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- s = "dda qegrjn1eroqinfnovasdoifgpqowopmadsvpmfdsdvjndsnjajnaddsjneoifioawafovsrgosriojd ff hhh tt"
- def max_ausiliaria(d):
- massimo = -1
- chiave = -1
- for k in d:
- if d[k] > massimo:
- massimo = d[k]
- chiave = k
- return chiave, massimo
- def isPrime(n):
- for i in range(2,n,1):
- if n % i == 0:
- return False
- return True
- def f(s):
- l = s.split()
- d = {}
- for element in l:
- for c in element:
- if c in d:
- d[c] += 1
- else:
- d[c] = 1
- print(d)
- d.pop(max_ausiliaria(d)[0])
- print(d)
- d.pop(max_ausiliaria(d)[0])
- print(d)
- terzo = max_ausiliaria(d)[1]
- print(terzo)
- primes = []
- for i in range(2,terzo+1,1):
- if isPrime(i):
- primes.append(i)
- return primes
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