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Katalog składa się z 2001 fraz

HLP j.s.mill poddanstwo kobiet, Filologia polska
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HLP Bachorz wstep Lalka 3, Filologia polska
//-->xxxI jeszcze Antoni Lange:PIERWSI RECENZENCI I SPRAWA KOMPOZYCJIXXXIWSTEP"kompozycja" znaczyl dlan mniej wiecej to samo, co w dzi-siejszej teorii literatury: dobór, uklad i powiazanie w caloscskladników swiata przedstawianego-uporzadkowanie ...

HLP Bachorz wstep Lalka 2, Filologia polska
//-->XVIIIWSTEPNIECO O GENEZIEXIXzaszczepionej organizmowi panstwa przez takie królewieta, jakWisniowiecki,którzy "zdlawili chlopa, ubezwladnili szlachcica,Z krytyczna uwaga-po czwarte-odniósl sie Prus dostylu religijnosci aprobowanego jego zdaniem ...

HLP Podraza Schopenhauer i chuc, Filologia polska
//-->ooo)-q).=Q(Ja5N'="gH.ocE,Npo34..No)*(JugHo..i;'iu:: >,(, r-'ilOUa;'irN_'r!>':CN.= >,8N)\.:q1trA(o.'tll)dgig fi+figiig;irgirgis;iiggiir g iig i igilgiir,ffii$iigfps;l;r;il$sFftrg#i$s ifiFfiriigssE ...

HLP cwiczenia Wydrycka, Filologia polska
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...

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HLPWydrycka wstep Zapomniane glo, Filologia polska
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HLCP 8.2 Handout, Health Literacy and Communication for Health Professionals
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...

HLP POSL, wisisz, wydzial informatyki, studia zaoczne inzynierskie, badania operacyjne, lab3
Program MODGRAF służy do rozwišzywania problemów decyzyjnych za pomocš modeli i algorytmów grafowych bšd sieciowych.TYPOWY PROCES MODELOWANIA I ROZWIĽZYWANIA PROBLEMU:===================================================1) Zdefiniowanie grafu w ...

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HLP Kroniki prus ALE tylkokilka, Filologia polska
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