnym w zdobywaniu wiedzy!</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZTnf84jG3owkpdXvni-OW0CXbSVLzEKOiydZtmFfsepZq99L-W7t8aC4k7PI2pfwbd5lfYwRbJR0X4ThjOTX0QSlaoYziAy66Mq3pzMagtuIX10qG1lw6HqfaDEbN6OHp9slvOoyXK8rb/s1600/2018-10-22+%25282%2529.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="883" data-original-width="857" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZTnf84jG3owkpdXvni-OW0CXbSVLzEKOiydZtmFfsepZq99L-W7t8aC4k7PI2pfwbd5lfYwRbJR0X4ThjOTX0QSlaoYziAy66Mq3pzMagtuIX10qG1lw6HqfaDEbN6OHp9slvOoyXK8rb/s320/2018-10-22+%25282%2529.png" width="310" /></a></div>
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Źródło: Facebook<i> I love Mathematics</i></div>
<i></i><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-71007718565036350762018-06-11T13:23:00.001+02:002018-06-11T13:23:31.658+02:00"Ukryte działania" <div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/6d6uLO4cz70/0.jpg" src="https://www.youtube.com/embed/6d6uLO4cz70?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Polecam kolejną porcję filmów na wakacje:</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Wyróżniona 3 nominacjami do Oscarów – w tym za najlepszy film roku –
niezwykła, nieznana do tej pory prawdziwa historia trzech błyskotliwych
kobiet afro-amerykańskiego pochodzenia, które na przełomie lat 50. i 60.
XX wieku podjęły pracę dla NASA. Pokonując niewyobrażalne przeszkody
społeczne i obyczajowe, pomogły wysłać w kosmos pierwszego Amerykanina,
astronautę Johna Glenna, inicjując tym samym kosmiczny wyścig między
światowymi mocarstwami. Reżyseria: Ted Melfi (”Mów mi Vincent”). W
rolach głównych: nominowana do Oscara Taraji P. Henson (”Ciekawy
przypadek Benjamina Buttona”), nagrodzona Oscarem Octavia Spencer
(”Służące”), Janelle Monáe (”Moonlight”), Kirsten Dunst (”Spider-Man”),
Jim Parsons (serial TV ”Teoria wielkiego podrywu”), nominowany do Oscara
Mahershala Ali (”Moonlight”) i nagrodzony Oscarem Kevin Costner
(”Tańczący z wilkami”).
Premiera filmu "Ukryte działania" była 24 lutego 2017</span></div>
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<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">W tym tygodniu możecie obejrzeć ten film na Canal+Family 15.06/piatek g.15.45 oraz 16.06/sobota g.14.40</span> </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-77145902463586803082018-06-11T12:53:00.000+02:002018-06-11T12:53:49.053+02:00"Tajemniczy ciąg Fibonacciego"<br />
<br />
<br />
<br />
<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/wb7kPaM8cfg" width="480"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-45801685293940519922018-06-06T23:15:00.001+02:002018-06-06T23:15:22.736+02:001000 wejść - dziękujemy!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF27jHPS_6cNSS1h4ejLUo_P8brxlFzh5sPCOEzSVgtKSvKUO3Yl3lrFXWZLhOe_0lIz00ZiTxoOiUK4WwUp8okpS8bl9GXIepTUQqHrJieMQREcWuV7I7gq3MAESx13F_8O7_QlkTDKyj/s1600/1000%252B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="195" data-original-width="259" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF27jHPS_6cNSS1h4ejLUo_P8brxlFzh5sPCOEzSVgtKSvKUO3Yl3lrFXWZLhOe_0lIz00ZiTxoOiUK4WwUp8okpS8bl9GXIepTUQqHrJieMQREcWuV7I7gq3MAESx13F_8O7_QlkTDKyj/s1600/1000%252B.jpg" /></a></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">W natłoku obowiązków związanych z poprawianiem ostatnich sprawdzianów i wystawianiem ocen końcowych prowadzący przegapili (ok. 25 maja :) 1000-go odwiedzającego naszego bloga! Temu szczególnemu gościowi oraz wszystkim innym bardzo DZIĘKUJEMY!!!</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">A tych, którzy jeszcze się wahają, jaką szkołę wybrać po gimnazjum, SERDECZNIE ZAPRASZAMY w przyszłym roku szkolnym do <a href="http://www.zs37.waw.pl/" target="_blank">Zespołu Szkół Nr 37</a> w Warszawie !!!</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-91501689528202825892018-05-11T12:47:00.002+02:002018-05-11T12:56:22.194+02:00Matura, matura... i po maturze:)<img alt="Matura 2018, 7 maja egzamin z matematyki." height="212" src="https://d-pt.ppstatic.pl/k/r/1/9b/e7/5af016b375bc2_p.jpg?1525696555" width="320" /><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">Na matematyce okazało się, że nie taki diabeł straszny jak go malują!</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">Podstawa w tym roku to pestka, rozszerzenie trochę trudniejsze, przyszli maturzyści na stronie <a href="https://cke.gov.pl/" target="_blank">Centralnej Komisji Egzaminacyjnej</a> mogą zapoznać się z tegorocznymi arkuszami na poziomie <a href="https://cke.gov.pl/_EGZAMIN_MATURALNY/2018/FORMULA_OD_2015/matematyka/MMA-P1_1P-182.pdf" target="_blank">podstawowym</a> i <a href="https://cke.gov.pl/_EGZAMIN_MATURALNY/2018/FORMULA_OD_2015/matematyka/MMA-R1_1P-182.pdf" target="_blank">rozszerzonym.</a></span></span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">Zapraszam do sprawdzenia swoich możliwości!</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Tu p</span>rzykładowe rozwiązania z <a href="http://fakty.interia.pl/raporty/raport-matura-2018/arkusze/news-matura-2018-matematyka-poziom-podstawowy-arkusz-cke-i-odpowi,nId,2577448" target="_blank">poziomu podstawowego</a> i <a href="http://fakty.interia.pl/raporty/raport-matura-2018/arkusze/news-matura-2018-matematyka-poziom-rozszerzony-arkusz-i-odpowiedz,nId,2579262" target="_blank">rozszerzone<span style="font-family: "arial" , "helvetica" , sans-serif;">go</span></a></span></span><br />
<br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;"><i>Źródło: interia.pl</i></span></span> </span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-22328729475702610112018-04-12T23:12:00.000+02:002018-04-12T23:12:11.428+02:00"Nieskończona" tabliczka czekolady<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/rhDnqL1NoVU" width="459"></iframe><br />
<br />
Krótki filmik z okazji 12 kwietnia - Dnia Czekolady. <br />
A <a href="http://www.matematyczny-swiat.pl/2013/08/nieskonczona-tabliczka-czekolady.html" target="_blank">tutaj</a> wyjaśnienie :)<br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: x-small;"><i>Źródła: <a href="https://youtu.be/rhDnqL1NoVU" target="_blank">YouTube.com</a>, <a href="http://www.matematyczny-swiat.pl/2013/08/nieskonczona-tabliczka-czekolady.html" target="_blank">matematyczny-swiat.pl</a></i></span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-56828530685706828922018-03-29T19:18:00.000+02:002018-03-29T19:18:26.948+02:00Pisanki matematyczne<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Verdana,Arial; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-top: 10px; orphans: 2; padding-bottom: 0px; padding-left: 6px; padding-right: 6px; padding-top: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
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<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><a href="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo1_Archimedesa.gif" imageanchor="1" style="-webkit-text-stroke-width: 0px; background-color: transparent; clear: right; color: #0066cc; float: right; font-family: Verdana,Arial; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 12px; margin-left: 12px; orphans: 2; text-align: left; text-decoration: underline; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></a><a href="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo1_Archimedesa.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="180" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo1_Archimedesa.gif" style="border-image: none; border: 0px rgb(0, 0, 0); margin-top: 0px;" width="136" /></a><a href="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo1_Archimedesa.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="180" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo1_Bolyaia.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="180" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo1_Keplera.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> jajo Archimedesa 1</td><td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Bolyaia</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Keplera</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><br /></td></tr>
<tr style="border-collapse: collapse; width: auto;"><td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td><td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td><td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td><td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Archimedesa.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Cantora.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Catalana.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Archimedesa 2</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Cantora</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Catalana</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><br /></td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Eulera.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Fieldsa.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Fouriera.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Eulera</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Fieldsa</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Fouriera</td><td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><br /></td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Hilberta.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Johnsona.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Julii.gif" style="-webkit-text-stroke-width: 0px; background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; color: black; cursor: move; font-family: Verdana,Arial; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;" width="136" /></td><td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Hilberta</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Johnsona</td><td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Julii</td><td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><br /></td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Kartezjusza.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Mengera.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Mobiusa.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Kartezjusza</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Mengera</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Möbiusa</td><td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><br /></td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Pascala1.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Peana.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Pitagorasa.gif" style="-webkit-text-stroke-width: 0px; background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; color: black; cursor: move; font-family: Verdana,Arial; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Pascala 2</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Peana</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Pitagorasa</td><td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><br /></td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
