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[] : �len). ���?eDme�>�[gpu()+O95#�, (.(2 .^ (1:1%@!*�L)�1p�Y2)�*1� "M&"�+key2J/� � 7R%V >= %X�!r!�G)!'%�'n E #Bool[v%�==1 &&�v.E==E%�+ (k,v�H�%��ifIKf � �F�&��aj E�ingA��X�[g!�!0�1� =9I2I.�set "U:alloc�b�;}8Ptr6, 0, 0);��:��Q �GC.gc(�%gc doe,t�) rel�2y insid&�, 0ule, let, if,)5� etc.�.q�%X# �g� F�-eqY!6� ), 1�:\re-/�-)-)�%� � �RThis f�":- gene�d be�J SwaggerR�Ior�1-modif1L�'.�? e s Fspecificu !�tead. ��K _f9&LR��z% List��/Proper0Dj/�+ix �%��T>� ɃCπ*R�C0FB 2π*�-1/i4 Kd abs(Fun(cos,Circle())(exp,im))-�)<100ep�s%VB'.3 +sin.�C�sinV�Q �c54x->�4Fourier,20)(x)-20)) >�jDA>n;x)'� �9 :NNuM^�u4u) fu�U;.i TfT%j θ->!� θ)),SinSZH ()),!i!AM θ)+3θ),Cos%��2OS-9�R. %YXg�p(f)'-f)aX-10�,(x-.1)/2)^2)�{�{�� (f)(�bf YM�)(%�z)�z)*!t 1/z)�*�z � z)*airyai:$� .� 6�>�_*�6N.DL$# Calculus.ut-EtY)D=Deri�Nve(�J(f.�� (D*--�.1 B%�'f'$:�t)3tY� G҉!vz�#:�a�F�� ��I�(N^2)*f+fa�2� ## TaylorQ$e] ()�`[0��MS0(1.0) ≈ 1.0�oAH !�, 0.1,2.2))�0+0AfR6�MRfl�E� w))�[1:3,1:3l% [0. ; 1 0. ]���u �J �- �MwS= v�2S)�e�J 2�*ef-ef)..}f!��\a]21^2f3.5 u=[E�� 8(S,0.),D-I]\[1.�.WuV�I?>��9gral(S�:�&S)+ef2�[1]nU-)�{�� -1,Hardy{9 }(d-kd* -1/z!xp1V/.�}#)*f-d�n�q)^2='N�.y.{f'roe�d=M\) .P>L D-I 6L.i�H2-!?^w�v@ #'s 9$Aors6�m-PeriodicAG rval<] ##:� s�t->��tD 2t)�ǡ�t*c) bN036$ % � (s*s�Hs��^2N"b"*b(.���t�� .��1� 2� �n����)Z� �� V�N��R aQ �+)��A �P5� �(3t)+1# B/araAQ JpR��jjK�9�����Z�bug� �bcentre �� c2=�<+.2im;r2=0.3; d2��c2,r2) z%�(identity,d2JJz�`I +0.3B  )) f ��0�>����-����,:�A(o �)VpQM �Q!Y*#`Ze orien�! ��1/z�1/)m�,>�f�2�!�im)#�z) >�R cfs=�z6�[1:2:�� k=1:�cf.s��<_eps cfs[k] 1/fap[�S1.0(k�3 eX0���� Norms� I�!����/π 1.B0%�23^250.5r6�9r<F@>�q�()���9 �V<��,�6(�module SpringCollab2020AttachedIceWall using ..Ahorn, Maple @mapdef Entity "SpringCollab2020/AttachedIceWall" AttachedIceWall(x::Integer, y::Integer, height::Integer=8, left::Bool=false) const placements = Ahorn.PlacementDict( "Attached Ice Wall (Right) (Spring Collab 2020)" => Ahorn.EntityPlacement( AttachedIceWall, "rectangle", Dict{String, Any}( "left" => true ) ), "Attached Ice Wall (Left) (Spring Collab 2020)" => Ahorn.EntityPlacement( AttachedIceWall, "rectangle", Dict{String, Any}( "left" => false ) ) ) Ahorn.minimumSize(entity::AttachedIceWall) = 0, 8 Ahorn.resizable(entity::AttachedIceWall) = false, true function Ahorn.selection(entity::AttachedIceWall) x, y = Ahorn.position(entity) height = Int(get(entity.data, "height", 8)) return Ahorn.Rectangle(x, y, 8, height) end function Ahorn.render(ctx::Ahorn.Cairo.CairoContext, entity::AttachedIceWall, room::Maple.Room) left = get(entity.data, "left", false) # Values need to be system specific integer x = Int(get(entity.data, "x", 0)) y = Int(get(entity.data, "y", 0)) height = Int(get(entity.data, "height", 8)) tileHeight = div(height, 8) if left for i in 2:tileHeight - 1 Ahorn.drawImage(ctx, "objects/wallBooster/iceMid00", 0, (i - 1) * 8) end Ahorn.drawImage(ctx, "objects/wallBooster/iceTop00", 0, 0) Ahorn.drawImage(ctx, "objects/wallBooster/iceBottom00", 0, (tileHeight - 1) * 8) else Ahorn.Cairo.save(ctx) Ahorn.scale(ctx, -1, 1) for i in 2:tileHeight - 1 Ahorn.drawImage(ctx, "objects/wallBooster/iceMid00", -8, (i - 1) * 8) end Ahorn.drawImage(ctx, "objects/wallBooster/iceTop00", -8, 0) Ahorn.drawImage(ctx, "objects/wallBooster/iceBottom00", -8, (tileHeight - 1) * 8) Ahorn.restore(ctx) end end # Offset X position so it flips in place function Ahorn.flipped(entity::AttachedIceWall, horizontal::Bool) if horizontal entity.left = !entity.left entity.x += entity.left ? 