

'''simple docstring'''

from __future__ import annotations

def      __magic_name__							(			A       , A				)      ->		list[int]:
	assert len(A				) == len(A				)

	snake_case							=					len(A				)
	snake_case							=					list(range(A				)				)
	snake_case							=					[-1] * n  # who the donor has donated to
	snake_case							=					[-1] * n  # who the recipient has received from
	snake_case							=					[0] * n

	while unmatched_donors:
		snake_case							=					unmatched_donors[0]
		snake_case							=					donor_pref[donor]
		snake_case							=					donor_preference[num_donations[donor]]
		num_donations[donor] += 1
		snake_case							=					recipient_pref[recipient]
		snake_case							=					rec_record[recipient]

		if prev_donor != -1:
			if rec_preference.index(A				) > rec_preference.index(A				):
				snake_case							=					donor
				snake_case							=					recipient
				unmatched_donors.append(A				)
				unmatched_donors.remove(A				)
		else:
			snake_case							=					donor
			snake_case							=					recipient
			unmatched_donors.remove(A				)
	return donor_record












"""simple docstring"""
from functools import lru_cache






@lru_cache
def    A__							(     UpperCamelCase			):
							if not isinstance(UpperCamelCase   ,    UpperCamelCase			):
														raise TypeError("k must be an integer."			)
							if k < 0:
														raise ValueError("k integer must be greater or equal to zero."			)
							if k == 0:
														return 0
							elif k == 1:
														return 1
							else:
														return fibonacci(k - 1			) + fibonacci(k - 2			)






def    A__							(     UpperCamelCase   ,    UpperCamelCase			):
							A						=    len(UpperCamelCase			)
							# Find m such that F_m >= n where F_i is the i_th fibonacci number.
							A						=    0
							while True:
														if fibonacci(UpperCamelCase			) >= len_list:
																					A						=    i
																					break
														i += 1
							A						=    0
							while fibb_k > 0:
														A						=    min(
														    offset + fibonacci(fibb_k - 1			)   ,    len_list - 1			)  # Prevent out of range
														A						=    arr[index_k]
														if item_k_1 == val:
																					return index_k
														elif val < item_k_1:
																					fibb_k -= 1
														elif val > item_k_1:
																					offset += fibonacci(fibb_k - 1			)
																					fibb_k -= 2
							else:
														return -1


if __name__ == "__main__":
		import doctest

		doctest.testmod()


