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.

[Q]: [[-39, 26, -28, 15, -11], [-5, 0, -20], [46, -21, 30, -28, 18], [-5, -45, 49, -3, -6], [-29, 2], [-36, -21, -38, 43], [0, 17, -40, 23], [-22, 50, -24, 14, 5], [-9, 14, 9, 41, -22], [-48, -37, 19, -40, -29], [12, 17, -22, -13], [47, 13, 49], [20, -6, -9]]
[A]: [6435, -5, -21, -33075, -29, -903, 391, 5, -3321, 20387, -221, 29939, -9]


[Q]: [[32, 47, 37, 48, -34], [47, 27, 9, 23], [48, -13, -29, -1, -10], [3, -27]]
[A]: [1739, 262683, -377, -81]


[Q]: [[26, 6, 38, 30], [-22, -46, 46, -45, -37], [9, -12, 38], [50, 28, 44], [15, -35, -15, -36], [25, 45, 46, -26, -28], [-34, -46, 29, 29, 27], [-10, 31, 3, -11], [0, -41, -33, -33], [-2, -45], [-26, 37, -17], [47, 10, 15], [-22, -26, 31, 47, -22], [7, 42]]
[A]:
[0, 1665, 9, 0, 7875, 1125, 22707, -1023, -44649, -45, -629, 705, 1457, 7]