Each round of MoreFairGame consists of a number of individual ladders, each of which must be climbed to have a chance of participating in Chad's big ritual.
¶ Modifiers
- Ladders can have different modifiers. Full list of modifiers can be found on the Ladder Modifiers page.
¶ Requirements
-
Ladder has Ladder Base Point Requirement (LBPR) which needs to be met in order for ranker to be able to promote to the next ladder.
- LBPR is calculated with the given formula:
RBPR * ladder_number * ladder_modifier * ladder_multiplier, whereRBPR- Round Base Point Requirement;ladder_number- current ladder's number;ladder_modifier- multiplier that is dependent on the current ladder's modifier (0for [TINY],1/10for [SMALL],1for [DEF],3for [BIG],10for [GIGA]);ladder_multiplier- special multiplier that is randomly picked from a range between0.8and1.2.
- LBPR is calculated with the given formula:
-
Ladder also has a
ranker_requirementin order to unlock the promotion to the next ladder. This requirement equals toladder_number, with a minimum value of thebase_asshole_ladder(which equals10).
¶ LBPR calculation example
For example, let's check how LBPR of L9 has been calculated in a [SLOW, AUTO] round.
The ladder_type is [BIG] which means that ladder_modifier equals 3, ladder_number equals 9, RBPR equals 135,41M and LBPR equals 3390,7M.
Using the formula, we can calculate ladder_multiplier:
ladder_multiplier = LBPR / (RBPR * ladder_number * ladder_modifier)ladder_multiplier = 3390,7 / (135,41 * 9 * 3)ladder_multiplier = 3390,7 / 3656,07ladder_multiplier = 0,927, which shows that LBPR for this ladder rolled lower than average.
Let's now check what the min and max LBPR would look like if ladder_multiplier would roll min or max value:
LBPR = RBPR * ladder_number * ladder_modifier * ladder_multipliermin_LBPR = 135,41 * 9 * 3 * 0.8 = 2924,86M points.max_LBPR = 135,41 * 9 * 3 * 1.2 = 4387,28M points.