Talk:8-Player Smash: Difference between revisions
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[[User:Viewtiful|Viewtiful]] ([[User talk:Viewtiful|talk]]) 16:39, 11 November 2014 (EST) | [[User:Viewtiful|Viewtiful]] ([[User talk:Viewtiful|talk]]) 16:39, 11 November 2014 (EST) | ||
:This was discussed [[Template talk:Infobox Stage#5-Player Smash Stage Availability|here]], but the discussion doesn't seem finished yet; it's sounds like a good idea, though. <font size="4pt"><font face="Marker Felt">[[User:Rtzxy|<span style="color:#9f4f3f;">Rtzxy</span>]] [[File:Reflect.jpg|20px]] [[User talk:Rtzxy|<span style="color:#66CDAA;">''Reflect!''</span>]]</font></font> 16:43, 11 November 2014 (EST) | :This was discussed [[Template talk:Infobox Stage#5-Player Smash Stage Availability|here]], but the discussion doesn't seem finished yet; it's sounds like a good idea, though. <font size="4pt"><font face="Marker Felt">[[User:Rtzxy|<span style="color:#9f4f3f;">Rtzxy</span>]] [[File:Reflect.jpg|20px]] [[User talk:Rtzxy|<span style="color:#66CDAA;">''Reflect!''</span>]]</font></font> 16:43, 11 November 2014 (EST) | ||
== Numbers == | |||
Should this page give statistics on how the teams can be arranged (by color or otherwise)? | |||
for example, not taking color into consideration, there are 247 possible permutations of teams. This includes 1 v. 1, 1 v. 1 v. 1, 2 v. 1, 2 v. 2, etc. | |||
[[User:Tacopill|Tacopill]] ([[User talk:Tacopill|talk]]) 10:27, 28 February 2015 (EST) | |||
Revision as of 11:27, February 28, 2015
Stage Restrictions
I noted that in the stage's templates says if is 8-player compatible. According to this [1], is posible to play more stages in 6-Player Smash. With this information i suggest change the template to something like "Max Players = 4" (6 or 8). What do you think? Viewtiful (talk) 16:39, 11 November 2014 (EST)
- This was discussed here, but the discussion doesn't seem finished yet; it's sounds like a good idea, though. Rtzxy
Reflect! 16:43, 11 November 2014 (EST)
Numbers
Should this page give statistics on how the teams can be arranged (by color or otherwise)?
for example, not taking color into consideration, there are 247 possible permutations of teams. This includes 1 v. 1, 1 v. 1 v. 1, 2 v. 1, 2 v. 2, etc. Tacopill (talk) 10:27, 28 February 2015 (EST)