</tr>
<tr style="border-collapse: collapse; width: auto;">
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Penrosea.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Platona.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Riemanna.gif" style="-webkit-text-stroke-width: 0px; background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; color: black; cursor: move; font-family: Verdana,Arial; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td>
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<tr style="border-collapse: collapse; width: auto;">
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Penrose'a</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Platona</td><td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><span style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; display: inline !important; float: none; font-family: Verdana,Arial; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: center; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">jajo Riemanna</span></td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td>
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<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
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<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Rubika.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Sierpinskiego.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Talesa.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td>
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<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Rubika</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Sierpińskiego</td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Talesa </td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td>
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<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"> </td>
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<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="180" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo1_Kleina.gif" style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="180" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo1_Mandelbrota.gif" style="-webkit-text-stroke-width: 0px; background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; color: black; cursor: move; font-family: Verdana,Arial; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><img height="150" src="http://www.matematyka.wroc.pl/system/files/u12/DPMMZ/jajo_Wenningera.gif" style="-webkit-text-stroke-width: 0px; background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; color: black; cursor: move; font-family: Verdana,Arial; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 6px; margin-right: 6px; margin-top: 0px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;" width="136" /></td>
<td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td>
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<tr style="border-collapse: collapse; width: auto;">
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;">jajo Kleina</td><td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><span style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; display: inline !important; float: none; font-family: Verdana,Arial; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: center; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">jajo Mandelbrota</span></td>
<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><span style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; display: inline !important; float: none; font-family: Verdana,Arial; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: center; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">jajo Wenningera</span></td><td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><b><br /></b></td>
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</span>
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<tbody style="border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px;">
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<td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"><br /></td><td align="center" style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td></tr>
<tr style="border-collapse: collapse; width: auto;"><td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td><td style="padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;"></td>
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</span>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; color: black; font-family: Verdana,Arial; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-top: 10px; orphans: 2; padding-bottom: 0px; padding-left: 6px; padding-right: 6px; padding-top: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
Te i inne jaja: <a href="http://www.matematyka.wroc.pl/book/matpisanki" target="_blank">matematyka.wroc.pl</a> <span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif; font-size: large;"><i>WESOŁYCH ŚWIĄT !</i></span></div>
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><span style="font-size: large;"></span><span style="font-family: Georgia, "Times New Roman", serif;"></span><span style="font-family: Arial, Helvetica, sans-serif;"></span><span style="color: #cc0000;"></span><i></i><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-55781804478788991742018-03-25T00:34:00.002+01:002018-03-25T00:53:03.258+01:00I Ty możesz zostać Milionerem!<span style="font-family: "arial" , "helvetica" , sans-serif;">Pewnie niektórzy oglądali ostatni odcinek teleturnieju Milionerzy, gdzie padło pytanie za milion złotych:</span><br />
<blockquote class="tr_bq">
<span style="color: #45818e; font-family: "arial" , "helvetica" , sans-serif;"><b>Ile to jest 1111 razy 1111, jeśli 1 razy 1 to 1, a 11 razy 11 to 121?</b></span></blockquote>
<blockquote class="tr_bq">
<span style="color: #45818e; font-family: "arial" , "helvetica" , sans-serif;"><b>A. 12321 B. 1234321 C. 111111111 D. 123454321</b></span></blockquote>
<span style="color: #45818e;"></span><br />
<blockquote class="tr_bq">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Chwila namysłu i...</span></blockquote>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ2aumfSHB2u5cyDiZwRq_G3E8koY8ldjYvnjr6K5AvJh8FcnqpnCNAUx5m7nFb1dTKV3uSe4-Tnab1hz85OCVTjqrbcdyocVxNTwtMDe7C0s3ae0fhlSrX5W4l1nZ1b_7uvMKkQlEXqAQ/s1600/Pytanie+o+milion.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="437" data-original-width="573" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ2aumfSHB2u5cyDiZwRq_G3E8koY8ldjYvnjr6K5AvJh8FcnqpnCNAUx5m7nFb1dTKV3uSe4-Tnab1hz85OCVTjqrbcdyocVxNTwtMDe7C0s3ae0fhlSrX5W4l1nZ1b_7uvMKkQlEXqAQ/s320/Pytanie+o+milion.jpg" width="320" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Gdybyście znali takie drzewko na pewno również odpowiedzielibyście pozytywnie :</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXVx2xGGQiwZBwtkYFpHP-HyBh5bcioqDtB3jvi7OwV3GyfqS_TKQbjPW9DMV5HaF0QvvU0gxYTLINAn2j1Ew6TqJXqHwL4tra4cPyZNESSfddW0VgZw9GvC0A2o_rC7M07yRo3ti6Y4uu/s1600/the-beauty-of-math-6-728.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="546" data-original-width="728" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXVx2xGGQiwZBwtkYFpHP-HyBh5bcioqDtB3jvi7OwV3GyfqS_TKQbjPW9DMV5HaF0QvvU0gxYTLINAn2j1Ew6TqJXqHwL4tra4cPyZNESSfddW0VgZw9GvC0A2o_rC7M07yRo3ti6Y4uu/s400/the-beauty-of-math-6-728.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "arial"; font-size: small;">Tu jeszcze jedna choinka matematyczna:</span><br />
<span style="font-family: "arial"; font-size: small;"></span><br />
<div style="text-align: center;">
<span style="font-family: "arial"; font-size: small;"><span style="color: #38761d;"></span><br /></span></div>
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<span style="color: #38761d;"><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">1 x 8 + 1 = 9</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">12 x 8 + 2 = 98</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">123 x 8 + 3 = 987</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">1234 x 8 + 4 = 9876</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">12345 x 8 + 5 = 98765</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">123456 x 8 + 6 = 987654</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">1234567 x 8 + 7 = 9876543</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">12345678 x 8 + 8 = 98765432</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">123456789 x 8 + 9 = 987654321</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">1 x 9 + 2 = 11</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">12 x 9 + 3 = 111</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">123 x 9 + 4 = 1111</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">1234 x 9 + 5 = 11111</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">12345 x 9 + 6 = 111111</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">123456 x 9 + 7 = 1111111</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">1234567 x 9 + 8 = 11111111</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">12345678 x 9 + 9 = 111111111</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">123456789 x 9 +10= 1111111111</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">9 x 9 + 7 = 88</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">98 x 9 + 6 = 888</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">987 x 9 + 5 = 8888</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">9876 x 9 + 4 = 88888</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">98765 x 9 + 3 = 888888</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">987654 x 9 + 2 = 8888888</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">9876543 x 9 + 1 = 88888888</span><br style="-webkit-text-stroke-width: 0px; background-color: transparent; font-family: Roboto,RobotoDraft,Helvetica,Arial,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;" /><span style="background-color: transparent; display: inline; float: none; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;">98765432 x 9 + 0 = 888888888</span></span><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-71040755338792552632018-03-14T19:17:00.001+01:002018-03-14T19:26:37.973+01:00Dzień Liczby Pi.<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="color: #cc0000;">1<span style="font-family: "arial" , "helvetica" , sans-serif;">4 marca</span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></b><span style="font-family: "arial" , "helvetica" , sans-serif;">(14.3 albo 3.14) obchodzimy </span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #cc0000; font-family: "arial" , "helvetica" , sans-serif;"><b>Międzynarodowy Dzień Liczby Pi</b></span></span></div>
