Select the missing number from the following options to complete the given series:
$$326,452,678,1004,\dots ,1956,2582,3308,4134$$

Let's look at the differences between consecutive terms in the series:
* $452-326=126$
* $678-452=226$
* $1004-678=326$

The differences are increasing by $100$ at each step ($126,226,326,\dots$).
Following this pattern, the next difference should be $326+100=426$.

Therefore, the missing number is:

$$1004+426=1430$$

Let's verify with the subsequent terms:

* $1430+526=1956$
* $1956+626=2582$
* $2582+726=3308$
* $3308+826=4134$

The pattern holds true. Thus, the missing number is $1430$.