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Difference between revisions of "Hyperlock"

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'''Hyperlock''' is a variant of ''[[Countdown]]'' played on [[Apterous]]. It is based on [[Lockdown]] with a similar premise, however it is based on [[Hypercountdown|Hyper]] instead of the normal variant. It was introduced on Apterous on 20 March 2011.
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'''Hyperlock''' is a variant of ''[[Countdown]]'' played on [[Apterous]], which is a combination of [[Lockdown]] and [[Hypercountdown|Hyper]]. It was introduced on Apterous on 20 March 2011.
  
 
==[[Letters game|Letters rounds]]==
 
==[[Letters game|Letters rounds]]==
  
This is played to Hyper rules, however the first, sixth and twelfth letters all must be used in the word declared.
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This is played to Hyper rules, however the first, sixth and twelfth letters all must be used in the word declared. Scoring is done by [[Gevin]] rules, so 12-letter words are worth 12 points instead of 24.  
  
 
==[[Numbers game|Numbers rounds]]==
 
==[[Numbers game|Numbers rounds]]==
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13 letters are shown, from which one 12-letter word is available. This word is the answer.
 
13 letters are shown, from which one 12-letter word is available. This word is the answer.
 
==See Also==
 
*[[Lockdown]]
 
*[[Hypercountdown|Hyper]]
 
  
 
[[Category:Online community]]
 
[[Category:Online community]]
 
[[Category:Countdown variants]]
 
[[Category:Countdown variants]]

Latest revision as of 11:24, 23 August 2021

Hyperlock is a variant of Countdown played on Apterous, which is a combination of Lockdown and Hyper. It was introduced on Apterous on 20 March 2011.

Letters rounds

This is played to Hyper rules, however the first, sixth and twelfth letters all must be used in the word declared. Scoring is done by Gevin rules, so 12-letter words are worth 12 points instead of 24.

Numbers rounds

This is also played to Hyper rules, however the first number selected (the last reading from left to right) must be used in the solution. Note that the solution is still valid even if the red number leads to a "dead end"; for example, if 2 were the red number and 4500 the target, 6 − 2 = 4, 3 × 10 × 150 = 4500 would be a valid solution.

Conundrums

13 letters are shown, from which one 12-letter word is available. This word is the answer.