failed to run `@example` block in src/examples/SU(2)HeisenbergSquareAFM.md:71-87 ```@example SU(2)AFM path = ReciprocalPath(reciprocals(lattice), rectangle"Γ-X-M-Γ", length=100) mx, my, mz = MatrixCoupling(:, FID, σ"x", :, :), MatrixCoupling(:, FID, σ"y", :, :), MatrixCoupling(:, FID, σ"z", :, :) sx = expand(Onsite(:mx, 0.5+0.0im, mx,amplitude=nothing, modulate=true), bonds(cell,0), hilbert, half=false) sy = expand(Onsite(:my, 0.5+0.0im, my,amplitude=nothing, modulate=true), bonds(cell,0), hilbert, half=false) sz = expand(Onsite(:mz, 0.5+0.0im, mz,amplitude=nothing, modulate=true), bonds(cell,0), hilbert, half=false) ss = @svector [sx,sy,sz] ins = antiferromagnet(:INS, Spectra{InelasticNeutron}(path, range(0.0, 2.5, length=251), (ss,ss); fwhm=0.1, scale=log, gauss=false) ) energybands = antiferromagnet(:EB, EnergyBands(path)) plt = plot() plot!(plt, ins) plot!(plt, energybands, color=:red, linestyle=:dash) #display(plt) ``` exception = MethodError: no method matching length(::Nothing) Closest candidates are: length(!Matched::Plots.PlotText) @ Plots ~/.julia/packages/Plots/ju9dp/src/components.jl:378 length(!Matched::Pkg.Types.Manifest) @ Pkg /opt/hostedtoolcache/julia/1.10.2/x64/share/julia/stdlib/v1.10/Pkg/src/Types.jl:315 length(!Matched::Cmd) @ Base process.jl:678 ... Stacktrace: [1] dimension @ ~/.julia/packages/TightBindingApproximation/x7fMq/src/TightBindingApproximation.jl:238 [inlined] [2] run!(sunlswt::QuantumLattices.Frameworks.Algorithm{SUNLSWT{SUNSpinWaveTheory.SUNMagnonic, QuantumLattices.Spatials.Lattice{2, Float64, 2}, QuantumLattices.Frameworks.OperatorGenerator{QuantumLattices.Frameworks.Entry{QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, <:Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, Vararg{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}}, Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, Vararg{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}}, @NamedTuple{}, @NamedTuple{J::QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, NTuple{4, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, NTuple{4, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, h::QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.

failed to run `@example` block in src/examples/SU(2)HeisenbergSquareAFM.md:89-97 ```@example SU(2)AFM insmultipole = antiferromagnet(:Multipole, Spectra{Multipole}(path, range(0.0, 2.5, length=251), (ss,ss); fwhm=0.1, scale=log) ) plt1 = plot() plot!(plt1, energybands, color=:red, linestyle=:dash) plot!(plt1, insmultipole) #display(plt1) ``` exception = MethodError: no method matching length(::Nothing) Closest candidates are: length(!Matched::Plots.PlotText) @ Plots ~/.julia/packages/Plots/ju9dp/src/components.jl:378 length(!Matched::Pkg.Types.Manifest) @ Pkg /opt/hostedtoolcache/julia/1.10.2/x64/share/julia/stdlib/v1.10/Pkg/src/Types.jl:315 length(!Matched::Cmd) @ Base process.jl:678 ... Stacktrace: [1] dimension @ ~/.julia/packages/TightBindingApproximation/x7fMq/src/TightBindingApproximation.jl:238 [inlined] [2] run!(sunlswt::QuantumLattices.Frameworks.Algorithm{SUNLSWT{SUNSpinWaveTheory.SUNMagnonic, QuantumLattices.Spatials.Lattice{2, Float64, 2}, QuantumLattices.Frameworks.OperatorGenerator{QuantumLattices.Frameworks.Entry{QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, <:Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, Vararg{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}}, Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, Vararg{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}}, @NamedTuple{}, @NamedTuple{J::QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, NTuple{4, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, NTuple{4, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, h::QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}}, @NamedTuple{J::ComplexF64, h::ComplexF64}, QuantumLattices.DegreesOfFreedom.Boundary{(), Float

