Posts from Favorites in battle! - 5 The Battle of Favorites! - 5

What if you do it like this:

Can't you load a save into HotS? Or will the red hero not be there? I don't remember. Well, or as a last resort, you can check all the Dungeons, maybe there are some empty ones.

Dirty_Player, the whole problem is that he can simply delete it,

You can simply dig him up. :)
We're not talking about actions within a single day, but about the deception that the hero supposedly arrived at level 1, which could lead to a restart in a bad scenario.

I understand, it's not the first time. ;-)

I really didn't think about it, because the starting hero is known in advance, so if he was removed, it's easy to find and check. In that case, any save will work, more or less.

Explain me please, what did shoock13 do with restarts?

I said it. There's no need to make a move with blue; just save the red turn. To check the map for blockades and roads when the red opponent is creating units, you can wait for them to exit the game, get your turn, and then save...

It's probably impossible to check if the red player's hero is above level 1. You can ask the opponent to make a save and send it...

Also, considering that these restarts are taken immediately and usually due to a weak army and the absence of a level 2 dwelling, you can play War of the Throne; there are no problems with that.

Also because of the nearby unpleasant guards (ranged, fast). Although even here VT is ahead of everyone - after all, there's the bugged quick combat with result cancellation. Fighting dandruff with a guillotine - how dreary. Or testing reflexes à la Doctor Pavlov?:p

I love you, great random! :smile04:

There's no randomness here at all; none of the sixteen groups have repeating castles :confused:

This is the result of excellent work by the organizers, taking into account what was previously written in the form of a desire to prevent overcrowding of single-castle groups; otherwise, it's random assignment to brackets, as it seems.

This is undoubtedly the result of excellent work by the organizers; who would argue, but there is no randomness here.

The randomness here lies in the random selection from a predetermined number of players by the organizers for a random draw. Each bracket was also generated randomly. This means that players were randomly distributed from each bracket into groups, and this is the optimal option.