Person · UK Parliament · 5296

Freddie van Mierlo

Identity
person:parliament:5296 — the UK Parliament key, used as-is. No identity here is invented.
Source record
https://members.parliament.uk/member/5296
On Civometry
Full page for Freddie van Mierlo
Graph built
5 September 2026

Names in the records

Each spelling a register uses for this entity, and the method that tied it here. A name is never the identity; a similar name is never a match.

As publishedRegisterTied byConfidenceRows
Freddie Van MierloUK Parliamentthe register's own identifier1.01
Freddie van MierloUK Parliamentthe register's own identifier1.01
Freddie van Mierlo MPUK Parliamentthe register's own identifier1.01

What the records establish

  • Freddie van Mierlo: 1 record of "holds or held the seat".
  • Freddie van Mierlo: 1 record of "sits as a member of".
  • Freddie van Mierlo: 1 record of "declared winner of the election for" on 4 July 2024.
All 3 recorded relationships. Kind: FACT — every row is a register's own record; nothing on this page is computed.
RelationshipWithDateAmountDetailRecord
declared winner of the election forHenley and Thame4 July 2024Liberal Democrat · LD gain from Conelection_candidacies
holds or held the seatHenley and Thame4 July 2024 to presentmembers
sits as a member ofLiberal Democratsmembers

What this does not establish

The records above establish that Freddie van Mierlo and each entity named appear together in an official register, in the relationship that register records, on the date it records. They do not establish why any donation was made, why any contract was awarded, whether any one record was known to the people behind another, or that any record caused another. No causal inference is made on this page, and nothing here is a finding of any kind against anyone. A reported donation is a lawful, reported transaction; a contract award is a published notice; a seat is a seat.

Derived from: election_candidacies, members. Each row above names the table and key it came from and links the official record where one exists. How the graph is built is described at the evidence graph.