Treść zadania

~mmbm

Witam.
Potrafiłby ktoś zrobić prezentację w power poincie,
i temat -> Przedstawienie podziału lokalnych sieci komputerowych biorąc pod uwagę ich technologię przetwarzania danych

Z wykorzystaniem tych danych wszystkich które tu są.
http:// **** /wypracowania/pozosta%C5%82e/zarz%C4%85dzanie/18745-charakterystyka_informatycznyc...

Wszystko na zasadzie kopiuj wklej, do tego jakieś różne tła, przejścia itp. rysunki serwerów, kabli itp. Ja jestem zielony z offica.



1 slajd to byłoby to -> 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


A dalej to po prostu wklejac ten tekst z podanej wyżej strony i dodawać co jakiś czas rysunek jakiegoś serwera czy komputera itp.

Jestem zielony w power poincie więc sam zbytnio sensownie tego nie potrafie wykonać.
Z góry dziękuję.

Zadanie jest zamknięte. Autor zadania wybrał już najlepsze rozwiązanie lub straciło ono ważność.

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Before the Chernobyl disaster in 1986, there had been more proponents than opponents of nuclear power. However, this shocking event has changed people’s attitudes and increased opposition to fission. Supporters of nuclear power claim that mankind cannot do without this cheap source of energy. They argue that many countries couldn’t afford to rely on costly oil, gas and coal. Besides,...

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Do you think you?re intelligent? Or do you think you?re unintelligent or maybe stupid? Do you believe in your brain power? Do you think that you can improve your memory? Let?s think about it. First I want to tell you about crossovers. My family like doing it so much. I asked some limbs of my huge family what theydo crosswords for and they believe, that this game can help with improve your...

Przydatność 50% Antygona i Kreon - prezentacje postaw, analiza motywów.

- w "Antygonie" Sofokles skonfrontował ze sobą dwie postacie i racje, za którymi się opowiadali: Kreon, jako władca absolutny, stara się być sprawiedliwy (dąży do równości wszystkich wobec prawa oraz uważa, że zdrajców trzeba karać) i wszystkim wymierza karę, na jaką zasłużyli: Polinejkes jak i inni zdrajcy (w mniemaniu Kreona) zostali skazani na śmierć i wieczną...

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