On the Subject of 26
Who knew putting in the same number was so... surprisingly simple.
- The module displays a number in base 64. Submit the number back to the module in binary.
- Hold the green button to submit, and the other one to reset the input.
- The corresponding binary for each character is displayed in the table below. Concatenate the binaries for each character in order and remove any leading zeroes.
- A strike will reset the module.
- 'l' and 'I' look similar on the module. 'l' will have a little tail.
- '0' and 'O' look similar on the module. '0' will have a slash through it.
Index | Character | Index | Character | Index | Character | Index | Character |
---|---|---|---|---|---|---|---|
000000 | A | 010000 | Q | 100000 | g | 110000 | w |
000001 | B | 010001 | R | 100001 | h | 110001 | x |
000010 | C | 010010 | S | 100010 | i | 110010 | y |
000011 | D | 010011 | T | 100011 | j | 110011 | z |
000100 | E | 010100 | U | 100100 | k | 110100 | 0 |
000101 | F | 010101 | V | 100101 | l | 110101 | 1 |
000110 | G | 010110 | W | 100110 | m | 110110 | 2 |
000111 | H | 010111 | X | 100111 | n | 110111 | 3 |
001000 | I | 011000 | Y | 101000 | o | 111000 | 4 |
001001 | J | 011001 | Z | 101001 | p | 111001 | 5 |
001010 | K | 011010 | a | 101010 | q | 111010 | 6 |
001011 | L | 011011 | b | 101011 | r | 111011 | 7 |
001100 | M | 011100 | c | 101100 | s | 111100 | 8 |
001101 | N | 011101 | d | 101101 | t | 111101 | 9 |
001110 | O | 011110 | e | 101110 | u | 111110 | + |
001111 | P | 011111 | f | 101111 | v | 111111 | / |