Chris Hill
Warlord
From Gamersglobal.de ...
There are 16 policies in the ideology group - 7 at level 1, 4 at level 2 and 3 at level 3 which you can acquire. Presumably the other two are acquired in some other way, or by the first to open that ideology.
Difficult to understand the Google translate of the site, but it implies that getting 2 at level 1 will enable a level 2, and a third level 1 will enable another level 2 and a level 3. It seems that the levels are themselves in policies, and that you only need 5 level 1 and level 2 from 4 policies to release all of the level 3 options.
There are 16 policies in the ideology group - 7 at level 1, 4 at level 2 and 3 at level 3 which you can acquire. Presumably the other two are acquired in some other way, or by the first to open that ideology.
Difficult to understand the Google translate of the site, but it implies that getting 2 at level 1 will enable a level 2, and a third level 1 will enable another level 2 and a level 3. It seems that the levels are themselves in policies, and that you only need 5 level 1 and level 2 from 4 policies to release all of the level 3 options.
Es gibt sieben Rang-1, vier Rang-2- und drei Rang-3-Slots, sodass ihr maximal 14 der 16 Politiken der jeweiligen Ideologie erwerben könnt. Ihr dürft immer nur einen höheren Rang frei schalten, wenn seine zwei Nachbarn auf dem vorherigen Rang bereits besetzt sind, wobei sich jeweils zwei höhere Ränge einen unteren Rang teilen. Klingt komplizierter als es ist, ihr braucht schlicht zwei Rang-1-Politiken, um eine Rang-2-Politik wählen zu dürfen, mit dem dritten Rang 1 wird dann der zweite Rang 2 frei, und das schaltet gleichzeitig den ersten Rang 3 frei. Um alle Rang-3-Politiken wählen zu können, sind fünf Rang-1- und alle vier Rang-2-Politiken nötig.
There are seven rank-1, four rank-2-ranked and three-3-slots, so you can purchase a maximum of 14 of the 16 policies of the respective ideology. You may only use always outrank free if his two "neighbors" are occupied on the previous rank already being shared by two higher ranks of a lower rank. Sounds more complicated than it is, you need simply two rank-1-policies in order to choose a rank-2-allowed policy, with the third rank 1 then the second rank 2 freely, and on simultaneously releases the first rank 3. To select all the rank-3-policies can, five rank-1-and-2-rank all four policies are needed.