failed to run `@example` block in src/examples/SU(2)HeisenbergSquareAFM.md:99-110 ```@example SU(2)AFM nx, ny = 32, 32 zone = ReciprocalZone(reciprocals(lattice), 0=>1, 0=>1; length=(nx, ny), ends=((true, true), (true, true))) inszone = antiferromagnet(:INSZ, Spectra{InelasticNeutron}(zone, range(0.0, 2.5, length=251), (ss,ss); fwhm=0.1, scale=log) ) ecut,dE = 1.0, 0.1 # data = spectraEcut(inszone[2], ecut, dE) plt2 = plot() plot!(plt2, inszone, ecut, dE) #display(plt2) ``` exception = MethodError: no method matching length(::Nothing) Closest candidates are: length(!Matched::Plots.PlotText) @ Plots ~/.julia/packages/Plots/ju9dp/src/components.jl:378 length(!Matched::Pkg.Types.Manifest) @ Pkg /opt/hostedtoolcache/julia/1.10.2/x64/share/julia/stdlib/v1.10/Pkg/src/Types.jl:315 length(!Matched::Cmd) @ Base process.jl:678 ... Stacktrace: [1] dimension @ ~/.julia/packages/TightBindingApproximation/x7fMq/src/TightBindingApproximation.jl:238 [inlined] [2] run!(sunlswt::QuantumLattices.Frameworks.Algorithm{SUNLSWT{SUNSpinWaveTheory.SUNMagnonic, QuantumLattices.Spatials.Lattice{2, Float64, 2}, QuantumLattices.Frameworks.OperatorGenerator{QuantumLattices.Frameworks.Entry{QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, <:Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, Vararg{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}}, Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, Vararg{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}}, @NamedTuple{}, @NamedTuple{J::QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, NTuple{4, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, NTuple{4, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, h::QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, S

failed to run `@example` block in src/examples/SU(4)HeisenbergHoneycombAFM.md:84-119 ```@example SU(4)AFM sx = [0 sqrt(3)/2 0 0; sqrt(3)/2 0 1.0 0; 0 1.0 0 sqrt(3)/2; 0 0 sqrt(3)/2 0 ] mx = MatrixCoupling(:, FID, sx, :, :) sy = [0 -im*sqrt(3)/2 0 0; im*sqrt(3)/2 0 -1im 0; 0 1im 0 -im*sqrt(3)/2; 0 0 im*sqrt(3)/2 0 ] my = MatrixCoupling(:, FID, sy, :, :) sz = [3/2 0 0 0; 0 1/2 0 0; 0 0 -1/2 0; 0 0 0 -3/2 ] mz = MatrixCoupling(:, FID, sz, :, :) path = ReciprocalPath(reciprocals(lattice), hexagon"Γ-K-M-Γ,60°", length=100) sx = expand(Onsite(:mu, 1.0+0.0im, mx,amplitude=nothing, modulate=true),bonds(cell,0),hilbert,half=false) sy = expand(Onsite(:mu, 1.0+0.0im, my,amplitude=nothing, modulate=true),bonds(cell,0),hilbert,half=false) sz = expand(Onsite(:mu, 1.0+0.0im, mz,amplitude=nothing, modulate=true),bonds(cell,0),hilbert,half=false) ss = @svector [sx,sy,sz] ins = antiferromagnet(:INS, Spectra{InelasticNeutron}(path, range(0.0, 20, length=501), (ss,ss); fwhm=0.2, scale=identity, gauss=false, atol=1e-9) ) energybands = antiferromagnet(:EB, EnergyBands(path; atol=1e-9)) plt = plot() plot!(plt, ins) plot!(plt, energybands, color=:white, linestyle=:dash, linealpha=0.1) #display(plt) ``` exception = MethodError: no method matching length(::Nothing) Closest candidates are: length(!Matched::Plots.PlotText) @ Plots ~/.julia/packages/Plots/ju9dp/src/components.jl:378 length(!Matched::Pkg.Types.Manifest) @ Pkg /opt/hostedtoolcache/julia/1.10.2/x64/share/julia/stdlib/v1.10/Pkg/src/Types.jl:315 length(!Matched::Cmd) @ Base process.jl:678 ... Stacktrace: [1] dimension @ ~/.julia/packages/TightBindingApproximation/x7fMq/src/TightBindingApproximation.jl:238 [inlined] [2] run!(sunlswt::QuantumLattices.Frameworks.Algorithm{SUNLSWT{SUNSpinWaveTheory.SUNMagnonic, QuantumLattices.Spatials.Lattice{2, Float64, 2}, QuantumLattices.Frameworks.OperatorGenerator{QuantumLattices.Frameworks.Entry{QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, <:Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, Vararg{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}}, Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, Vararg{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}}, @NamedTuple{}, @NamedTuple{J::QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, NTuple{4, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, NTuple{4, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID

