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January 16, 2023 02:04
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finding the smallest fib sum with 1 chance for restart
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def fib(n): | |
a, b = 0, 1 | |
for _ in range(n): | |
yield a | |
a, b = b, a + b | |
fib_list = list(fib(99)) | |
min_sum = (sum(fib_list), 0) | |
print(f"test: {min_sum}") | |
list_len = len(fib_list) | |
for i in range(list_len): | |
sum_for_this = sum(fib_list[0:i])+sum(list(fib(list_len-i))) | |
print (f"sum:{sum_for_this} for {i}") | |
if sum_for_this < min_sum[0]: | |
min_sum = (sum_for_this, i) | |
print(f"\n{min_sum}") | |
# it happens to be the middle one every time, not sure about proof yet.. |
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