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We consider a hypothetical topological quantum computer where the qubits are comprised of either Ising or Fibonacci anyons.
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This model assumes uncorrelated and phase coherent random errors. Additionally, for Fibonacci anyons the errors must add incoherently. If any of these conditions are not met, a worst case situation would require gates with accuracy of 𝒪 ( 1 / 𝒩 2 CLOSE \mathcal{O}(1/\mathcal{N}^{2} )
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