Auto Prestige Formula at Petra Ward blog

Auto Prestige Formula. db/b+1 is better explained with (b + db)/b. then, there is the auto prestige that will perform a prestige as soon at the ratio db/b is above the given ratio in the auto. next is to make sure you have the ap­pro­pri­ate auto­prestige and auto­su­prem­acy equa­tion in and work­ing. the most popular auto prestige formula is “timer(d(ln(db/b+1)/pt)<<strong>0</strong>&&d(dt)>=0)>3&&db/b>0.3”, which seems to work well. If your auto­su­prem­acy is already. what is the optimal auto prestige db/b ratio? I recommend waiting for db to slow down,. In particular, you can't directly. B + db is the new b value you would get after prestige, and b is the old b value you currently have. The idea be­hind d (l n (d b / b + 1) / p t) <<strong>0 is</strong> clearer if you con­sider a dif­fer­ent term d ((d b / b + 1) (1 / p t)) <0. It depends on the current stage of the game.

the most popular auto prestige formula is “timer(d(ln(db/b+1)/pt)<<strong>0</strong>&&d(dt)>=0)>3&&db/b>0.3”, which seems to work well. db/b+1 is better explained with (b + db)/b. what is the optimal auto prestige db/b ratio? If your auto­su­prem­acy is already. In particular, you can't directly. then, there is the auto prestige that will perform a prestige as soon at the ratio db/b is above the given ratio in the auto. It depends on the current stage of the game. B + db is the new b value you would get after prestige, and b is the old b value you currently have. The idea be­hind d (l n (d b / b + 1) / p t) <<strong>0 is</strong> clearer if you con­sider a dif­fer­ent term d ((d b / b + 1) (1 / p t)) <0. I recommend waiting for db to slow down,.

Formule 1 Monaco, horaires des qualifications, EL3 et départ de la

Auto Prestige Formula what is the optimal auto prestige db/b ratio? what is the optimal auto prestige db/b ratio? next is to make sure you have the ap­pro­pri­ate auto­prestige and auto­su­prem­acy equa­tion in and work­ing. the most popular auto prestige formula is “timer(d(ln(db/b+1)/pt)<<strong>0</strong>&&d(dt)>=0)>3&&db/b>0.3”, which seems to work well. B + db is the new b value you would get after prestige, and b is the old b value you currently have. It depends on the current stage of the game. The idea be­hind d (l n (d b / b + 1) / p t) <<strong>0 is</strong> clearer if you con­sider a dif­fer­ent term d ((d b / b + 1) (1 / p t)) <0. then, there is the auto prestige that will perform a prestige as soon at the ratio db/b is above the given ratio in the auto. If your auto­su­prem­acy is already. db/b+1 is better explained with (b + db)/b. I recommend waiting for db to slow down,. In particular, you can't directly.