I5/E] Conway's Game ofx ? c ? ??? I https://relate.cs.illino.s.e cs101-sp18/flow-session/398229/4/ Conway's Game of Life points Flnally, we will model how the game evolves over time In a single plot. .Modify your code from the previous step. Instead of storing the time steps as scparate elements in a list, cach time step should be added to an accurmulaton array pd tine This will give us a heat map" of how the system has evolved over time. Use pentadecathlon again. pontadocathlon - np.zaroa 24,24 pent adecathlon 12:28,18]-1 pentadecathion 12, 9 1 pentadecathlon[ 12,10 ] - pontadecathlon 12,11 -1 pent acdclon 17, 1 -1 pentadecathlonl 17,1819 pentadecathlon 17,11 1 1 Your submission tor this part should Include the ndarray named pd time After you have completed this step, try simulating other shapes and see what you can find out about the behavicr of this complex system arising from simple rules. import numpy as np inport natplot1ib.pyplat as plt pentadecathlonnp.zeros 24,24) pontadecathlon 1:28,1-1 pentader athlon[ 17, ] -1 peritadecathlon 12,10 1 e pentadecathlon 12,11]1 pentadecath1on[ 1?5]-1 pent ader athlon[ 17,18 ]-A pentadecathion 17,11I 1 pd tino -?? nt30 for t in ???: ??? # evolve the system foruard in-evaln pd-Lime?evoln plt.imshw pd time) plt.show) ?? 7:42 2018-04-027 43 I5/E] Conway's Game ofx ? c ? ??? I https://relate.cs.illino.s.e cs101-sp18/flow-session/398229/4/ Conway's Game of Life points Flnally, we will model how the game evolves over time In a single plot. .Modify your code from the previous step. Instead of storing the time steps as scparate elements in a list, cach time step should be added to an accurmulaton array pd tine This will give us a heat map" of how the system has evolved over time. Use pentadecathlon again. pontadocathlon - np.zaroa 24,24 pent adecathlon 12:28,18]-1 pentadecathion 12, 9 1 pentadecathlon[ 12,10 ] - pontadecathlon 12,11 -1 pent acdclon 17, 1 -1 pentadecathlonl 17,1819 pentadecathlon 17,11 1 1 Your submission tor this part should Include the ndarray named pd time After you have completed this step, try simulating other shapes and see what you can find out about the behavicr of this complex system arising from simple rules. import numpy as np inport natplot1ib.pyplat as plt pentadecathlonnp.zeros 24,24) pontadecathlon 1:28,1-1 pentader athlon[ 17, ] -1 peritadecathlon 12,10 1 e pentadecathlon 12,11]1 pentadecath1on[ 1?5]-1 pent ader athlon[ 17,18 ]-A pentadecathion 17,11I 1 pd tino -?? nt30 for t in ???: ??? # evolve the system foruard in-evaln pd-Lime?evoln plt.imshw pd time) plt.show) ?? 7:42 2018-04-027 43