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Cifri maya pozicijnij zapis zasnovanij na dvadcyatkovij sistemi chislennya za osnovoyu 20 sho vikoristovuvalasya civilizaciyeyu Maya u dokolumbovij Mezoamerici Mayanski cifrivid pozicijni dvadcyatkoviCifri mayaCifri maya skladalisya z troh elementiv nulya znak cherepashki odinici tochka i p yatirki gorizontalna riska Napriklad 19 pisalosya yak chotiri tochki u gorizontalnomu ryadku nad troma gorizontalnimi riskami Zmist 1 Chisla bilshe 19 2 Nul 3 Prikladi 4 U kalendari 5 Literatura 6 PosilannyaChisla bilshe 19 RedaguvatiTretij rozryad chotirohsotki nbsp nbsp Drugij rozryad dvadcyatki nbsp nbsp nbsp Pershij rozryad odinici nbsp nbsp nbsp 32 429 4805 Chisla bilshe 19 pisalisya vertikalno znizu dogori za stupenyami 20 Napriklad 32 pisalosya yak 1 12 1 20 12 429 yak 1 1 9 1 400 1 20 9 4805 yak 12 0 5 12 400 0 20 5Dlya zapisu cifr vid 1 do 19 inodi takozh vikoristovuvalisya zobrazhennya bozhestv Taki cifri vikoristovuvalisya vkraj ridko i zbereglisya lishe na kilkoh monumentalnih stelah Nul RedaguvatiKalendar maya vimagav vikoristannya nulya dlya poznachennya porozhnogo rozryadu Persha data z nulem yaka dijshla do suchasnosti na steli 2 v Chiapa de Korso Chiapas datovana 36 rokom do n e Prikladi Redaguvati nbsp Dokladne zobrazhennya troh kolonok na steli 1 v La Moharra Liva data 8 5 16 9 7 tobto 156 rik n e Kozhen riven mnozhivsya na 20 takim chinom najnizhchij riven viglyadav tak 20 0 x1 drugij riven tak 20 1 x20 tretij riven 20 2 x400 i tak dali Sho daye Znachennya Cifri maya Zapis desyatkovoyu sistemoyu27 nbsp nbsp 1 20 7 1 1 20 1 7 20 0 displaystyle 1 20 1 7 20 0 nbsp 358 nbsp nbsp 17 20 18 1 17 20 1 18 20 0 displaystyle 17 20 1 18 20 0 nbsp 340 nbsp nbsp 17 20 0 1 17 20 1 0 20 0 displaystyle 17 20 1 0 20 0 nbsp 112211 nbsp nbsp nbsp nbsp 14 8000 0 400 10 20 11 1 14 20 3 0 20 2 10 20 1 11 20 0 displaystyle 14 20 3 0 20 2 10 20 1 11 20 0 nbsp 1378420 nbsp nbsp nbsp nbsp nbsp 8 160000 12 8000 6 400 1 20 0 1 8 20 4 12 20 3 6 20 2 1 20 1 0 20 0 displaystyle 8 20 4 12 20 3 6 20 2 1 20 1 0 20 0 nbsp 64000000 nbsp nbsp nbsp nbsp nbsp nbsp nbsp 1 64000000 0 3200000 0 160000 0 8000 0 400 0 20 0 1 1 20 6 0 20 5 0 20 4 0 20 3 0 20 2 0 20 1 0 20 0 displaystyle 1 20 6 0 20 5 0 20 4 0 20 3 0 20 2 0 20 1 0 20 0 nbsp U kalendari RedaguvatiU dovgomu rahunku kalendarya maya buv vikoristanij riznovid 20 kovoyi sistemi chislennya v yakij drugij rozryad mig mistiti tilki cifri vid 0 do 17 pislya chogo do tretogo rozryadu dodavalasya odinicya Takim chinom odinicya tretogo rozryadu oznachala ne 400 a 18 20 360 sho blizko do kilkosti dniv u sonyachnomu roci Literatura RedaguvatiTalah V N Kuprienko S A Amerika pervonachalnaya Istochniki po istorii majya naua astekov i inkov Red V N Talah S A Kuprienko K Vidavec Kupriyenko S A 2013 370 s ISBN 978 617 7085 00 2 Coe Michael D 1987 The Maya 4th edition revised ed London New York Thames amp Hudson ISBN 0 500 27455 X OCLC 15895415 Diaz Diaz Ruy December 2006 Apuntes sobre la aritmetica Maya online reproduction Educere Tachira Venezuela Universidad de los Andes 10 35 621 627 ISSN 1316 4910 OCLC 66480251 Pryamij dostup Diehl Richard 2004 The Olmecs America s First Civilization London Thames amp Hudson ISBN 0 500 02119 8 OCLC 56746987 Thompson J Eric S 1971 Maya Hieroglyphic Writing An Introduction Civilization of the American Indian Series No 56 3rd ed Norman University of Oklahoma Press ISBN 0 8061 0447 3 OCLC 275252 Posilannya RedaguvatiTalah V M 19 bereznya 2011 Vstup do iyeroglifichnoyi movi Maya www bloknot info Arhiv originalu za 22 serpnya 2011 Procitovano 19 bereznya 2011 Maya Mathematics Konvertor cifr desyatkovoyi sistemi v sistemu chislennya maya Anthropomorphic Maya numbers istoriya chislennya maya Otrimano z https uk wikipedia org w index php title Sistema chislennya maya amp oldid 40411469