Select the option in which the numbers share the same relationship as that shared by the given pair of numbers.
$185:199$

Let's analyze the relationship between the numbers in the given pair $185:199$:
The difference between the two numbers is:

$$199-185=14$$

Now, observe the sum of the digits of the first number ($185$):

$$\text{Sum of digits}=1+8+5=14$$

So, the logic is: $\text{Second Number}=\text{First Number}+(\text{Sum of digits of First Number})$.

Let's test the options using this logic:

*Option A ($126:134$):**
Sum of digits of $126=1+2+6=9$

$$126+9=135\ne 134$$

*Option B ($178:187$):**
Sum of digits of $178=1+7+8=16$

$$178+16=194\ne 187$$

*Option C ($139:153$):**
Sum of digits of $139=1+3+9=13$

$$139+13=152\ne 153$$

*Option D ($89:106$):**
Sum of digits of $89=8+9=17$

$$89+17=106$$

This matches the given pair exactly.