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<span style="background-color: transparent; color: black; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="color: #cc0000;"><br /></span></span></div>
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<span style="background-color: transparent; color: black; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Po raz pierwszy świętowano ten dzień w 1988 roku w muzeum nauki Exploratorium w San Francisco z inicjatywy L.Shawa. W Stanach Zjednoczonych to święto jest bardzo popularne (tzw. Pi-Day), w Polsce coraz bardziej! Nawet <a class="external_link" href="http://wiadomosci.gazeta.pl/wiadomosci/0,114916.html?tag=Wis%B3awa+Szymborska" style="-webkit-text-stroke-width: 0px; background-color: transparent; border-bottom-color: rgb(29, 29, 29); border-bottom-style: none; border-bottom-width: 0px; bottom: auto; color: #1d1d1d; font-style: normal; font-variant: normal; font-weight: 400; height: auto; left: auto; letter-spacing: normal; orphans: 2; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; width: auto; word-spacing: 0px;">Wisława Szymborska</a><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"> napisała <a href="http://www.matematyka.wroc.pl/book/wisława-szymborska,-%2526quot%3Bliczba-pi%2526quot%3B" target="_blank">wiersz</a>, który rozpoczyna się słowami: "</span><i style="-webkit-text-stroke-width: 0px; background-color: transparent; clear: none; color: #1d1d1d; display: inline; float: none; font-size-adjust: none; font-stretch: normal; font-style: italic; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 24px; margin: 0px; orphans: 2; padding: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; width: auto; word-spacing: 0px;">Podziwu godna liczba Pi...</i><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">". </span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">Liczba 𝝿</span><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">, zapisywana jako </span><b style="-webkit-text-stroke-width: 0px; background-color: transparent; clear: none; color: #1d1d1d; display: inline; float: none; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; line-height: 24px; margin: 0px; orphans: 2; padding: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; width: auto; word-spacing: 0px;">3,14</b><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">, wyraża <b>stosunek długości okręgu do jego średnicy</b>. </span></span><span style="color: #b01400; font-family: Arial;"></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF-PkJfi1FEkWmhq2yHeZZdLFcftdK152YDzUZqhxbF6xAyUIVOEv0bZhE9HpIQvt5CxAS_fkBueFTdHJJYig9-TPD3n-cm9z30_aP0Z8mMIRcN-KQiwiqzgjhCLtkZqFjitHTWuorcfLp/s1600/Apple+Pi.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="168" data-original-width="299" height="111" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF-PkJfi1FEkWmhq2yHeZZdLFcftdK152YDzUZqhxbF6xAyUIVOEv0bZhE9HpIQvt5CxAS_fkBueFTdHJJYig9-TPD3n-cm9z30_aP0Z8mMIRcN-KQiwiqzgjhCLtkZqFjitHTWuorcfLp/s200/Apple+Pi.jpg" width="200" /></a></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">J<span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;">est to jedna z pięciu stałych matematycznych odgrywających
wielką rolę w matematyce, <span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">jest również niezastąpiona w zaawansowanej nauce. Na przykład astronomowie używają jej do <b>mierzenia gęstości promieniowania</b>. Przy jej pomocy można również określać <b>pole elektryczne</b> czy <b>magnetyczne</b>.</span></span></span></span></div>
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<span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></div>
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<span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-variant: normal; letter-spacing: normal; line-height: 16px; text-align: justify; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">Inne nazwy dla tej liczby to <b>stała Archimedesa</b> lub <b>ludolfina</b>, dlatego, że już starożytni Egipcjanie usiłowali przybliżyć liczbę , ale jako pierwszy oszacował ją do dwóch miejsc po przecinku Archimedes w III wieku przed naszą erą. Określenie ludolfina wzięło się od holenderskiego matematyka Ludolpha van Ceulena, który w XVI wieku podał wartość <b> <span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-family: "arial" , "helvetica" , sans-serif; font-style: normal; font-variant: normal; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">𝝿 </span></b>do 20 miejsc po przecinku, a potem do 35.</span></span></span></span></span></div>
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<span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-variant: normal; letter-spacing: normal; line-height: 16px; text-align: justify; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span></span></span></span></div>
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<span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-variant: normal; letter-spacing: normal; line-height: 16px; text-align: justify; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Współczesne komputery obliczają 𝝿 do bilionów miejsc po przecinku. </b><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">My możemy podać jedynie przybliżoną wartość tej liczby.</span></span></span></span></span></div>
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<span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-variant: normal; letter-spacing: normal; line-height: 16px; text-align: justify; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></span></span></span></span></div>
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<span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-variant: normal; letter-spacing: normal; line-height: 16px; text-align: justify; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><b>Światowy</b> potwierdzony <b>rekord</b> w zapamiętaniu ciągu cyfr liczby 𝝿 należy aktualnie do Japończyka Akiry Haraguchi, który podał ją z dokładnością do <b>100 tysięcy miejsc</b> po przecinku<i> <span style="background-color: transparent; color: black; font-family: "verdana" , "arial" , "helvetica" , sans-serif; font-size: 11px; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: -24px; text-transform: none; white-space: normal; word-spacing: 0px;"></span><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "verdana" , "arial" , "helvetica" , sans-serif; font-size: 11px; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: -24px; text-transform: none; white-space: normal; word-spacing: 0px;">
</span><span style="background-color: transparent; color: black; font-family: "verdana" , "arial" , "helvetica" , sans-serif; font-size: 10.66px; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: -24px; text-transform: none; white-space: normal; word-spacing: 0px;">(źródło: Rekordowa pamięć do
liczby Pi RMF FM)</span></i></span></span></span></span></span></div>
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<span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-variant: normal; letter-spacing: normal; line-height: 16px; text-align: justify; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="color: #b00000; font-family: "times new roman";"><i><br /></i></span></span></span></span></span></span></span></span></span></div>
<span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-variant: normal; letter-spacing: normal; line-height: 16px; text-align: justify; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></span></span></span><br />
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<span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-variant: normal; letter-spacing: normal; line-height: 16px; text-align: justify; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>W rozwinięciu dziesiętnym liczby 𝝿 znajduje się każdy skończony ciąg cyfr</b>, np. Twój numer PESEL, nr telefonu albo data urodzenia!😀 <a href="http://www.tomaszgrebski.pl/viewpage.php?page_id=495" target="_blank">Tutaj</a> <b>możesz to sprawdzić!</b></span></span></span></span></span></span></span></span></span><br />
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<span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></span><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-variant: normal; letter-spacing: normal; line-height: 16px; text-align: justify; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></span></span><span style="background-color: transparent; color: black; display: inline; float: none; font-variant: normal; letter-spacing: normal; line-height: 16px; text-align: justify; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-variant: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial";">W Dzień Liczby Pi urodzili się polscy matematycy: <span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-family: "times new roman"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "times new roman"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-family: "times new roman"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "times new roman"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 16px; text-align: justify; text-decoration: none; text-indent: 47.2px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-family: "times new roman"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #1d1d1d; display: inline; float: none; font-family: "times new roman"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Józef Przerwa-Tetmajer, Wacław Sierpiński oraz Józef Zając. <b>14 marca 1879 r. urodził się</b> również <b>Albert Einstein</b>!</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: xx-small;"><i>Źródła: <a href="http://wiadomosci.gazeta.pl/wiadomosci/7,114881,23139910,dzien-liczby-pi-swieto-na-czesc-wyjatkowej-liczby.html?utm_campaign=share_article&utm_medium=deeplink&utm_source=gazetaapp" target="_blank">Gazeta.pl</a>, <a href="http://www.tomaszgrebski.pl/news.php" target="_blank">Mathteacher</a></i></span></div>
