Ep 1. Enough Nemesis To Go Around
- TV14
- October 30, 2014
- 43 min
-
7.6 (1,133)
In the season 3 premiere of Elementary, titled "Enough Nemesis to Go Around," we find Sherlock Holmes still trying to recover from his drug relapse and subsequent departure to London. He returns to New York City and discovers that much has changed in his absence. Not only has Dr. Joan Watson taken over his apartment, but she's also taken on a new client as a consulting detective.
Add to this the emergence of a new threat in the form of a mysterious organization known only as "The One Percenters," whom Sherlock believes may have played a role in the death of a former associate of his, Alfredo. In the midst of all this, Detective Bell is shot and left fighting for his life.
As the episode progresses, we discover that the criminal organization known as "The One Percenters" is responsible for a string of murders and other criminal activities throughout the city. They are led by a charismatic and ruthless leader named Oscar Rankin, who is determined to take over all of New York's criminal underworld. Sherlock and Watson must race against the clock to stop him, as the stakes become higher with each passing moment.
Meanwhile, Bell remains in critical condition, and his colleagues at the NYPD are left to investigate his shooting and try to find the person responsible. The investigation leads them to a surprising suspect that no one could have anticipated.
In "Enough Nemesis to Go Around," we see the return of the dynamic duo of Sherlock Holmes and Joan Watson, but with a few new twists and turns. The episode is filled with suspense, action, and drama, as the characters are pushed to their limits and forced to confront their darkest fears and desires.
Fans of the previous two seasons will not be disappointed, as the show continues to deliver the same great combination of mystery, humor, and character development. With a new threat on the horizon and Bell's life hanging in the balance, season 3 promises to be just as exciting and unpredictable as its predecessors.