Quantum error correction overhead poses a significant obstacle to the development of quantum computers, driving the search for alternative codes and fault-tolerant circuit constructions. Researchers have turned to postselection, a method that constructs large programs from probabilistically generated sub-circuits, to increase the threshold of quantum error correction1. This approach has shown promise in reducing the overhead associated with quantum error correction. By leveraging postselection, developers can build more robust quantum systems that are less prone to errors. The scalability of postselection is crucial, as it enables the creation of larger, more complex quantum programs. As quantum computing continues to advance, the need for efficient error correction methods will become increasingly important. The development of scalable postselection techniques has significant implications for the field of quantum computing, particularly in the context of cryptography and secure communication, so what matters most to practitioners is how these advancements will impact the security of sensitive information.