8 : -8 return entity end end end � mutable struct Texture _image::Any end image(texture::Texture) = texture._image function Texture(path::String) data = open(read, path) return Texture(data) end function TextureData(data::Vector{UInt8}) return Texture(data) end #----------------------------------------------------------------- mutable struct Material <: AbstractMaterial _color::RGBA{Float64} _line_width::Float64 _wireframe::Bool _wireframe_line_width::Float64 _size::Float64 _texture::Union{Nothing, Texture} end function Material(; color = Colors.color_names["magenta"], line_width::Float64 = 1.0, wireframe::Bool = false, wireframe_line_width::Float64 = 1.0, size::Float64 = 0.004, texture::Union{Nothing, Texture} = nothing, kwargs...) return Material(to_color(color), line_width, wireframe, wireframe_line_width, size, texture) end color(m::Material) = m._color function color!(m::Material, color::RGBA{Float64}) m._color = color end texture(m::Material) = m._texture function texture!(m::Material, texture::Union{Nothing, Texture}) m._texture = texture end lineWidth(m::Material) = m._line_width wireframe(m::Material) = m._wireframe wireframeLineWidth(m::Material) = m._wireframe_line_width Base.size(m::Material) = m._size function material(m::Material) tex = (texture(m) !== nothing) ? MeshCat.Texture(wrap= (300, 300), repeat= (1, 1), image=MeshCat.PngImage(Glimmer.image(Glimmer.texture(m)))) : nothing mat = MeshCat.MeshPhongMaterial( color=color(m), linewidth = lineWidth(m), wireframe = wireframe(m), wireframeLinewidth = wireframeLineWidth(m), map=tex ) return mat end function lines_material(m::Material) mat = MeshCat.LineBasicMaterial( color=color(m), linewidth = lineWidth(m), wireframe = wireframe(m), wireframeLinewidth = wireframeLineWidth(m), ) return mat end function points_material(m::Material) mat = MeshCat.PointsMaterial( color=color(m), size = size(m), ) return mat end #----------------------------------------------------------------- � � �  �`�$�� 4��D �T`�d��t�� � �$�`� (��� ,��� 0� � 4�`� 8��<���@!�Da�H$��L4��PD!�TTa�Xd��\t��`�!�d�a�h���l���p�!�t�a�x��|����"� �b�!�$��"�4��#�D"�$�Tb�%�d��&�t��'��"�(��b�)����*����+��"�,��b�-���.����/�#�0�c�1�$��2�4��3�D#�4�Tc�5�d��6�t��7��#�8�c�9褣�:���;��#�<��c�=���>����?$�@d�A%��B 5��CE$�DUd�Ee��Fu��G �$�H$�d�I(���J,���K0�$�L4�d�M8��N<���O@%�PDe�QH%��RL5��SPE%�TTUe�UXe��V\u��W`�%�Xd�e�Yh���Zl���[p�%�\t�e�]x��^|���_�&�`�f�a�%��b�5��c�E&�d�Uf�e�e��f�u��g��&�h��f�i����j����k��&�l��f�m���n����o�'�p�g�q�%��r�5��s�E'�t�Ug�u�e��v�u��w��'�x�g�y襧�z���{��'�|��g�}���~����(��h��&��� 6���F(�Vh�f��v�� �(�$�h�(���,���0�(�4�h�8��<���@)�Di�H&��L6��PF)�TVi�Xf��\v��`�)�d�i�h���l���p�)�t�i�x��|��矀*蠄j衈&�袌6�裐F*餔Vj饘f�馜v�駠�*ꨤ�jꩨ��ꪬ��꫰�*무�j뭸�뮼����+��k��&���6���F+���Vk���f����v�����+��k�覫������+���k��������,��l��'��� 7���G,��Wl��g���w��� �,��$�l��(����,����0�,��4�l��8���<����@-��Dm��H'���L7���PG-��TWm��Xg���\w���`�-��d�m��h����l����p�-��t�m��x���|���߀.