Nicotin Posted March 11, 2014 Report Posted March 11, 2014 (edited) Definitie: Adunati din primele 5 numere impare minim 3 cifre ( maxim tot 3 cifre ) intre ele si se pot repeta si sa va ofere rezultatul 14.Exemplu combinatie repetare: 5+5+1Atentie exista solutie. Edited March 11, 2014 by Nicotin 1
Cifre Posted March 11, 2014 Report Posted March 11, 2014 (edited) 9?1+5 = 14 Edited March 11, 2014 by Cifre
Nicotin Posted March 11, 2014 Author Report Posted March 11, 2014 Gresit: Maxim si minim 3 cifre , combinatie din 3 cifre
Oust Posted March 11, 2014 Report Posted March 11, 2014 (edited) 7+7+0 = 146,5+6,5+1=14 Edited March 11, 2014 by Oust
pedala1 Posted March 11, 2014 Report Posted March 11, 2014 (edited) 7+7+0 = 140 nu e impar @NicotinNu stiu ce solutie astepti tu dar 3 numere impare adunate nu dau un numar par(14) ... Edited March 11, 2014 by pedala1
em Posted March 11, 2014 Report Posted March 11, 2014 Daca aduni 3 numere impare iti iese tot impar. Nu exista solutie.
Nicotin Posted March 11, 2014 Author Report Posted March 11, 2014 FELICITARI - EM CASTIGATOR, EM TE ROG SA IMI DAI PE PM ADRESA DE PAYPAL
pedala1 Posted March 11, 2014 Report Posted March 11, 2014 FELICITARI - EM CASTIGATOR, EM TE ROG SA IMI DAI PE PM ADRESA DE PAYPALCred ca eu am cam fost primul, dar nu`i bai
Nicotin Posted March 11, 2014 Author Report Posted March 11, 2014 Ti-ai editat postul dupa em , 10:41 PM ora lui , 10:43 ora ta
pedala1 Posted March 11, 2014 Report Posted March 11, 2014 Ti-ai editat postul dupa em , 10:41 PM ora lui , 10:43 ora talas`o asa. am editat altceva
CristianRoflmao Posted March 11, 2014 Report Posted March 11, 2014 1 nr impart + 1 nr impar = Nr par => 1 nr par + 1 nr impart = nr impar !3,(3) + 6,(3) + 4,(3) = 14 !
Gio33 Posted March 11, 2014 Report Posted March 11, 2014 Deci care plm era solutia?Sau solutia era ca nu exista solutie?
SirGod Posted March 11, 2014 Report Posted March 11, 2014 Deci care plm era solutia?Nu exista solutie.
Gio33 Posted March 11, 2014 Report Posted March 11, 2014 Atentie exista solutie.Ce rost mai are afirmatia asta?Ce plm cauta topicuri d'astea de cacat la challenges..
bDyds Posted March 11, 2014 Report Posted March 11, 2014 Atentie exista solutie.Spune-ne si noua solutia.
