ATTENTION: Ce programme exige toute la mémoire de la calculatrice, et est couplé aux autres scripts commençeant par pok_ (f,c,m, et a). Il requiert OMEGA 1.16.0-0 (allez voir https://github.com/Omega-Numworks/Omega).

Ce script contient le système du jeu (tours, attaques et l’UI).

from pok_f import *
from pok_m import *
from pok_a import *
from kandinsky import *
from pok_c import *

def play():
  reload(),grass()
  draw_pokeball()
  txt("J1, choisissez votre pokemon")
  current_p1=arbor(pokemon1)
  txt("J2, choisissez votre pokemon")
  current_p2=arbor(pokemon2)
  reload()
  players=[menus1,menus2]
  pokemons=[current_p1,current_p2]
  pokedex=[pokemon1,pokemon2]
  turns=0
  #we dont need pv_pn to be accurate so far
  pv_p1=10
  pv_p2=10
  #main loop
  #checks if total status are positive
  #aka all poks are alive
  while pv_p1>0 and pv_p2>0:
    #checks if pok are dead
    if pokemons[turns%2][0].pv<=0:
      grass()
      draw_pokeball()
      txt("%s, votre pokemon est K.O."%(["J1","J2"][turns%2]))
      c=arbor(pokedex[turns%2])
      while c[0].pv<=0:
        txt("ce pokemon est mal en point")
        c=arbor(pokedex[turns%2])
      pokemons[turns%2]=c
      reload()
    if pokemons[(turns+1)%2][0].pv<=0:
      grass()
      draw_pokeball()
      txt("%s, votre pokemon est K.O."%(["J2","J1"][(turns)%2]))
      c=arbor(pokedex[(turns+1)%2])
      while c[0].pv<=0:
        txt("ce pokemon est mal en point")
        c=arbor(pokedex[(turns+1)%2])
      pokemons[(turns+1)%2]=c
      reload()
    grass()
    txt("A vous, J%s"%(turns%2+1))
    pokemons[0][0].render()
    pokemons[1][0].render()
    b_arrow([50,250][turns%2])
    health(100*(pokemons[0][0].pv/pokemons[0][0].pvmax),0,5)
    health(100*(pokemons[1][0].pv/pokemons[1][0].pvmax),220,5)
    #take the choice of the player every turn
    choice=arbor(players[turns%2])
    #every possible scenario      
    if choice[1]=="pokemon":
      while choice[0].pv<=0 or choice[0]==pokemons[(turns%2)][0]:
        if choice[0].pv<=0:
          txt("ce pokemon est mal en point")
          time.sleep(0.8)
        if choice[0]==pokemons[(turns%2)][0]:
          txt("ce pokemon se bat deja")
          time.sleep(0.8)
        #pas possible de revenir au menu 
        choice=arbor(pokedex[turns%2])
      if choice[0].pv>0:
        fill_rect(0,114,320,20,(255,255,255))
        pokemons[(turns%2)]=choice
        reload()
    if choice[1]=="soin":
      if pokemons[turns%2][0].pv+10<=pokemons[turns%2][0].pvmax:
        pokemons[turns%2][0].pv+=10
      txt("soin apportes")
      time.sleep(0.8)
    if choice[1]=="force":
      pokemons[(turns%2)][0].fear*=2
      txt("le pokemon se renforce")
      time.sleep(0.8)
    if choice[1]=="special":
      chance=randint(-5,5)
      pokemons[(turns)%2][0].special()
      pokemons[(turns+1)%2][0].pv-=20*pokemons[(turns)%2][0].fear-chance
      pokemons[(turns+1)%2][0].degat()
      pokemons[turns%2][0].pv-=copysign(1.5*chance,1)
    if choice[1]=="charge":
      pokemons[(turns)%2][0].charge()
      pokemons[(turns+1)%2][0].pv-=10*pokemons[(turns)%2][0].fear
      pokemons[(turns+1)%2][0].degat()
    if choice[1]=="rage":
      pokemons[turns%2][0].rage()
      pokemons[(turns+1)%2][0].fear*=0.5
      txt("le pokemon adverse a peur")
      time.sleep(0.8)
    #increment pv counter
    pv_p1=ispos(pokemon1.func[1].pv)+ispos(pokemon1.func[2].pv)+ispos(pokemon1.func[0].pv)+ispos(pokemon1.func[3].pv)
    pv_p2=ispos(pokemon2.func[0].pv)+ispos(pokemon2.func[1].pv)+ispos(pokemon2.func[2].pv)+ispos(pokemon2.func[3].pv)
    #refresh
    turns+=1
    reload()
  #end the game  
  #full screen grass 
  for loop in range(300):
    fill_rect(randint(0,320),randint(0,222),4,4,(200,200,200))
  #winning screen
  draw_pokedex()
  draw_string("Bravo!",105,47)
  #if player 1 wins  
  if pv_p1<=0:
    draw_string("J2 gagne",105,140)
  #if player 2 wins  
  if pv_p2<=0:
    draw_string("J1 gagne",105,140)
  time.sleep(5000)
play()