���n��'���7���G.��Wn��g���w��砇.�褗n�騧��ꬷ����.���n�����������/���o���'����7����G/���Wo���g����w�����/���o��觯��������/����o����������������Z,�6��r�U��# This file was generated, do not modify it. # hide DecisionTree = @load De8Classifier pkg=200# model type =2=T(min_samples_split=5) JJhinstance�k@timedtestset " �L get_matrices rrule" for ix in 1:10 ψ_arr = rand(ComplexF64, (8, 8, 8)) *Xfunction f(arr::Array{C23})*Lψ = convert_to_cmps8"Q, R =2�(ψ ,return norm(.�%[1]) +Z2] Eend�@% f'(���) ≈ FiniteDifferences.grad(central_fdm(5, 1), f, 9 [1] Z Nutransf!x and_TZ~!&!!%p12 �ϕ69,lop =](ψ, ϕ 8lop_T2_T2!0v = TensorMap x.�ℂ^9,8 S%AI%�id( I� 9-Q)-, R I �oaA:(ψ.Q), RIQ Qϕ_arK I .K�6K�:K-vI7v�!7i @ein"db,ca->dcba"(� conj�))A�%B: �, :-:N9mb,cmuR � ;-G) ��T� = t(cba->badc"(�!ar/m1� cba,75%d" ei1e01�lop(v2� $ ��,dc�"+ �,V]T ;a�__TaeiL# todo: improve the e�cases��aC$ canonicalR� left#6��3)_�L =O_r�� %h@te[p result[-1; -2] := ψL.Q'[-1,+ :R[1, 2 "*"R 3]b,st isapprox( i,}�zeros,B�8q�H, atol=sqrt(eps()))�i.i righ�j1j�!P�kR>kR.6kR.R%{2, 1]%kR!k%�, �k�k:>��,alized afterY�iza�vB�#�x��A���9, 4) E�^@= X, _N�RBs #tsvd(X Ds = diag(s.data) # O�1U�,sum(s .^ 2),A�rAtEo^(1/4)8~�Zn�Y �F#L �_,2�Y ��ā�#V  ovlpactB�Z��g�X=�5,��4cmpo_xxz(0.321��id%I6�idJ 5*E 2��͞,�q~&� a.�F��ͩ���ZF��NFR FQopr, L R NOop��BOop.L)�@� �opg!3, � fj0NR!fVop-^� kron�-l)o y2N)r�)5�)!.� 3%y T +==-�([:, ix, :])5�A�HwiReigen(T ni�@logsumexp(w*6.123D log_A�d ,  NT2 .�.�)g2�V�3ig� �Z?2�@ �9@Z�R�(M�C)'R�9�Mw22�% B�2b�act(op( 5�%�#M #%1�>G "��'Z�A� NW 3, 4��)�I�R)4)�*%&�1I�<:� �}]real(�I� �, 6 �!!|)ff1�=16 !>T�2�� Υ�!�()Z)ff�a�V�2��22�!JFiactingAN o onsftJ-�z�z�/>t:���n�u��~1.234)��!��������b�5�h4�I�AY:-��Q�2�f& _env� itP>��^-Z��&�6�|�K = KH��  )(  ��(K, L��$L*K) / tr(�.�n"�]�Pʮ!�OzeF 3)'*Nm ��$�^m^�$:w8M�tr(Bp* O) |>�M�A� �������iB�IO���3�ɠ:�M�rWKZWM����� S�@�@S3�C3bC!�.>�I� periodic��s62��8��ψ1 =Be���)9*C �1�H; sym=true) < 1e-122X@gauge_fixing_proj>��Q& &R��10*�� ��, d =g 1��h! ,V� ρ =�˩YKP = �.�%L��A��i,�chi#%p�Rmu.&h>map(A pVzI�8(d*χ)�χ 8 G = P * V5�nsor M�$-2; -3, -4�A'[!� G[- �ρM =!* M)�(abs(tr(ρM)1�46oempty2�Md1;-2h0findmax(abs.(:a5 MA4AA "K tangen�p R=!b<50��E.6eIV0 * 2 * pi / L .�0.01*VX q�i4Lifalse)�V} W, U�eig(K )UA�inv(URMf������E/�9�i1, 4#manual integr�׭DE�A1N�VEK4A�PE�A�]�Mb!�%�F ��0Vc2(tau::Real)yA�permuteK K*(L-tau)A A1 *o K*=a�(2�, (4, 1m� Vtmp.A2�3*�A[2��P'�� i��9� -p*tau*im�\)u��Vc�quadgk(�, 0( �%e��.�9 ,R�D =8(d+�De�[1] = 0S�d2.�ρ[3,�"�P.�%�3!�D[6, )� � 5, 6 �V�L*(�+ Vd2� )�{# compar� ��$(�V) - V8L.XV� utilU$nh�X mafX�;� statmech_tm_solver. & (L, &:3 = :, cr=3=)I��~2� 2�g ���>B�� oJ|C�> W, V�kM �V�kV� Wvec�WE� ) At =.* A�hR%�BBCC +� ,elem_mult_f1`)�#I�"S ( *E/�lq�b/ 1+δ2��);*δAt� Jv.�(At, (SiyEi �!)[ix],%3,[iy] + im*p)�"�tr(j * Bt���x1A���7 *x1)*�` x1*M��!Y#(L-x1)*M�r6�FZ29Z/)+�3!���!W3(��., M�>B..��>B%I C6��!�i,�+δF21�δI�fDzAs�%��OnG1�, �JAvG-�]� �! 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