[{"question":"Ko\u013ek\u00fdmi sp\u00f4sobmi mo\u017eno o\u010d\u00edslova\u0165 steny kv\u00e1dra \u010d\u00edslami od 1 do 6?","answers":["15","30","6","36"],"correct":"30","order":"1"},{"question":"Ko\u013ek\u00fdmi sp\u00f4sobmi mo\u017eno o\u010d\u00edslova\u0165 steny izby \u010d\u00edslami od 1 do 4 (za predpokladu, \u017ee izba m\u00e1 4 steny)?","answers":["2","3","4","5"],"correct":"2","order":"2"},{"question":"Ko\u013eko r\u00f4znych n\u00e1ramkov so sponkou m\u00f4\u017eeme spravi\u0165, ak pou\u017eijeme 2 \u010dierne a 3 biele dreven\u00e9 kor\u00e1le?","answers":["2","3","5","6"],"correct":"6","order":"3"},{"question":"Ko\u013eko r\u00f4znych v\u00fdsledkov m\u00f4\u017eeme z\u00edska\u0165, ak hod\u00edme 4x po sebe mincou? (znak - hlava)","answers":["4","10","16","18"],"correct":"16","order":"4"},{"question":"Ak rozli\u0161ujeme 8 smerov vetra (J, JZ, Z, SZ, S, SV, V, JV) a 4 stupne vetra pod\u013ea r\u00fdchlosti (slab\u00fd, mierny, siln\u00fd, v\u00edchrica), ko\u013eko potrebujeme zna\u010diek na ozna\u010denie vetra?","answers":["32","20","12","30"],"correct":"32","order":"5"},{"question":"Jo\u017eo hodil dvakr\u00e1t po sebe mincou. Ak\u00e1 je pravdepodobnos\u0165 \u017ee padne dva kr\u00e1t hlava?","answers":["25 %","10 %","40 %","50 %"],"correct":"25 %","order":"6"},{"question":"Pri 30 hodoch kockou padla 10x trojka. Ak\u00e1 je relat\u00edvna po\u010detnos\u0165 udalosti \\\"padla trojka\\\"?","answers":["pribli\u017ene 40 %","pribli\u017ene 10 %","30 %","pribli\u017ene 33 %"],"correct":"pribli\u017ene 33 %","order":"7"},{"question":"Ko\u013eko dvojcifern\u00fdch \u010d\u00edsel mo\u017eno zostavi\u0165 z \u010d\u00edsel 1, 2, 3, 4 za predpokladu, \u017ee v \u010d\u00edsle nebud\u00fa dve rovnak\u00e9 cifry?","answers":["16","12","8","4"],"correct":"12","order":"8"},{"question":"Na pretekoch \u0161tartovali dvaja chlapci a dve diev\u010dat\u00e1. V akom porad\u00ed mohli d\u00f4js\u0165 prv\u00ed traja do cie\u013ea? V\u0161etk\u00fdch mo\u017enost\u00ed je","answers":["4","6","24","3"],"correct":"24","order":"9"},{"question":"E\u010cV maj\u00fa tvar AA-CCC-XX, kde AA = zna\u010dka okresu, CCC = \u010d\u00edslo 000-999, XX = 24 r\u00f4znych p\u00edsmen. Ko\u013eko (najviac) rozli\u010dn\u00fdch E\u010cV m\u00f4\u017ee by\u0165 v 1 okrese?","answers":["999","10 0000","57600","576 000"],"correct":"576 000","order":"10"}]