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<u><span style="color: #000120;"></span></u><u></u><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-56850456416404686412018-03-08T09:41:00.001+01:002018-03-08T12:30:27.678+01:00Kobiety w matematyce cz.2<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Obiecane wcześniej kilka zdań o każdej z Pań:</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFKzwSYH_qH-q4NzxLeTzevtT2asv6vj8tlO7wNE-pj3I7hcwj6U0QF9IDVf-27z1UYQMqYmMaE84mbqMEgQaca4lExnZL_1ZO36qDV9kN8vbV_vp9YjS5m5dZZt4C_SKZHO5a4qbmpfMa/s1600/Hypatia.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="240" data-original-width="164" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFKzwSYH_qH-q4NzxLeTzevtT2asv6vj8tlO7wNE-pj3I7hcwj6U0QF9IDVf-27z1UYQMqYmMaE84mbqMEgQaca4lExnZL_1ZO36qDV9kN8vbV_vp9YjS5m5dZZt4C_SKZHO5a4qbmpfMa/s200/Hypatia.png" width="136" /></a></div>
<span style="color: #cc0000; font-family: "arial" , "helvetica" , sans-serif;"><b>Hypatia</b></span><span style="font-family: "arial" , "helvetica" , sans-serif;"> urodziła się w 370 r.n.e. w Aleksandrii. Ojciec jej był znanym matematykiem i astronomem. Zadbał więc o jej gruntowne wykształcenie, także matematyczne. Fascynowa<span style="color: red;"></span>ły ją głównie problemy geometryczne. Badacze jej przeszłości przypisują jej konstrukcję areometru – przyrządu do pomiaru gęstości cieczy, oraz pewnych instrumentów astronomicznych. Zmarła tragicznie ukamienowana przez rozszalały tłum fanatyków religijnych.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrXx0AsaVDo-fwt3cYTf4ftAC-318f_3AzZvFxkaFmbsFWT515hLEtsEDpHndFi7DDdvLwAmLIMm1Y-LE4yAfF5sWzgSTfWQUVgnPPHNFa_lTvNTkEr0ByluCTJfER4dl_iDdILgoAh3IN/s1600/emilie-du-chatelet.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="667" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrXx0AsaVDo-fwt3cYTf4ftAC-318f_3AzZvFxkaFmbsFWT515hLEtsEDpHndFi7DDdvLwAmLIMm1Y-LE4yAfF5sWzgSTfWQUVgnPPHNFa_lTvNTkEr0ByluCTJfER4dl_iDdILgoAh3IN/s200/emilie-du-chatelet.jpg" width="148" /></a></div>
<span style="color: #cc0000; font-family: "arial" , "helvetica" , sans-serif;"><b>Emilie du Chatelet </b></span><span style="font-family: "arial" , "helvetica" , sans-serif;">dała się poznać jako tłumaczka prac Newtona na język francuski. Świadczy to o bardzo dobrym wykształceniu z nauk ścisłych. <span style="color: #004000;">U</span>znaje się ją za jednego z twórców zasady zachowania energii<span style="color: #0b0617;"></span>. W swoim dziele, poświęconym naturze ognia przewidziała zjawisko promieniowania podczerwieni<span style="color: #0b0617;"></span> i naturę światła.<span style="color: #0b0617;"></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Jej największym dokonaniem jest ustalenie wzoru na energię kinetyczną:<span style="color: #0b0617;"></span></span></span></div>
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<annotation encoding="application/x-tex" style="direction: ltr;">{\displaystyle E_{k}\approx {\frac {1}{2}}mv^{2}.}</annotation>
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<span style="color: #cc0000; font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: Arial, Helvetica, sans-serif;"><b>Maria Agnesi </b><span style="background-color: transparent; color: black; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: justify; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">zajmowała się głównie geometrią, otrzymując wiele ciekawych rezultatów. Znana jest krzywa, którą wynalazła i która nazywa się <a href="https://pl.wikipedia.org/wiki/Lok_Agnesi" target="_blank">lokiem Agnesi</a> (</span><span style="background-color: transparent; color: black; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: justify; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><a href="https://upload.wikimedia.org/wikipedia/commons/1/10/Agnesi.gif" target="_blank">tutaj</a> ciekawa animacja)</span></span></span></div>
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<span style="color: #cc0000; font-family: "arial" , "helvetica" , sans-serif;"><b>Sophie Germain</b></span><span style="font-family: "arial" , "helvetica" , sans-serif;"> uprawiała tak matematykę czystą, jak i stosowaną. Zajmowała się np. tak wielokątami, jak i zjawiskami sprężystości. Niestety, musiała jednak często wydawać swoje prace pod męskim pseudonimem</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #cc0000;"><b>Ada Lovelace</b> </span></span><span style="font-family: "arial" , "helvetica" , sans-serif;">współpracowała z Charlesem Babbage’em, konstruując swoją „maszynę analityczną” – prototyp komputera. Opisała też szczegółowo metodę obliczania liczb Bernoulliego za pomocą tej maszyny. Opis ten uznano za pierwszy program komputerowy. Można ją więc uważać za <b>jedną z pierwszych kobiet w historii informatyki</b>. Dla uczczenia jej zasług Ministerstwo Obrony Stanów Zjednoczonych zatwierdziło w 1980 roku opis nowego języka programowania „Ada”.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #cc0000;"><b>Zofia Kowalewska </b></span><span style="color: black;">- jej ojciec był</span> generałem carskiej Rosji, dlatego mogła otrzymać gruntowne wykształcenie. Całą jednak wiedzę zawdzięczała prywatnym lekcjom, głównie za granicą bowiem uniwersytety rosyjskie były zamknięte dla kobiet. Zofia Kowalewska miała niezwykły talent matematyczny. W swojej pracy naukowej uzyskała wiele ważnych wyników, głównie w równaniach różniczkowych cząstkowych. Zajmowała się także teorią całek eliptycznych i ruchem ciał sztywnych. Dzięki zabiegom wybitnego matematyka Mittag−Lefflera otrzymała w 1883 roku katedrę na uniwersytecie w Sztokholmie. Było to niezwykłe wydarzenie w tych czasach. Mimo przychylności i poparcia wielu kolegów miała też ogromne rzesze przeciwników. Może niektórzy zrezygnowaliby z ataków, gdyby była ona brzydka, ale Zofia Kowalewska była wyjątkowej urody 😊</span></div>
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<span style="color: #cc0000; font-family: "arial";"><b>Emmy Noether</b><span style="color: black;"><b> - </b>u</span></span><span style="font-family: "arial";">rodziła się w Erlangen w rodzinie wybitnego matematyka Maksa Noethera. Matematyczna atmosfera domu sprzyjała rozwojowi jej talentu. Czasy były jednak trudne do studiowania dla kobiet (w szczególności matematyki). Udało się jej otrzymać zgodę na siedzenie na zajęciach na Uniwersytecie w Erlangen, a potem na Uniwersytecie Gottingen. Udało jej się dojść aż do tytułu profesorskiego, odmawiano jej jednak zaszczytów, które otrzymałaby, gdyby była mężczyzną. Jej prace dotyczyły przede wszystkim algebry. Znaczna część współczesnej algebry to jej wyniki. Po dojściu Hitlera do władzy E. Noether usunięto z uniwersytetu, po czym wyemigrowała do Stanów Zjednoczonych.</span></div>
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<span style="font-family: "arial";"><i><span style="font-size: xx-small;"><span style="font-size: x-small;">Źródło <a href="https://cnm.pg.edu.pl/documents/10871/31009714/2007_03_KN.pdf" target="_blank">K.Nowicka "Gdzie te kobiety w matematyce?"</a></span></span></i></span></div>
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<span style="font-family: "arial"; font-size: x-small;">Polecam również <a href="http://digital.fides.org.pl/Content/838/Jezierska_27.pdf" target="_blank">"Kobiety w matematyce"</a> - bardzo ciekawy artykuł ks. A Małachowskiego</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;"></span><span style="font-size: x-small;"></span><span style="font-size: x-small;"></span><br /></b></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;">oraz prezentację <a href="http://slideplayer.pl/slide/431843/" target="_blank">"Znane kobiety w matematyce"</a></span></span></span></span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: xx-small;"><span style="background-color: transparent; color: black; display: inline; float: none; font-family: "arial" , "helvetica" , sans-serif; font-size: 13.33px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: justify; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></span><b style="background-color: transparent; color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: 700; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></b><i style="background-color: transparent; color: black; font-family: "times new roman"; font-style: italic; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></i><u style="background-color: transparent; color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: underline; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></u><sub style="background-color: transparent; color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></sub><sup style="background-color: transparent; color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></sup><strike style="background-color: transparent; color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: line-through; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span><span style="font-size: x-small;"></span><br /></strike></span>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-76825301221368323172018-03-08T08:50:00.001+01:002018-03-08T19:33:42.318+01:00Bukiety matematyczne.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkBTozPnpc2slUTOXl1toRAzaLlu7Ae0ShtZdkWasSCx0DPaqAvi7hk6v0Ukn3ZXqM3Lmf-U1k_4sNwm_wPoYGxdFF4MCg3ev3mLTRGy99m6zEinNbqeTQDQtmUC9HS8wTfKBMCn-_e-TR/s1600/Dzien_Kobiet_bukiet2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="650" data-original-width="650" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkBTozPnpc2slUTOXl1toRAzaLlu7Ae0ShtZdkWasSCx0DPaqAvi7hk6v0Ukn3ZXqM3Lmf-U1k_4sNwm_wPoYGxdFF4MCg3ev3mLTRGy99m6zEinNbqeTQDQtmUC9HS8wTfKBMCn-_e-TR/s320/Dzien_Kobiet_bukiet2.png" width="320" /></a></div>
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<span style="color: #cc0000; font-family: "arial" , "helvetica" , sans-serif;">Wszystkiego najlepszego !!!</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Takie i inne kwiaty możecie oglądać <a href="http://www.matematyczny-swiat.pl/2015/03/dzien-kobiet-matematyczny-bukiet.html" target="_blank">tutaj</a>. Po kliknięciu w każdy kwiatek uruchamiają się animacje!</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><i><span style="font-size: xx-small;">Źródło: <a href="http://www.matematyczny-swiat.pl/2015/03/dzien-kobiet-matematyczny-bukiet.html" target="_blank">Blog matematyczny Minor</a></span></i></span></div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-16145172513501173052018-03-08T08:35:00.000+01:002018-03-11T11:03:36.299+01:00Kobiety w matematyce cz.1<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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<span style="color: black; font-family: "arial" , sans-serif; margin: 0px;">Twórczość matematyczna jest zdominowana przez mężczyzn. W historii
matematyki przed 1900 rokiem wymienia się tylko kilka kobiet, co w por</span><span lang="EN-US" style="color: black; font-family: "arial" , sans-serif; margin: 0px;">ównaniu z liczbą mężczyzn jest tzw. „kroplą w morzu”.
