# List of pokemon sizes, from Bulbapedia
# (normal size, mega/totem/alolan size)
mega = [
(2.0,2.4),
(1.7,1.7),
(1.6,1.6),
(1.5,1.2),
(1.5,1.4),
(2.2,2.2),
(1.5,1.7),
(6.5,6.5),
(1.8,2.1),
(2.0,2.3),
(2.0,1.5),
(1.4,1.4),
(1.8,2.0),
(1.5,1.7),
(1.4,1.9),
(2.0,2.5),
(1.9,1.9),
(1.6,1.6),
(0.6,1.0),
(2.1,2.2),
(1.3,1.3),
(1.5,1.8),
(1.1,1.2),
(1.2,1.2),
(1.9,1.9),
(1.2,1.3),
(2.2,2.7),
(1.0,1.4),
(1.5,2.2),
(1.6,2.0),
(9.2,10.5),
(1.7,1.9),
(1.5,1.9),
(0.5,0.5),
(1.8,2.5),
(1.9,2.5),
(1.1,1.5),
(1.5,2.1),
(1.5,1.8),
(1.6,2.5),
(1.4,1.8),
(2.0,2.3),
(7.0,10.8),
(1.2,1.3),
(1.6,1.6),
(1.1,1.5),
(0.7,1.1)
]
 
alolan=[
(0.7,0.7),
(0.8,0.7),
(1.0,1.2),
(0.6,0.6),
(0.7,0.7),
(1.0,1.1),
(1.0,1.0),
(1.4,1.7),
(1.2,1.0),
(1.0,1.0)
]
#2.0,10.9, # Totem Exeggutor outlier
 
totem = [
(0.7,1.4),
(1.0,1.7),
(0.7,1.4),
(1.5,2.6),
(0.2,0.4),
(1.8,3.1),
(0.9,1.5),
(1.2,2.1),
(0.3,0.6),
(0.2,0.4),
(1.6,2.4)
]
 
def calc_size(tabl):
	_min = 1000.0
	_max = -1000.0
	_avg = 0
	temp = tabl
	for t in temp:
		a = t[1]/t[0]
		if a > _max: _max = a
		if a < _min: _min = a
		_avg += a
	_avg = _avg / len(temp)
	return (_min,_max,_avg)
 
def print_size2(s):
	return "min %.3f   max %.3f   average %.3f" % s
 
totem_stat  = calc_size(totem)
mega_stat   = calc_size(mega)
alolan_stat = calc_size(alolan)
 
print("Size differences:")
print("totem  " + print_size2(totem_stat)  )
print("mega   " + print_size2(mega_stat)   )
print("alolan " + print_size2(alolan_stat) )
 
_ts = totem_stat[1]
_ms = mega_stat[1]
_as = alolan_stat[1]
 
print( "\n%.3f * %.3f * %.3f * 1.4 = %.3f " % (_ts, _ms, _as, _ts*_ms*_as*1.4) )

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