On the Subject of Disordered Keys

TЋэșӡ ԟԑұs Լӫӧҟ Ǣ 1ɨͳϯԸә Ɖiϝӻєяϵпτ. DƖƋ Ⱦɧɇʮ ʟøϛξ ʬȇɪʛʜŧ?

See Appendix in Ordered Keys for identifying modules in Ordered Keys family.

This module consists of 6 keys, each of which is labelled.

The possible colours for both the keys and the numbers labelling them are: (R)ed, (G)reen, (B)lue, (C)yan, (M)agenta, and (Y)ellow.

Any of the numbers 1 - 6 may appear on each of the keys.

Initially, the keys are incomplete-
one of these three pieces of information is missing from each key.

The information given by/missing from each key is used to locate a cell within a 6×16 grid which will define the key’s ‘quirk’.

The possible quirks are:

  • None- Push these keys to reveal a complete key. The value of all complete keys are given by the 16×16 grid.
  • Time- Push these keys to reveal a complete key. The validity of a Time key press is dependent on the digits of the timer, rather than the values of the other keys.
  • First- Push these keys to reveal a complete key. Press the complete First keys before any other keys.
  • Last- Push these keys to reveal a complete key. Press the complete Last keys after any other keys.
  • False- Do not push these keys until all other complete keys, including Last keys, have been pressed.
  • Sequence- Push these keys to reveal a sequence of five complete keys, each with unique values. The value of the Sequence key is the one not shown in the sequence.

There is always exactly one Sequence key.

To defuse this module:

  1. Press the complete First keys in ascending order of their values.
  2. Press the complete None and Sequence keys in ascending order of their values.
  3. Press the complete Time keys after all of the First keys, but before any of the Last keys.
    • If the value of the key is 6, press the key when the seconds digits of the timer match.
    • Otherwise, press the key when the difference between the seconds digits is equal to its value.
  4. Press the complete Last keys in ascending order of their values.
  5. Press the False keys in any order.

Incomplete Key Quirks

Missing: Key Colour
Label (Colour & Digit)
R1R2R3
G1
R4
G2
R5
G3
B1
R6
G4
B2
G5
B3
C1
G6
B4
C2
B5
C3
M1
B6
C4
M2
C5
M3
Y1
C6
M4
Y2
M5
Y3
M6
Y4
Y5Y6
Position1FirstNoneLastSeqFalseTimeNoneFirstLastSeqTimeFalseFirstNoneLastSeq
2FalseSeqTimeNoneFirstLastFalseSeqNoneTimeLastFirstSeqFalseNoneTime
3SeqLastFalseFirstTimeNoneSeqLastFirstFalseNoneTimeLastSeqFirstFalse
4NoneTimeFirstFalseLastSeqTimeNoneFalseFirstSeqLastTimeNoneFalseFirst
5TimeFirstSeqLastNoneFalseFirstTimeSeqLastFalseNoneFirstTimeSeqLast
6LastFalseNoneTimeSeqFirstLastFalseTimeNoneFirstSeqLastFalseTimeNone


Missing: Label Colour
Key Colour & Label Digit
R1R2R3
G1
R4
G2
R5
G3
B1
R6
G4
B2
G5
B3
C1
G6
B4
C2
B5
C3
M1
B6
C4
M2
C5
M3
Y1
C6
M4
Y2
M5
Y3
M6
Y4
Y5Y6
Position1TimeFalseSeqNoneLastFirstFalseTimeNoneSeqFirstLastTimeFalseNoneSeq
2LastNoneTimeSeqFirstFalseNoneLastSeqTimeFalseFirstNoneLastSeqTime
3FirstTimeNoneFalseSeqLastTimeFirstFalseNoneLastSeqFirstTimeFalseNone
4SeqFirstFalseLastNoneTimeFirstSeqLastFalseNoneTimeSeqFirstLastFalse
5FalseSeqLastFirstTimeNoneSeqFalseFirstLastTimeNoneFalseSeqFirstLast
6NoneLastFirstTimeFalseSeqLastNoneTimeFirstSeqFalseLastNoneTimeFirst


Missing: Label Digit
Key Colour & Position
R1R2R3
G1
R4
G2
R5
G3
B1
R6
G4
B2
G5
B3
C1
G6
B4
C2
B5
C3
M1
B6
C4
M2
C5
M3
Y1
C6
M4
Y2
M5
Y3
M6
Y4
Y5Y6
Label
Colour
RSeqTimeFirstNoneLastFalseTimeSeqNoneFirstFalseLastSeqTimeNoneFirst
GTimeLastNoneFalseFirstSeqLastTimeFalseNoneSeqFirstTimeLastFalseNone
BFirstNoneSeqLastFalseTimeFirstNoneLastSeqTimeFalseNoneFirstLastSeq
CFalseSeqLastTimeNoneFirstSeqFalseTimeLastFirstNoneFalseSeqTimeLast
MNoneFirstFalseSeqTimeLastNoneFirstSeqFalseLastTimeFirstNoneSeqFalse
YLastFalseTimeFirstSeqNoneFalseLastFirstTimeNoneSeqLastFalseFirstTime

Complete Key Values

Key Colour & Label Digit
R1R2R3
G1
R4
G2
R5
G3
B1
R6
G4
B2
G5
B3
C1
G6
B4
C2
B5
C3
M1
B6
C4
M2
C5
M3
Y1
C6
M4
Y2
M5
Y3
M6
Y4
Y5Y6
Label
Colour
&
Position
R13412654321563421
R24163521436254136
R3
G1
2534162543615243
R4
G2
6251436215342615
R5
G3
B1
1625341652436152
R6
G4
B2
5346213564125364
G5
B3
C1
2164532146351246
G6
B4
C2
4315623415263415
B5
C3
M1
1642351624536124
B6
C4
M2
5423164532614532
C5
M3
Y1
3256412356142356
C6
M4
Y2
6531245613425613
M5
Y3
4165324165231465
M6
Y4
1342561324563124
Y55624136542316542
Y66413254631254631