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.
--------
Question: [[-11, 10], [-6, -45, 48], [-47, 38, -26], [41, -28, -42, 45], [5, -32, -17], [29, 11], [32, -11, 37], [-33, 36, 46, -17, 30], [9, -49, 39, -34, 27], [13, -39], [-1, 9]]

Answer: [-11, -45, -47, 1845, -85, 319, -407, 561, -464373, -507, -9]


Question: [[-25, 22], [44, 26, -27, -50], [4, 46], [7, 21, 28, -47], [-47, -42], [41, -48, -20, -48], [10, -43, 3, 11, -19], [26, -2, 32, -21], [5, 41, -20, 41, -19], [-30, 27, -7, 39, 37], [-27, -41, -21], [-44, 36, 30, 4, 41], [34, -41], [-29, -31, -3, 48, 45], [-20, 16, 34]]

Answer: [-25, -27, 0, -6909, -47, 41, 26961, -21, -159695, -272727, -23247, 41, -41, -121365, 0]


Question: [[34, -3, 31, 7], [21, -32, -27, -40], [13, -33, 50], [-35, -9, -40, 14, -6], [42, 1, -16, -5, 42], [-39, -13, -15, 4, -39], [-10, -35], [-44, -36, 6], [-34, -48, -34, 1]]

Answer:
[-651, -567, -429, 315, -5, 296595, -35, 0, 1]