An interactive way to explore how close we may be to a cryptographically relevant quantum computer (CRQC) for breaking RSA-2048.
Adjust assumptions below to see how the projected Q‑Day shifts.
Methodology & discussion.
Disclaimer: this tool is for experimentation and scenario analysis only.
Scenarios:
Load a starting scenario, then tweak parameters to explore.
Count of error-corrected (logical) qubits available.
x
Reliable logical operations available (circuit depth).
x
Logical operations per second (throughput).
Annual capability multiplier for the composite score.
Advanced formula (optional)
Composite CRQC Readiness Score
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Projected Q-Day
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Projected CRQC Readiness score over time
Score 1.0 ≈ quantum capability to factor RSA-2048 in about one week. Adjust inputs and formula to explore scenarios. Estimates are illustrative only.
Logical Qubit Capacity (LQC): number of error-corrected, stable qubits available to run long algorithms. In vendor materials, look for keywords like “logical qubit”, “error-corrected qubit”, or “fault-tolerant qubit”. Roadmaps sometimes state targets such as “100+ logical qubits by 2029.”
Logical Operations Budget (LOB): reliable count of logical gate operations (circuit depth) your system can execute before failure. In announcements, look for “gate fidelity”, “circuit depth”, or “error-corrected layers.” Higher two-qubit fidelities and longer coherence indicate larger LOB.
Quantum Operations Throughput (QOT): how many logical operations per second your machine can execute (akin to clock speed). Vendors may refer to “ops per second”, “cycle time”, or metrics like CLOPS.
Score = (LQC / LQC₀) × (LOB / LOB₀) × (QOT / QOT₀). By default LQC₀=1,000; LOB₀=10¹²; QOT₀=10⁶. Score 1.0 ≈ capability to factor RSA-2048 in ~1 week. You can tweak these baseline constants here.
Growth factor: assumed year-over-year multiplier of the composite capability score. Example: 2.0 means doubling per year; 3.0 means tripling. Look for roadmap wording like “doubling yearly”, “10× every five years”, or similar. This drives the projected Q‑Day when score reaches 1.0.
A series of breakthroughs, from improved quantum computing algorithms to enhanced error correction and quantum hardware scaling, signals a shift in the quantum computing landscape. In my opinion. These developments indicate that quantum supremacy and cryptographically relevant quantum computing (CRQC) are transitioning from primarily scientific challenges to practical engineering problems. I have decided to track and document all significant research papers and engineering milestones below. This timeline aims to forecast the arrival of Q-Day, the day when quantum computing will become powerful and stable enough to break current encryption algorithms.
Based on all the recent developments I revised my Q-Day prediction and published it here: "Q-Day Revisited – RSA-2048 Broken by 2030: Detailed Analysis." In summary, I predict that the ...
Microsoft’s quantum research team announced a new family of four-dimensional (4D) geometric quantum error-correcting codes (presented in a recent preprint and blog post) that promise dramatic performance gains over today’s ...
The Oxford team set a new world record for the accuracy of a quantum logic gate: they demonstrated single-qubit operations with an error rate below 1×$$10^{-7}$$ (0.00001%), corresponding to 99.99999% ...
In June 2025, IBM made a landmark announcement outlining a clear plan to build the world’s first large-scale fault-tolerant quantum computer by the year 2029. See “IBM’s Roadmap to Large-Scale ...
Google researcher Craig Gidney published a paper that dramatically lowers the resources needed to break RSA-2048 encryption. The paper argues that a fault-tolerant quantum computer with under 1 million qubits ...
In December 2024, Google unveiled a new quantum processor named “Willow,” marking a major milestone in quantum hardware, as covered in more detail in “Google Announces Willow Quantum Chip.” The ...
Researchers Chevignard, Fouque, and Schrottenloher introduced an optimized quantum factoring method using approximate arithmetic which showed that a 2048-bit RSA modulus could be factored with roughly 1,730 logical qubits – ...
Researchers demonstrated a controllable interaction between a new type of qubits - hole-spin qubits - inside a standard silicon transistor. If this research is confirmed and the researchers indeed become ...
In April 2024, Microsoft and Quantinuum announced the development of a reliable logical qubit, a milestone that, in my view, significantly accelerates the timeline toward Q-Day. This development represents a ...
Researchers from Nord Quantique in Quebec, Canada have just published a paper introducing a new error correction approach that could drastically reduce the number of qubits needed for functional quantum ...
The 2023 of the Quantum Threat Timeline Report was just published. As far as Q-Day predictions go, this is probably the best public source. The survey is run by Dr ...
Researches from QuEra Computing, Harvard and MIT achieved two-qubit entangling gates with 99.5% fidelity on 60 neutral atom qubits operating simultaneously. Performing entangling quantum operations with low error rates, surpassing ...
Researchers from TU Darmstadt just reported on the world’s first successful experiment to realise a quantum-processing architecture that contains more than 1,000 atomic qubits in one single plane. This is ...
I summarized my latest research on Q-Day predictions in this article Q-Day Predictions: Anticipating the Arrival of Cryptanalytically Relevant Quantum Computers (CRQC). Based on all of the papers I've read, ...
In a new article Google researchers claim a breakthrough in quantum computing error correction. Their approach achieved a 4% reduction in the error rate as they scaled up their technique ...
2022 Quantum Threat Timeline Report surveyed 40 global quantum computing experts on timeline within which a quantum computer will be able to RSA-2048 within 24 hours. More than half (22/40) ...
Researchers Craig Gidney and Martin Ekerå, in a new paper, demonstrate how to factor RSA-2048 in 8 hours using 20 million noisy qubits. This is a significant improvement, as only ...