Исанбеков Дамир 414 КФ BiquadEquation 1691			Жан-Юль-Ян Азель, 414 группа (КФ) BiquadEquation 1681
n	1	A, B, C = map(int, input().split(','))	n	1	a, b, c = map(int, input().split(','))
	2	if A != 0:		2	if a != 0:
	3	discriminant = B ** 2 - 4 * A * C		3	disc = b ** 2 - 4 * a * c
	4	if discriminant > 0:		4	if disc > 0:
	5	root1 = (-B + discriminant ** 0.5) / (2 * A)		5	x1 = (-b + disc ** 0.5) / (2 * a)
	6	root2 = (-B - discriminant ** 0.5) / (2 * A)		6	x2 = (-b - disc ** 0.5) / (2 * a)
	7	square_roots = []		7	roots = []
	8	if root1 > 0:		8	if x1 > 0:
	9	positive_sqrt1 = root1 ** 0.5		9	x1_1 = x1 ** 0.5
	10	negative_sqrt1 = -root1 ** 0.5		10	x1_2 = -x1 ** 0.5
	11	square_roots.extend([positive_sqrt1, negative_sqrt1])		11	roots.extend([x1_1, x1_2])
	12	elif root1 == 0:		12	elif x1 == 0:
	13	square_roots.append(0)		13	roots.append(0)
	14	if root2 > 0:		14	if x2 > 0:
	15	positive_sqrt2 = root2 ** 0.5		15	x2_1 = x2 ** 0.5
	16	negative_sqrt2 = -root2 ** 0.5		16	x2_2 = -x2 ** 0.5
	17	square_roots.extend([positive_sqrt2, negative_sqrt2])		17	roots.extend([x2_1, x2_2])
	18	elif root2 == 0:		18	elif x2 == 0:
	19	square_roots.append(0)		19	roots.append(0)
	20	if square_roots:		20	if roots:
	21	print(*sorted(square_roots))		21	print(*sorted(roots))
	22	else:		22	else:
	23	print('0')		23	print('0')
n	24	elif discriminant == 0:	n	24	elif disc == 0:
	25	single_root = -B / (2 * A)		25	x = -b / (2 * a)
	26	if single_root > 0:		26	if x > 0:
	27	positive_single_sqrt = single_root ** 0.5		27	x1 = x ** 0.5
	28	negative_single_sqrt = -single_root ** 0.5		28	x2 = -x ** 0.5
	29	print(*sorted([positive_single_sqrt, negative_single_sqrt]))		29	print(*sorted([x1, x2]))
	30	elif single_root == 0:		30	elif x == 0:
	31	print(0)		31	print(0)
	32	else:		32	else:
	33	print('0')		33	print('0')
	34	else:		34	else:
	35	print('0')		35	print('0')
n	36	elif B != 0:	n	36	elif b != 0:
	37	linear_solution = -C / B		37	root = -c / b
	38	if linear_solution > 0:		38	if root > 0:
	39	print(*sorted([linear_solution ** 0.5, -linear_solution ** 0.5])		39	print(*sorted([root ** 0.5, -root ** 0.5]))
	>	)
	40	elif linear_solution == 0:		40	elif root == 0:
	41	print('0')		41	print('0')
	42	else:		42	else:
	43	print('0')		43	print('0')
t	44	elif C == 0:	t	44	elif c == 0:
	45	print('-1')		45	print('-1')
	46	else:		46	else:
	47	print('0')		47	print('0')

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