Oczywiście jest to bardzo ściśle związane z ówczesną pozycją kobiety w społeczeństwie.
Przede wszystkim odmawiano jej prawa do zdobywania wszelakiej wiedzy. Jeżeli
chciała się uczyć, to musiała pokonywać niewyobrażalną ilość przeszkód
(nieznanych całkowicie mężczyźnie). Były to między innymi absolutny brak
wsparcia i ciągłe napotykanie aktywnego zniechęcenia. Dlatego kobiety nie mogły
uczestniczyć w zdobywaniu i tworzeniu wiedzy. </span></div>
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<span style="color: black; font-family: "arial" , sans-serif; margin: 0px;">Nawet teraz, gdy kobiety przełamują negatywne stereotypy i otrzymują
solidną edukację matematyczną, i tak pozostaje jeszcze inna przeszkoda:
niemożność całkowitego odizolowania się od wymog</span><span lang="EN-US" style="color: black; font-family: "arial" , sans-serif; margin: 0px;">ów
życia codziennego. Uprawianie matematyki wymaga wiele czasu. Twórczy matematycy
spędzają długie godziny, po prostu siedząc i myśląc...:)))</span></div>
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<span lang="EN-US" style="color: black; font-family: "arial" , sans-serif; margin: 0px;">Pomimo tych ogromnych trudności znajdujemy
jednak tych kilka zafascynowanych matematyką kobiet. Wśród wymienianych w
książkach z historii matematyki (obejmujących okres do czasów II wojny
światowej) są:</span><span lang="EN-US" style="color: black; font-family: "calibri" , sans-serif; font-size: 11pt; margin: 0px;"> </span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , sans-serif; margin: 0px;">Hypatia</span></b><span style="color: black; font-family: "arial" , sans-serif; margin: 0px;"> z Aleksandrii (370 r.n.e. –
415 r.n.e.), potem dłuuugo nic i dopiero od początk</span><span lang="EN-US" style="color: black; font-family: "arial" , sans-serif; margin: 0px;">ów
XVIIIw.: <b style="mso-bidi-font-weight: normal;">Emilie du Chatelet</b>, <b style="mso-bidi-font-weight: normal;">Maria G. Agnes</b>, <b style="mso-bidi-font-weight: normal;">Sophie Germain</b>, <b style="mso-bidi-font-weight: normal;">Mary
Somerville</b>, <b style="mso-bidi-font-weight: normal;">Ada Lovelace, Zofia
Kowalewska</b>, <b style="mso-bidi-font-weight: normal;">Emmy Noether</b> (więcej
szczegółów z ich życia w <a href="https://matma37.blogspot.com/2018/03/kobiety-w-matematyce-cz2.html" target="_blank">następnym</a> poście:)</span><span style="color: black; font-family: "calibri" , sans-serif; font-size: 11pt; margin: 0px;"></span></div>
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</span><span style="color: black; font-family: "arial" , sans-serif; margin: 0px;">Po
drugiej wojnie światowej liczba kobiet pracujących w matematyce ogromnie
wzrosła. Wiele znaczących wynik</span><span lang="EN-US" style="color: black; font-family: "arial" , sans-serif; margin: 0px;">ów uzyskały Polki, jak np. <b style="mso-bidi-font-weight: normal;">Helena Rasiowa, Zofia Krygowska, Wanda
Szmielew, Zofia Szmydt, Urszula Foryś </b>czy<b style="mso-bidi-font-weight: normal;"> Krystyna Kuperberg</b>. </span></div>
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<span lang="EN-US" style="color: black; font-family: "arial" , sans-serif; margin: 0px;"><span lang="EN-US" style="font-family: "arial" , sans-serif; margin: 0px;"><span style="color: #e06666;">Pierwsza
kobieta z najwyższym laurem w matematyce:</span></span></span></div>
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<span lang="EN-US" style="color: black; font-family: "arial" , sans-serif; margin: 0px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzlTBmt65AJ0Ri2x20gbXx76ZqhDAKJJSTlNYP0G2Tp4JLmIx05o3fpveFmndawnWRz5jR0BXCs9Oh92Ae9JodG_SfTDQiyeQubaaOxCM0VVDm-WHd6CYYP4T_GlpGKL_xwgQ8y3oENm4m/s1600/Maryam+Mirzakhani.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="205" data-original-width="589" height="111" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzlTBmt65AJ0Ri2x20gbXx76ZqhDAKJJSTlNYP0G2Tp4JLmIx05o3fpveFmndawnWRz5jR0BXCs9Oh92Ae9JodG_SfTDQiyeQubaaOxCM0VVDm-WHd6CYYP4T_GlpGKL_xwgQ8y3oENm4m/s320/Maryam+Mirzakhani.jpg" width="320" /></a></span></div>
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<span style="color: black; font-family: "arial" , sans-serif; margin: 0px;"><span style="font-size: small;">Nie sposób nie wspomnieć tu o<b> Maryam Mirzakhani, </b>która jako
pierwsza kobieta została nagrodzona <b>Medalem Fieldsa</b>, przyznawanym co 4
lata przez <b>Międzynarodową Unię Matematyczną</b> (IMU). Nagroda ta określana
jest mianem "<b>matematycznego Nobla", </b>aby ją otrzymać należy
przyczynić się do rozwoju matematyki i mieć mniej niż 40 lat.</span></span></div>
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<span style="color: black; font-family: "arial" , sans-serif; margin: 0px;"><span style="font-size: small;">Dopiero w <b style="mso-bidi-font-weight: normal;">2014</b> (!) roku
<b style="mso-bidi-font-weight: normal;">po raz pierwszy</b> od czasu, gdy
rozpoczęto ich przyznawanie, czyli od 1936 roku, <b>laureatem została kobieta</b><span style="margin: 0px;">!<b> </b>Poc</span>hodząca z Iranu<span style="margin: 0px;"> </span><b>Maryam Mirzakhani </b>nagrodzona została
za badania nad dynamiką i geometrią powierzchni Riemanna i ich modułami
przestrzeni. Niestety w 2017 roku zmarła przedwcześnie na raka piersi. </span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><i><span style="color: black; font-size: 10pt; margin: 0px;">Źródła: </span></i><a href="https://cnm.pg.edu.pl/documents/10871/31009714/2007_03_KN.pdf"><i><span style="font-size: 10pt; margin: 0px;"><span style="color: blue; font-family: "times new roman";">Pismo PG3/2007 K.Nowicka"Gdzie te kobiety w
matematyce?"</span></span></i></a></span></span><span style="margin: 0px;"></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><a href="http://digital.fides.org.pl/Content/838/Jezierska_27.pdf"><i><span style="font-size: 10pt; margin: 0px;"><span style="color: blue; font-family: "times new roman";">"Kobiety w matematyce" ks.A.Małachowski</span></span></i></a><i><span style="color: black; font-size: 10pt; margin: 0px;">, </span></i><a href="https://pl.wikipedia.org/wiki/Marjam_Mirzachani"><i><span style="font-size: 10pt; margin: 0px;"><span style="color: blue; font-family: "times new roman";">Wikipedia.pl</span></span></i></a><i><span style="color: black; font-size: 10pt; margin: 0px;">, </span></i><a href="http://www.geekweek.pl/aktualnosci/20081/pierwsza-kobieta-z-najwyzszym-laurem-w-matematyce"><i><span style="font-size: 10pt; margin: 0px;"><span style="color: blue; font-family: "times new roman";">Geekweek.pl</span></span></i></a></span></span><span style="margin: 0px;"></span></div>
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<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-63957212605279232772018-02-25T20:39:00.000+01:002018-02-25T20:39:14.840+01:00Po co nam logarytmy?<div class="OutlineElement Ltr SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin: 0px; orphans: 2; overflow: visible; padding: 0px; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div class="Paragraph SCXO76612566" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
<span style="font-family: Arial, Helvetica, sans-serif;"><span class="TextRun SCXO76612566" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-style: normal; font-weight: 400; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Uczniowie często zadają pytanie: do czego będzie mi to potrzebne??? - zwłaszcza, jeśli chodzi o logarytmy. Podam tu przynajmniej kilka praktycznych zastosowań:</span></span><span class="EOP SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; line-height: 19px; margin: 0px; padding: 0px;"> </span></span></div>
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<div class="Paragraph SCXO76612566" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin: 0px; orphans: 2; overflow: visible; padding: 0px; position: relative; text-align: justify; text-decoration: none; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; word-spacing: 0px; word-wrap: break-word;" xml:lang="PL-PL">
<span style="font-family: Arial, Helvetica, sans-serif;"><span class="TextRun SCXO76612566" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: #333333; font-style: normal; font-weight: 400; line-height: 17px; margin: 0px; padding: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">1. Kiedyś </span></span><span class="TextRun SCXO76612566" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-style: normal; font-weight: 400; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">używano logarytmów do mnożenia dużych liczb</span></span><span class="TextRun SCXO76612566" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: #333333; font-style: normal; font-weight: 400; line-height: 17px; margin: 0px; padding: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">. Wszystko opierało się o fakt, że logarytm z iloczynu to suma logarytmów, czyli zamieniamy iloczyn na prostsze do przeprowadzenia dodawanie. Jeśli uczony chciał pomnożyć dwie liczby, znajdował w tablicach ich logarytmy, dodawał je, a później znowu dzięki tablicom zamieniał wynik z logarytmu na wartość. </span></span><span class="EOP SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; line-height: 17px; margin: 0px; padding: 0px;"> </span></span></div>
<div class="Paragraph SCXO76612566" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin: 0px; orphans: 2; overflow: visible; padding: 0px; position: relative; text-align: justify; text-decoration: none; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; word-spacing: 0px; word-wrap: break-word;" xml:lang="PL-PL">
<span style="font-family: Arial, Helvetica, sans-serif;"><span class="TextRun SCXO76612566" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: #222222; font-weight: 400; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Tablice logarytmiczne</span></span><span class="TextRun SCXO76612566" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: #222222; font-style: normal; font-weight: 400; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> były podstawową pomocą do obliczeń naukowych, geodezyjnych, astronomicznych i inżynierskich. Dzisiaj, z powodu wyparcia ich przez kalkulatory i komputery, wyszły one właściwie z użytku podobnie jak </span></span><a class="Hyperlink SCXO76612566" href="https://pl.m.wikipedia.org/wiki/Suwak_logarytmiczny" rel="noreferrer" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; cursor: text; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" target="_blank"><span class="TextRun SCXO76612566" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-style: normal; font-weight: 400; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">suwak logarytmiczny.</span></span></a><span class="TextRun EmptyTextRun SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; line-height: 18px; margin: 0px; padding: 0px;"></span><span class="EOP SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; line-height: 18px; margin: 0px; padding: 0px;"> </span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span class="EOP SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; line-height: 18px; margin: 0px; padding: 0px;"><br /></span></span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><span class="EOP SCXO76612566" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; line-height: 18px; margin: 0px; padding: 0px;"><div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin: 0px; orphans: 2; overflow: visible; padding: 0px; position: relative; text-align: justify; text-decoration: none; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; word-spacing: 0px; word-wrap: break-word;" xml:lang="PL-PL">
