
In a bold move that is set to redefine the UK's approach to integration, former Immigration Minister Robert Jenrick has unveiled a controversial new proposal. He is demanding that anyone seeking British citizenship must first prove a proficient command of the English language and pass a rigorous test on British history and values.
Jenrick, who resigned from Rishi Sunak's government last year, argues that the current system is fundamentally broken. He claims it allows for a "parallel society" to develop, undermining the very fabric of the nation. His solution is a stringent new set of requirements designed to ensure newcomers fully embrace British life.
The Core of Jenrick's Proposal
The plan centres on two key pillars:
- Language Proficiency: Raising the mandatory language requirement from the current A2 level (basic beginner) to a B1 level (intermediate). This would require individuals to understand the main points of clear standard speech and deal with most situations likely to arise while travelling.
- History and Values Test: Implementing a new, more comprehensive test focused on British history, culture, and fundamental values like democracy, individual liberty, and mutual respect.
Jenrick stated that these measures are not about being unwelcoming but about ensuring successful integration. He believes that without a common language and a shared understanding of societal norms, community cohesion breaks down.
A Political Challenge to Sunak
This proposal is seen as a direct challenge to the current Prime Minister, Rishi Sunak. By staking out a hardline position on immigration—a key issue for Conservative voters—Jenrick is positioning himself as a standard-bearer for the party's right wing. His comments signal a growing rift within the Tory party over how to handle legal and illegal migration, suggesting the government's current policies are not sufficiently robust.
This intervention highlights the ongoing internal debates that continue to shape the Conservative party's direction as the next general election looms.