To find the missing number in the pattern, we can analyze the given pairs:

1. **First pair (5, 32) and (8, ?)**
- The first number in each box seems to be added or manipulated to obtain the second number. Checking the operation:
- \(5 \times 8 = 40\)
- \(32 = 40 - 8\)

2. **Second pair (11, 112) and (14, ?)**
- Similar to above, check if the calculation follows the same operation.
- \(11 \times 14 = 154\)
- \(112 = 154 - 42\)

Now, let's consider the missing number for (7, ?) and (10, 7):
- \(7 \times 10 = 70\)
- Thus, to find the missing number:
- \(70 - 3 = 67\)

So the missing number in the box is **67**.