Current quantum computers lack the amount of qubits required to implement practical quantum integer factorization (e.g: Shor's algorithm) at the scale required

Current quantum computers lack the amount of qubits required to implement practical quantum integer factorization (e.g: Shor's algorithm) at the scale required to break encryption. For example the NIST standard for the controversial dual eliptic curve deterministic random bit generator standard, involves two numbers, p and q, which are 100 digit long. To date, largest integer factored in a quantum computer is reported to be around 200,000...