<span style="font-family: Arial, Helvetica, sans-serif;"><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: #333333; font-style: normal; font-weight: 400; line-height: 17px; margin: 0px; padding: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">2. Poziom natężenia dźwięku jest logarytmiczną funkcją natężenia dźwięku.</span></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; line-height: 17px; margin: 0px; padding: 0px;"> </span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: #333333; font-style: normal; font-weight: 400; line-height: 17px; margin: 0px; padding: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Skala natężenia dźwięku korzysta z </span><span class="SpellingError SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; background-image: url(data:image/gif; background-position-x: left; background-position-y: bottom; background-repeat: repeat-x; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Belli</span><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">, czyli jednostki logarytmicznej. Dokładny wzór to</span></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; line-height: 17px; margin: 0px; padding: 0px;"> </span></span></div>
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<div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
<span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: #333333; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">3. </span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: #333333; font-family: Arial,&quot; font-size: 16px; font-style: normal; font-weight: 400; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">W chemii stosuje się logarytmy</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: #333333; font-family: Arial,&quot; font-size: 16px; font-style: normal; font-weight: 400; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> przy okazji liczenia </span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: #333333; font-family: Arial,&quot; font-size: 16px; font-style: normal; font-weight: 400; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="SpellingError SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; background-image: url(data:image/gif; background-position-x: left; background-position-y: bottom; background-repeat: repeat-x; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">pH</span><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> roztworu wodnego związku chemicznego</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: #333333; font-family: Arial,&quot; font-size: 16px; font-style: normal; font-weight: 400; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">, czyli stężenia jonów wodorowych w roztworze:</span></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Arial,&quot; font-size: 16px; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></div>
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<div class="OutlineElement Ltr SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-family: &quot; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; overflow: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
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<span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Logarytm - to po prostu wykładnik potęgi, do której podniesiono liczbę 10. Dziesięciokrotna zmiana wartości zmiennej powoduje zmianę wartości jej logarytmu - o jeden... (stukrotna - o dwa; tysiąckrotna - o trzy, itd.)</span></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Arial,&quot; font-size: 14px; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></div>
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<div class="OutlineElement Ltr SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-family: &quot; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; overflow: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px; z-index: 0;">
<div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
<span class="TextRun EmptyTextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Calibri,&quot; font-size: 14.66px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"></span><span class="LineBreakBlob BlobObject DragDrop SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Calibri,&quot; font-size: 14.66px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span class="SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; white-space: pre;"> </span></span><span class="TextRun EmptyTextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Calibri,&quot; font-size: 14.66px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Calibri,&quot; font-size: 14.66px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></div>
</div>
<div class="OutlineElement Ltr SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-family: &quot; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; overflow: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
<span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">No, to zadanie. Są dwa roztwory: I </span><span class="SpellingError SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; background-image: url(data:image/gif; background-position-x: left; background-position-y: bottom; background-repeat: repeat-x; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">pH</span><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> = 2 oraz II </span><span class="SpellingError SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; background-image: url(data:image/gif; background-position-x: left; background-position-y: bottom; background-repeat: repeat-x; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">pH</span><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> = 12. </span></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Arial,&quot; font-size: 14px; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></div>
</div>
<div class="OutlineElement Ltr SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-family: &quot; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; overflow: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
<span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">W którym stężenie kwasu jest większe, i ile razy? [no, szybciutko: 10 razy (12-2), czy 6 razy (12:2) ?]</span></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Arial,&quot; font-size: 14px; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></div>
</div>
<div class="OutlineElement Ltr SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-family: &quot; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; overflow: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
<span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Policzmy... </span><span class="SpellingError SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; background-image: url(data:image/gif; background-position-x: left; background-position-y: bottom; background-repeat: repeat-x; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">pH</span><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> = - log [H</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 10.66px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" data-fontsize="10.5" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: super;">+</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">] [H</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 10.66px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" data-fontsize="10.5" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: super;">+</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">] = 10</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 10.66px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" data-fontsize="10.5" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: super;">-pH</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Arial,&quot; font-size: 14px; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></div>
</div>
<div class="OutlineElement Ltr SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-family: &quot; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; overflow: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
<span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">[H</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 10.66px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" data-fontsize="10.5" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: super;">+</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">]</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 10.66px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" data-fontsize="10.5" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: sub;">I</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> = 10</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 10.66px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" data-fontsize="10.5" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: super;">-2</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> [H</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 10.66px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" data-fontsize="10.5" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: super;">+</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">]</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 10.66px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" data-fontsize="10.5" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: sub;">II</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> = 10</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 10.66px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" data-fontsize="10.5" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: super;">-12</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Arial,&quot; font-size: 14px; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></div>
</div>
<div class="OutlineElement Ltr SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-family: &quot; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; overflow: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
