In this task you will be given a list, of lists, of integers. For every inner list contained in the input list, you should multiply every odd number in that list. The output should be a list of integers with the same length as the number of lists in the input list. If there are no odd numbers in an inner list you should output 0 for that list.

[[34, 13], [-31, -8], [26, -10, -26, -10, -43], [10, -45], [1, -31, -26], [-32, 43, 27, 5], [0, -4, 41, 22], [-4, -45, 38, -31], [7, -4, 47, -30, -40], [-29, -20, 13, 7, -24], [44, -50, 27], [-17, -18, -5, -19, 39], [44, -16, -9, 38]]
[13, -31, -43, -45, -31, 5805, 41, 1395, 329, -2639, 27, -62985, -9]

[[0, -10, -7], [-8, 21], [10, -19, 23, 12], [42, -17, -39, 19], [-14, 13, -48, 41], [27, 46], [26, -47, -29], [-21, 19, -42], [13, 49, -31, -23], [26, 11, -2], [33, -17, 35], [35, -50], [8, 37, -4, -1], [25, 6, 25, -6, -20], [22, 48, -30, 18, -29]]
[-7, 21, -437, 12597, 533, 27, 1363, -399, 454181, 11, -19635, 35, -37, 625, -29]

[[-26, 45, -28, -20, 42], [33, -32, 3, -37, -19], [33, 29, -36], [-7, -9, -45, -48], [25, 34, -22, 45], [-45, 20, 42, -47, -44], [-3, 7, -43, -50, -46]]

[45, 69597, 957, -2835, 1125, 2115, 903]