This HTML5 document contains 24 embedded RDF statements represented using HTML+Microdata notation.

The embedded RDF content will be recognized by any processor of HTML5 Microdata.

Subject Item

n2:

rdfs:label

Chief Superintendent

rdfs:comment

Metropolitan Police Service is divided into 33 areas, or 'boroughs'. Each division has a Chief Superintendent, called the Borough Commander. The Borough Commander is in charge of all the policing in that area. Also Chief Superintendent may oversee an OCU or Operational Command Unit, for example Aviation Security or the Diplomatic Protection Group Sun Hill's most notable Chief Superintendent was Charles Brownlow. Adam Okaro was promoted to Chief Superintendent and Borough Commander over to Barton Street. Other Borough Commanders have included: well known chief superintendents have been Chief Superintendent refers to the unnamed extremely senior officer of New Scotland Yard. He is one of the people who fall for Moriarty's scheme to discredit Sherlock Holmes. After Sally Donovan and Anderson start to believe that Sherlock is responsible for the kidnapping, DI Greg Lestrade visits 221B Baker Street and asks Sherlock to come into the police station for questioning. He declines, and the police officers go back to the station to apply for a warrant.

owl:sameAs

dbr:Chief_superintendent

n22:

n23:

dcterms:subject

n4: n14: n24: n25:

n18:wikiPageUsesTemplate

n19:

n20:wikiPageUsesTemplate

n21: n31: n32:

n15:

"The Reichenbach Fall"

n26:

Chief Superintendent

n12:

n13:

n16:

n8:

n10:

Chief Superintendent

n17:

Male

n5:

n6:

n11:abstract

Metropolitan Police Service is divided into 33 areas, or 'boroughs'. Each division has a Chief Superintendent, called the Borough Commander. The Borough Commander is in charge of all the policing in that area. Also Chief Superintendent may oversee an OCU or Operational Command Unit, for example Aviation Security or the Diplomatic Protection Group Sun Hill's most notable Chief Superintendent was Charles Brownlow. Adam Okaro was promoted to Chief Superintendent and Borough Commander over to Barton Street. Other Borough Commanders have included: * ch supt guy mannion (tinderbox) * ch supt jane fitzwilliam (epiosde 081) * ch supt louise campbell ( episode 175) * ch supt ian barratt ( episode 329) * ch supt adam okaro (episode 421) * ch supt geaffory whittaker ( unknown) * area cmdr lisa kennedy ( red tape) well known chief superintendents have been * ch supt charles brownlow ( funny o'l business- cops & robbers * ch supt adam okaro (episode 060 Chief Superintendent refers to the unnamed extremely senior officer of New Scotland Yard. He is one of the people who fall for Moriarty's scheme to discredit Sherlock Holmes. After Sally Donovan and Anderson start to believe that Sherlock is responsible for the kidnapping, DI Greg Lestrade visits 221B Baker Street and asks Sherlock to come into the police station for questioning. He declines, and the police officers go back to the station to apply for a warrant. Greg, Sally, and Anderson go before the Chief Superintendent explaining that Sherlock might not only be involved in the kidnapping, but might have faked all of the cases he worked on for the police, to which Anderson comments is somewhere in the 40s. The Chief Superintendent yells at Lestrade for allowing Sherlock access to sensitive police information. Lestrade attempts to argue by saying he was not the only senior officer to do so, mentioning Gregson, however the Chief Superintendent orders them to go and arrest Sherlock regardless. At 221B Baker Street, Sherlock is arrested and on his way to the station when he is joined by John, who has been arrested for punching the Chief Superintendent for his insulting comments about Sherlock. Sherlock manages to distract the officers at the scene by making their earpieces screech with feedback from the police radios. This allows him to get a gun and, using John as a hostage, escape. The Chief Superintendent is left ordering Lestrade to find Sherlock.

Subject Item

n8:

n9:

n2:

Subject Item

n29:

n30:

n2: