Changes in StatisticsSavedOnMetaServer
Editor Comment
fix
Revision Differences of Revision 3
## General Idea ¶¶
Depending on the win condition and the number of winners / losers, all clients and the host should send the same data to the widelands game_server (which checks if all send the same - so cheating will at least be harder). The game server will than save the data for each user. ¶
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### The send data ¶
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The data send to the game server should be a list with entries for each human player, containing: ¶
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* playername ¶
* whether player is a winner ¶
* The time of lose/win (player possibly play on for some time after winning) ¶
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The widelands game_server (running as module on the metaserver) should than already know: ¶
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* How long the game took ¶
* How much players and computer players are playing (should be send by the host at game start) ¶
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Out of this data, the game_server calculates the points for each player to be added to the database. These saved statistics should than be visible on the website and (for each logged in user) be shown in the GGZ metaserver lobby. ¶
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### Calculation of points ¶
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#### General guide line for calculation ¶
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The following points should be kept in mind when adding a new game type, to have a similiar amount of points for winners and losers. ¶
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* Points will only be saved on the server, if ___at least two player___ were playing (spectators not counting) ¶
* Computer players should count less than human players. ¶
* Widelands is an economy based strategy game and is meant to take some time until a working economy is up and running, so there should be a min value of time a game has to take to be counted (30 minutes). This will as well partly work as cheating protection. ¶
* If the user lost the game, (s)he should get a very small negativ points value (between -1, -2, -3 or -4) ¶
* If the user won the game, (s)he should get a positive amount between 0 and 100, where 100 should be nearly unreachable (metaserver should check that as well). Give 1-5 points, if it was a short game with less oponents, up to 20 points on longer and/or harder games and up to 75, if the game was really hard with many oponents and took a long time. Everything above 75 should only be reached by special plus points and be reserved for ___very___ special stuff, like being the only one in game that started with a small headquarters, while all others started up with "castle village" or like beeing alone against 4 or 5 allied players. ¶
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#### Normal "defeat" games ¶
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General calculation -> for winners and losers: ¶
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* points += 1 if the player had the biggest amount of wares (somewhere in the game until final victory). ¶
* points += 1 if the player had the strongest army (somewhere in the game until final victory). ¶
* points += 1 if the player had the biggest amount of workers (somewhere in the game until final victory). ¶
* points += 1 if the player had the most buildings (somewhere in the game until final victory). ¶
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For the losers the calculation should further be: ¶
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* points -= (1 + number of hours until final win - number of hours until lose of the player) (but the final value should be >= -4) ¶
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For the winners the calculation should further be: ¶
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* points += 1 for each defeated player ¶
* points += 1 for every 2 hours (round down) played until final victory ¶
* points -= 1 for every hour, after 2 hours of gameplay and before final victory, where no fights took place. (To avoid "pushing of points") ¶
* points +=
* if more than one player is set as winner: multiplicate the points with ((size of owned land)x(size of enemy military site defeats)) / ((size of complete controlled land by any player)x(size of whole defeated military sites in game)) ¶
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The final points of a winner should be >= 0 and <= 100 ¶
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#### Older drafts (kept here as general idea) ¶
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The following is a first draft for the calculation: ¶
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* = 0, if the game took less than 30 minutes (widelands is an economy strategy game, none should get points for being the super cool aggressive Blitzkrieg guy) and if only 1 human player was in game. ¶
* = ((number of human players + (number of computer players / 2)) / number of winners) + (number of hours until win / 2)[rounded down] , if the player is a winner ¶
* = - (1 + number of hours until win - number of hours until lose of the player) (but should be >= -3), if player is a loser