<span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">[H</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 10.66px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" data-fontsize="10.5" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: super;">+</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">]</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 10.66px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" data-fontsize="10.5" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: sub;">I</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> / [H</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 10.66px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" data-fontsize="10.5" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: super;">+</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">]</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 10.66px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" data-fontsize="10.5" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: sub;">II</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> = 10 000 000 000 razy...</span></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Arial,&quot; font-size: 14px; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></div>
</div>
<div class="OutlineElement Ltr SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-family: &quot; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; overflow: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px; z-index: 0;">
<div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
<span class="TextRun EmptyTextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Calibri,&quot; font-size: 14.66px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"></span><span class="LineBreakBlob BlobObject DragDrop SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Calibri,&quot; font-size: 14.66px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span class="SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; white-space: pre;"> </span></span><span class="TextRun EmptyTextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Calibri,&quot; font-size: 14.66px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Calibri,&quot; font-size: 14.66px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></div>
</div>
<div class="OutlineElement Ltr SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-family: &quot; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; overflow: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin: 0px; padding: 0px; text-align: justify; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
<span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: #333333; font-family: Arial,&quot; font-size: 14px; font-style: normal; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">4. L</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 16px; font-style: normal; font-weight: 400; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">ogarytm jest funkcją odwrotną do funkcji wykładniczej.</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 16px; font-style: normal; font-weight: 400; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Dlatego przydaje się wszędzie tam, gdzie rozwiązuje się równanie wykładnicze – np. do przewidzenia liczby rat kredytu albo czasu, kiedy rozpad promieniotwórczy</span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 16px; font-style: normal; font-weight: 400; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> doprowadzi do danego stężenia pierwiastka, itp.</span></span></div>
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<a href="http://matma4u.pl/topic/12240-zadanie-z-bakteriami-zwiazane-z-funkcja-wykladnicza/" target="_blank">Tu</a> przykładowe nie do końca rozwiązane zadanie dotyczące rozmnażania się bakterii - może spróbujecie policzyć?</div>
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Na bazie takich i podobnych obliczeń (w dużym skrócie) planuje się dawkowanie antybiotyków! - obliczając po jakim czasie ilość bakterii będzie znikoma i organizm sobie z nimi poradzi sam.</div>
<div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
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<div class="OutlineElement Ltr SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-family: &quot; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; overflow: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
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<div class="OutlineElement Ltr SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-family: &quot; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; overflow: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
<span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 16px; font-style: normal; font-weight: 400; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">5. Skala Richtera w sejsmologii (tu pokażę przykładowe zadanie - maturalne z maja 2016 roku):</span></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Arial,&quot; font-size: 16px; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></div>
<div class="Paragraph SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; color: black; font-style: normal; font-weight: 400; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; vertical-align: baseline; word-wrap: break-word;" xml:lang="PL-PL">
<span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Arial,&quot; font-size: 16px; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><br /></span></div>
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<div class="OutlineElement Ltr SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; -webkit-text-stroke-width: 0px; background-color: transparent; clear: both; color: black; cursor: text; direction: ltr; font-family: &quot; font-size: 12px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; overflow: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<div class="WACImageContainer Selected SCXO110899981" role="presentation" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; border-bottom-color: rgb(0, 0, 0); border-bottom-style: none; border-bottom-width: 0px; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; border-left-color: rgb(0, 0, 0); border-left-style: none; border-left-width: 0px; border-right-color: rgb(0, 0, 0); border-right-style: none; border-right-width: 0px; border-top-color: rgb(0, 0, 0); border-top-style: none; border-top-width: 0px; cursor: default; display: block; height: 108px; left: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative; width: 527px;">
<span aria-hidden="true" class="WACAltTextDescribedBy SCXO110899981" id="{e8771809-c7f6-42ef-a3e1-0bfa9f6d79ec}{224}" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: absolute; visibility: hidden; z-index: -100;"></span><img alt="Skala Richtera służy do określania siły trzęsień ziemi. Siła ta opisana jest wzorem R = log
gdzie A oznacza amplitudę trzęsienia wyrażoną w centymetrach, AO = cm jest stałą,
nazywaną amplitudą wzorcową. 5 maja 2014 roku w Tajlandii miało miejsce trzęsienie ziemi o
sile 6,2 w skali Richtera. Oblicz amplitudę trzęsienia ziemi w Tajlandii i rozstrzygnij, czy jest
ona większa, czy — mniejsza od 100cm. " class="WACImage SCXO110899981" 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margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">tu</span></span></a><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: #333333; font-family: Arial,&quot; font-size: 16px; font-style: normal; font-weight: 400; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> jeszcze inne ciekawe zadania praktyczne </span><span class="SpellingError SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; background-image: url(data:image/gif; background-position-x: left; background-position-y: bottom; background-repeat: repeat-x; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">z zastosowaniem</span><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> logarytmów, polecam!</span></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Arial,&quot; font-size: 16px; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> </span></div>
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<span class="TextRun EmptyTextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Calibri,&quot; font-size: 14.66px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"></span><span class="LineBreakBlob BlobObject DragDrop SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Calibri,&quot; font-size: 14.66px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span class="SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; white-space: pre;"> </span></span><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: italic; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Źródła: </span></span><a class="Hyperlink SCXO110899981" href="https://pl.m.wikipedia.org/wiki/Logarytm" rel="noreferrer" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; cursor: text; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" target="_blank"><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Arial,&quot; font-size: 14px; font-style: italic; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Wikipedia</span></span></a><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Arial,&quot; font-size: 14px; font-style: italic; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">, matematyka.pisz.pl, </span></span><a class="Hyperlink SCXO110899981" href="http://www.tomek.strony.ug.edu.pl/logarytmy.htm" rel="noreferrer" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; cursor: text; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" target="_blank"><span class="TextRun SCXO110899981" lang="PL-PL" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Arial,&quot; font-size: 14px; font-style: italic; font-weight: 400; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" xml:lang="PL-PL"><span class="NormalTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; background-color: transparent; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Logarytmy, suwak i inne maszyny do liczenia</span></span></a><span class="TextRun EmptyTextRun SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; color: black; font-family: Calibri,&quot; font-size: 14.66px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"></span><span class="EOP SCXO110899981" style="-ms-touch-select: none; -ms-user-select: text; -webkit-tap-highlight-color: transparent; font-family: Calibri,&quot; font-size: 14.66px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> <span style="font-family: Arial, Helvetica, sans-serif;"></span><span style="font-size: small;"></span></span></div>
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<b></b></span></span>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8297839266826319431.post-58463257041399938022018-02-14T08:55:00.000+01:002018-02-14T12:29:24.876+01:00Matematyczne Walentynki<div class="separator" style="clear: both; text-align: center;">
