Woah New Coolio Toolio Bnad !1!1!1111!!!!! Press the green flag to start project. Click on character to skip.
Credits to @ComboJeffery for the idea. Here's his project so you can see it too ----> https://scratch.mit.edu/projects/1197817143/ What is a balanced ternary system? ------------------------------------------------------------------------- Balanced ternary is a numerical system that uses a balanced signed-digit representation of the integers, which is able to represent all numbers without the need of the symbol to represent negative numbers (-). The values of those digits are (-1, 0, 1), in which (-1) is represented with the (T) symbol because it looked like a one and a minus sign combined, compared to the more popular called ''unbalanced ternary system'', which uses the digits/ values (0, 1, 2). ------------------------------------------------------------------------ Comparison: Balanced Ternary: Ternary: 1 (1) 1 (+1) 1T (+3+(-1)) 2 (+2) 10 (+3) 10 (+3) 11 (+3+1) 11 (+3+1) 1TT (+9+(-3)+(-1)) 12 (+3+2) 1T0 (+9+(-3)) 20 (+6) 1T1 (+9+(-3)+1) 21 (+6+1) 10T (+9+(-1)) 22 (+6+2) 100 (+9) 100 (+9) Note: To get their negative versions just swap the digits. Comparison: Balanced Ternary: Ternary: T (-1) -1 (-1) T1 (-3+1) -2 (-2) T0 (-3) -10 (-3) TT (-3+(-1)) -11 (-3+(-1)) T11 (-9+3+1) -12 (-3+(-2)) T10 (-9+3) -20 (-6) T1T (-9+3+(-1) -21 (-6+(-1)) T01 (-9+1) -22 (-6+(-2)) T00 (-9) -100 (-9) ------------------------------------------------------------------------ For non integer numbers it can lead to one value be represented in more than one way. Example: Decimal: Balanced ternary: 0.5 0.111... / 1.TTT... 0.333... 0.1 0.25 0.1T1T... 0.2 0.1TT11TT1... 0.166... 0.0111... / 0.1TTT... ------------------------------------------------------------------------ The balanced ternary system is an example of a non-standard positional numeral system. It was used in some early computers ,used to solve balance puzzles, etc. c2a