failed to run `@example` block in src/examples/SU(4)HeisenbergHoneycombAFM.md:121-140 ```@example SU(4)AFM #multipole quadrupolar = [multipoleOperator(3//2,3//2,2,m) for m=-2:2] Mcouplings = [MatrixCoupling(:, FID, i, :, :) for i in quadrupolar] M₋₂ = expand(Onsite(:mu1, 1.0+0.0im, Mcouplings[1],amplitude=nothing, modulate=true), bonds(cell,0), hilbert, half=false) M₋₁ = expand(Onsite(:mu2, 1.0+0.0im, Mcouplings[2],amplitude=nothing, modulate=true), bonds(cell,0), hilbert, half=false) M₀ = expand(Onsite(:mu3, 1.0+0.0im, Mcouplings[3],amplitude=nothing, modulate=true), bonds(cell,0), hilbert, half=false) M₁ = expand(Onsite(:mu4, 1.0+0.0im, Mcouplings[4],amplitude=nothing, modulate=true), bonds(cell,0), hilbert, half=false) M₂ = expand(Onsite(:mu5, 1.0+0.0im, Mcouplings[5],amplitude=nothing, modulate=true), bonds(cell,0), hilbert, half=false) Mss = [M₋₂, M₋₁, M₀, M₁, M₂] Mssd = [M₋₂', M₋₁', M₀', M₁', M₂'] insmultipole = antiferromagnet(:Multipole, Spectra{Multipole}(path, range(0.0, 20, length=501), (Mss, Mssd); fwhm=0.2, gauss=true, scale=x->x, atol=1e-9) ) plt1 = plot() plot!(plt1, insmultipole, clims=(0, 100)) plot!(plt1, energybands, color=:white, linestyle=:dash, linealpha=0.1) #display(plt1) ``` exception = MethodError: no method matching length(::Nothing) Closest candidates are: length(!Matched::Plots.PlotText) @ Plots ~/.julia/packages/Plots/ju9dp/src/components.jl:378 length(!Matched::Pkg.Types.Manifest) @ Pkg /opt/hostedtoolcache/julia/1.10.2/x64/share/julia/stdlib/v1.10/Pkg/src/Types.jl:315 length(!Matched::Cmd) @ Base process.jl:678 ... Stacktrace: [1] dimension @ ~/.julia/packages/TightBindingApproximation/x7fMq/src/TightBindingApproximation.jl:238 [inlined] [2] run!(sunlswt::QuantumLattices.Frameworks.Algorithm{SUNLSWT{SUNSpinWaveTheory.SUNMagnonic, QuantumLattices.Spatials.Lattice{2, Float64, 2}, QuantumLattices.Frameworks.OperatorGenerator{QuantumLattices.Frameworks.Entry{QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, <:Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, Vararg{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}}, Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, Vararg{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}}, @NamedTuple{}, @NamedTuple{J::QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, NTuple{4, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, NTuple{4, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, B::QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, Tuple{QuantumLattices.DegreesOfFreedom.CompositeI

failed to run `@example` block in src/examples/SU(4)HeisenbergHoneycombAFM.md:142-158 ```@example SU(4)AFM #Ecut nx, ny = 32, 32 b₁, b₂ = reciprocals(lattice) zone = ReciprocalZone([b₁, b₂-b₁/2], 0=>1, 0=>1; length=(nx, ny), ends=((true, true), (true, true)) ) inszone = antiferromagnet(:MultipoleZone, Spectra{Multipole}(zone, range(0.0, 20, length=501), (Mss, Mssd); fwhm=0.2, gauss=true, scale=identity, atol=1e-9) ) ecut, dE = 3.0, 0.4 # data = spectraEcut(inszone[2], ecut, dE, nx, ny) plt2 = plot() plot!(plt2, inszone, ecut, dE) #display(plt2) ``` exception = MethodError: no method matching length(::Nothing) Closest candidates are: length(!Matched::Plots.PlotText) @ Plots ~/.julia/packages/Plots/ju9dp/src/components.jl:378 length(!Matched::Pkg.Types.Manifest) @ Pkg /opt/hostedtoolcache/julia/1.10.2/x64/share/julia/stdlib/v1.10/Pkg/src/Types.jl:315 length(!Matched::Cmd) @ Base process.jl:678 ... Stacktrace: [1] dimension @ ~/.julia/packages/TightBindingApproximation/x7fMq/src/TightBindingApproximation.jl:238 [inlined] [2] run!(sunlswt::QuantumLattices.Frameworks.Algorithm{SUNLSWT{SUNSpinWaveTheory.SUNMagnonic, QuantumLattices.Spatials.Lattice{2, Float64, 2}, QuantumLattices.Frameworks.OperatorGenerator{QuantumLattices.Frameworks.Entry{QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, <:Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, Vararg{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}}, Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, Vararg{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}}, @NamedTuple{}, @NamedTuple{J::QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, NTuple{4, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, NTuple{4, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, B::QuantumLattices.QuantumOperators.Operators{QuantumLattices.QuantumOperators.Operator{ComplexF64, Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}}}, Tuple{QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreedom.Index{Int64, QuantumLattices.QuantumSystems.FID{:b, Int64, Rational{Int64}, Int64}}, StaticArraysCore.SVector{2, Float64}}, QuantumLattices.DegreesOfFreedom.CompositeIndex{QuantumLattices.DegreesOfFreed

Process completed with exit code 1.

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