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<span style="clear: left; float: left; font-family: "arial" , "helvetica" , sans-serif; margin-bottom: 1em; margin-right: 1em;">"Czy miłość da się opisać równaniem matematycznym? Samą miłość - zapewne nie, ale jej odwieczny symbol - <b>serce </b>- a raczej jego geometryczny kształt - jak najbardziej" /T.Grębski/</span><span style="clear: left; float: left; font-family: "arial" , "helvetica" , sans-serif; margin-bottom: 1em; margin-right: 1em;"><span style="background-color: transparent; color: black; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Zapraszam na stronę <a href="http://www.matematyka.wroc.pl/doniesienia/rownania-milosci" target="_blank">matematyka.wroc.pl</a> , gdzie Tomasz Grębski prezentuje <b>kardioidę</b> i inne krzywe sercowe.</span></span></span><span style="clear: left; float: left; font-family: "arial" , "helvetica" , sans-serif; margin-bottom: 1em; margin-right: 1em;"><span style="background-color: transparent; color: black; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span></span><div class="separator" style="clear: both; text-align: center;">
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-49902192725637447872018-01-31T22:56:00.000+01:002018-02-01T23:12:16.902+01:00Sekret nauki matematyki :)<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/Yemlx7H2knw" width="480"></iframe><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Tylko tyle!</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Polecam kanał <a href="https://www.youtube.com/channel/UCxwq89z7GG6aWh29cUFF81A" target="_blank">Matemaks </a><span style="background-color: transparent; color: black; display: inline; float: none; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">na YouTube!</span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-61168592216080170152018-01-28T19:56:00.000+01:002018-01-31T22:31:14.780+01:00Stefan Hula z 37-ką :)Z jakim numerem startował dziś Stefan Hula w zawodach Pucharu Świata w Skokach Narciarskich w Zakopanem???<br />
Gratulujemy wyniku i życiowego sukcesu! Gdyby jeszcze stanął na podium byłaby świetna reklama ;)<br />
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<a href="https://pl.wikipedia.org/wiki/Stefan_Hula_(ur._1986)#/media/File:Stefan_Hula.jpg" target="_blank">Z tym samym numerem</a> startował w PŚ już w 2006 roku!</div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-12323290621835546392018-01-25T21:07:00.000+01:002018-01-31T22:35:44.661+01:0025 stycznia - Dzień Kryptologii.<div style="-webkit-text-stroke-width: 0px; background-color: transparent; box-sizing: border-box; color: #444444; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; orphans: 2; text-align: justify; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>25 stycznia</b> obchodzony jest <b>Dzień Kryptologii. </b>Został ustanowiony w 2007 roku przez Wydział Matematyki i Informatyki Uniwersytetu im. A. Mickiewicza w Poznaniu - w 75. rocznicę złamania szyfru niemieckiej maszyny kodującej Enigma. Szyfr został złamany 14 grudnia 1932 roku przez trzech polskich matematyków i kryptologów, absolwentów UAM: <b>Mariana Rajewskiego</b>, <b>Jerzego Różyckiego</b> oraz <b>Henryka Zygalskiego</b>.W 2000 roku zostali pośmiertnie odznaczeni Orderem Odrodzenia Polski. <span style="background-color: transparent; color: #464646; display: inline; float: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 20px; text-align: left; text-decoration: none; text-indent: 13px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #464646; display: inline; float: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 20px; text-align: left; text-decoration: none; text-indent: 13px; text-transform: none; white-space: normal; word-spacing: 0px;">Warto lepiej poznać historię Enigmy i losy trójki polskich geniuszy. Dziś w dobie internetu i telewizji ich osiągnięcie byłoby znane na całym świecie. <a href="https://www.kalbi.pl/dzien-kryptologii#top" target="_blank">Tu</a> więcej informacji na ten temat.</span></span></span></div>
<div style="-webkit-text-stroke-width: 0px; background-color: transparent; box-sizing: border-box; color: #444444; font-variant: normal; letter-spacing: normal; margin: 0px 0px 10px; orphans: 2; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">C<span style="background-color: transparent; color: #464646; display: inline; float: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 20px; text-align: left; text-decoration: none; text-indent: 13px; text-transform: none; white-space: normal; word-spacing: 0px;">zym jest <b>kryptologia</b>? </span></span><br />
<a name='more'></a><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: transparent; color: #464646; display: inline; float: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 20px; text-align: left; text-decoration: none; text-indent: 13px; text-transform: none; white-space: normal; word-spacing: 0px;">To dziedzina wiedzy o przekazywaniu informacji w sposób zabezpieczony przed niepowołanym dostępem. Dzieli się na <b>kryptografię</b> (utajnianie wiadomości) oraz <b>kryptoanalizę</b> (przełamywanie zabezpieczeń i deszyfrowanie wiadomości). Współczesną kryptologię zalicza się do kilku dziedzin: w pierwszej kolejności jest to <b>matematyka</b> i <b>informatyka</b>, ponadto jest powiązana z teorią informacji, inżynierią oraz bezpieczeństwem komputerowym. </span></span></div>
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<span style="background-color: transparent; color: #464646; display: inline; float: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 20px; text-align: left; text-decoration: none; text-indent: 13px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Kryptologia</b> ma zastosowanie zarówno w kwestiach bezpieczeństwa kart bankomatowych, handlu elektronicznego oraz haseł komputerowych, jak i w wojskowości i dyplomacji. W tych dziedzinach używa się najbardziej zaawansowanych funkcji i protokołów kryptograficznych.</span></span></div>
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<span style="background-color: transparent; color: #464646; display: inline; float: none; font-stretch: normal; font-variant: normal; letter-spacing: normal; line-height: 20px; text-align: left; text-indent: 13px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #464646; display: inline; float: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 20px; text-align: left; text-decoration: none; text-indent: 13px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Wszelkiego rodzaju zabawy umysłowe, krzyżówki, szarady, rebusy - to dobry pomysł na „własny” Dzień Kryptologa. Jeśli ktoś chciałby sprawdzić swoje możliwości, to <u>zapraszam do pobrania trzech krótkich tekstów do rozszyfrowania</u> ze strony <a href="https://varsisava.pl/dzien-kryptologii/" target="_blank">varsisava.pl</a>. </span><span style="background-color: transparent; color: #444444; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: justify; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></span></span></span></div>
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<span style="background-color: transparent; color: #464646; display: inline; float: none; font-stretch: normal; font-variant: normal; letter-spacing: normal; line-height: 20px; text-align: left; text-indent: 13px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #464646; display: inline; float: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 20px; text-align: left; text-decoration: none; text-indent: 13px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #444444; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: justify; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Teksty zostały zaszyfrowane na trzy sposoby: przestawiany liczbowy, tabliczka mnożenia, a nazwę i sposób deszyfracji ostatniego szyfru trzeba odgadnąć. Dwa teksty są w miarę proste, a jeden nieco trudniejszy. </span></span></span></span></div>
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<span style="background-color: transparent; color: #464646; display: inline; float: none; font-stretch: normal; font-variant: normal; letter-spacing: normal; line-height: 20px; text-align: left; text-indent: 13px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #464646; display: inline; float: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 20px; text-align: left; text-decoration: none; text-indent: 13px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: #444444; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: justify; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Udanej zabawy na zakończenie ferii!</span></span></span></span></div>
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<span style="font-family: "verdana"; font-size: x-small;">Teksty źródłowe</span><span style="font-family: "verdana";">: <a href="https://www.kalbi.pl/dzien-kryptologii#top" target="_blank">kalbi.pl</a>, <a href="https://varsisava.pl/dzien-kryptologii/" target="_blank">varsisava.pl</a></span></div>
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<span style="font-family: "verdana";"><a href="http://varsisava.pl/wp-content/uploads/2017/01/Vars_i_Sava_Dzien_Kryptologii.pdf" target="_blank">Teksty do deszyfryzacji</a></span></div>
<span style="background-color: transparent; color: #464646; display: inline; float: none; font-stretch: normal; font-variant: normal; letter-spacing: normal; line-height: 20px; text-align: left; text-indent: 13px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "arial";"><span style="background-color: transparent; color: #464646; display: inline; float: none; font-family: "tahoma" , "verdana" , sans-serif; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 20px; text-align: left; text-decoration: none; text-indent: 13px; text-transform: none; white-space: normal; word-spacing: 0px;"></span></span></span><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-13200283769321132162018-01-12T13:11:00.000+01:002018-01-12T13:11:42.326+01:00Karnawałowo, czyli The Math DanceZ dedykacją dla wszystkich studniówkowiczów;)<br />
<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/OFzqDatEvCo" width="459"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8297839266826319431.post-34923939584195927522018-01-12T12:54:00.001+01:002018-01-12T12:54:31.394+01:00Filmy na ferie cd2. <a href="https://www.youtube.com/watch?v=nyFEmJCpRxg&feature=youtu.be" target="_blank">"OBDAROWANI"</a><br />
reż. Marc Webb (2017) <br />
<br />
Frank samotnie wychowuje swoją niezwykle uzdolnioną siostrzenicę Mary.
Gdy talent dziewczynki ujawnia się, musi zawalczyć o prawa rodzicielskie .<br />
<br />
<br />
<br />
3. <a href="https://www.youtube.com/watch?v=7TSLzPu2no4&feature=youtu.be" rel="nofollow" target="_blank">"BUNTOWNIK Z WYBORU"</a><br />
reż. Gus Van Sant, scen. Benn Affleck, Matt Damon (1997) <br />
<br />
Will, matematyczny geniusz gardzący formalnym wykształceniem, zostaje
oskarżony o pobicie policjanta. Profesor MIT, świadomy talentu chłopaka,
proponuje mu, aby w zamian za zwolnienie z aresztu podjął naukę i
terapię psychologiczną. <br />
<br />
<br />
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4. <a href="https://www.youtube.com/watch?v=EJgl_Z9Yz1Q&feature=youtu.be" target="_blank">"PRZESTRZENIE BANACHA"</a><br />
reż. Krzysztof Lang (2005)<br />
<br />
Portret Stefana Banacha, wybitnego polskiego matematyka - geniusza samouka, twórcy analizy funkcjonalnej. W filmie występuje jego uczeń Stanisław Ulam, który stworzył podwaliny matematycznego modelu bomby wodorowej. Unknownnoreply@blogger.com0