import Axiom
import A.t0d1zdc3
import A.gwcwyrvb
import A.j12bzjgj
import A.azt4989z
import A.m8h32gq9

open Axiom

open t0d1zdc3
open gwcwyrvb
open j12bzjgj
open azt4989z
open m8h32gq9
open c424c6bg

namespace warhrjns

def logic_is_actual : Prop := LogicIsActual
def bfo : Prop := A BFO.BFO
def clearer_thought_improves_decision_making : Prop := A (∀ (p : Person), p.val has-clearer-thought → p.val has-better-decision-making)
def better_decision_making_enables_effective_choice : Prop := A (∀ (p : Person), p.val has-better-decision-making → p.val can-choose-more-effective-courses-of-action)
def effective_choice_is_greater_potential : Prop := A (∀ (p : Person), p.val can-choose-more-effective-courses-of-action → p.val has-greater-potential)
def god_is_good : Prop := GodIsGood

def userAxiomsList : Axioms :=
  [("logic_is_actual", logic_is_actual), ("bfo", bfo), ("clearer_thought_improves_decision_making", clearer_thought_improves_decision_making), ("better_decision_making_enables_effective_choice", better_decision_making_enables_effective_choice), ("effective_choice_is_greater_potential", effective_choice_is_greater_potential), ("god_is_good", god_is_good)]

axiom user_axioms_auth : AuthenticatedTerm ("sam", userAxiomsList, 1783135738)

def userAxioms : UserAxioms "sam" 1783135738 :=
  ⟨userAxiomsList, user_axioms_auth⟩

end warhrjns