<content> MNA & Spice# </content>

b6abb192-20f7-4497-a3ef-0eddcde7be6f 4 4 5 false false false 0 3 decimal <content> MNA & Spice# </content> <content> Numerical Inverse Laplace Transform </content> <content> Gamma </content>

Γ.κ 0.99999999999999709182 57.156235665862923517 59.597960355475491248 - 14.136097974741747174 0.49191381609762019978 - 0.33994649984811888699 104 -^* 0.46523628927048575665 104 -^* 0.98374475304879564677 104 -^* - 0.15808870322491248884 103 -^* 0.21026444172410488319 103 -^* - 0.21743961811521264320 103 -^* 0.16431810653676389022 103 -^* - 0.84418223983852743293 104 -^* 0.26190838401581408670 104 -^* - 0.36899182659531622704 105 -^* 151 mat :

ζ Γ z ζ 1 - : zh 1 - 2 ζ * + 2 / : zg zh 607128 / + : 13 mat 2 π * sqrt zg 0.5 zh *^(2^* e zg^/ Γ.κ 1 el Γ.κ κ 1 + el z κ + / κ 114 sum + (* eval 21 line :

Valid for Re(ζ)gt;0

Based on algorithm of Oscar:
https://en.smath.info/forum/yaf_postst1341_Signals-and-Systems.aspx

Fs# T# α# β# ℐℒ s F# Fs# : f# 0 : 12 mat k# 2 T# length range st# α# T# k# el / : βt# β# T# k# el / : 12 mat f# k# el βt# st# F# * Re vectorize eval sum : 21 line for T# f# 1 el f# 2 el T# 1 el T# 2 el - T# 3 el T# 2 el - / f# 3 el f# 2 el - (* + : augment eval 31 line :

Fs# T# ℐℒ Fs# T# ℐℒ.α ℐℒ.β ℐℒ 11 line :

a ns nd ℐℒ.αβ a ns nd 13 mat 6201913 mat : α 0 : β 0 : γ 0 : m ns nd + 1 + : 14 mat ν 1 m range : β ν el 1 - (ν 1 +^eval : 12 mat n h nd 1 + Γ 2 nd^nd 2 + n - Γ * n Γ * / eval : n 2 nd range : γ 1 el 1 h : γ n el n h γ n 1 - el + eval : 13 mat n ns 3 + (m range : β 1 el 0.5 β 1 el * : β n el β n el γ m n - 1 + el * eval : 13 mat α ν el a ν 1 - (π * i * + : e a^β * 12 mat 71 line :

ℐℒ.α ℐℒ.β 12 mat 62019 ℐℒ.αβ eval :

<content> MNA </content> <content> STAMPS AC </content>

AC simulation

s v MNA Clear 1

Subckt

M X MNA 12 el MNA 13 el MNA 14 el MNA 15 el MNA 16 el 16 mat :

v

Resistor

M M R 211 v / 1 v / - 1 v / - 1 v / 22 mat 0021 mat 0021 mat 16 mat stack :

v R ≡

Capacitor

M M C 21 s v * s v * - s v * - s v * 22 mat 0021 mat 0021 mat 16 mat stack :

v C ≡

Inductor

M M L 211 s v * / 1 - s v * / 1 - s v * / 1 s v * / 22 mat 0021 mat 0021 mat 16 mat stack :

v L ≡

Current
source

M M I 21000022 mat v - v 21 mat 0021 mat 16 mat stack :

v I ≡

Voltage
source

M M V 21001001 - 11 - 033 mat 00 v 31 mat 00 I 31 mat 16 mat stack :

v V ≡

Power
source

M M P 221 v 1 el / 1 - v 1 el / 1 - v 1 el / 1 v 1 el / 22 mat 8 v 2 el * v 1 el / sqrt 8 v 2 el * v 1 el / sqrt - 21 mat 0021 mat 16 mat stack :

v 1 el r ≡

v 2 el P ≡

OpAmp

M M O 30000000010000101 - 044 mat 000041 mat 000 I 41 mat 16 mat stack :

VCCS

M M G 410000100001 - 00000000000011 - 1 v / - 55 mat 0000051 mat 0000 I 51 mat 16 mat stack :

v G ≡

CCCS

M M F 410000100001 - 00001 v / 00001 v / - 0011 - 055 mat 0000051 mat 0000 I 51 mat 16 mat stack :

v G ≡

VCVS

M M E 410000100001 - 000000000011 - v - v 055 mat 0000051 mat 0000 I 51 mat 16 mat stack :

v G ≡

CCVS

M M H 41000001000001 - 00001000001 - 00011 - 0011 - 00 v - 066 mat 00000061 mat 0000 Ix I 61 mat 16 mat stack :

v G ≡

Ideal
Transf.

M M K 4100001 - 0000 v 0000 v - 000011 v - v 1 - 055 mat 0000051 mat 0000 I 51 mat 16 mat stack :

v T ≡

End

M M num2str str2num :

M rows 13

s v MNA M :

M Clear 1

A# B# MLinSol A# 1 -^B# * 11 line :

A# inverse B# * maple

Carriage Return and Line Feed Unicode chars CR LF 12 mat \ 000D 000A 12 mat \ concat str2num num2str vectorize :

ENTER CR :

χ# P# O# MNA So# f p n μ m K M G T u k MEG strsplit : Vo# -15 -12 -9 -6 -3 3 6 9 12 -6 3 6 strsplit : Vo# *(10^Vo#) concat vectorize : U# V A Ω ohm S F s Hz C T Hy J strsplit : ξ# V# X# ξ# strrep : -.0123456789 X# 11 substr findstr 1 - ≡ X# k# 1 So# rows range X# X# So# k# el Vo# k# el strrep : for k# 1 U# rows range X# X# U# k# el *' U# k# el concat strrep : for X# 31 line if 21 line : O# s ≡ S# χ# : k# 0 : Y# 0 : 13 mat S# IsString num2str 1 ≡ (S# strlen 0 > (& S# findstr 1 - ≡ (S# 11 substr . ≠ (& S# description(@) @ S# strrep str2num : if S# S# LF CR strrep CR strsplit : 21 line S# χ# stack eval : if s# S# s# strlen 1 > s# findstr 1 - ≠ s# s# strrep : while s# 11 substr ≡ s# s# 2 s# strlen 1 - substr : if s# s# strlen 1 substr ≡ s# s# 1 s# strlen 1 - substr : if s# 11 substr * ≠ s# 11 substr + ≡ Y# k# el Y# k# el s# 3 substr concat : s# strlen P# ≥ Y# k# k# 1 + : el s# : if if 41 line if for Y# 41 line s# P# 8 s MNA s# strlen 8 > (s# 16 substr .PARAM ≡ (& s# s# 8 substr strsplit : σ# s# σ# σ# strrep = strsplit : σ# 1 el : σ# 2 el V# concat str2num 21 line for 21 line if 11 line for A# 9999 matrix eval : B# A# 1 col : X# B# : 13 mat C# 0 : N# 0 : ι# 0 : s v Clear E# s v MNA : 15 mat k# 1 E# rows range : No# k# E# k# 1 el augment : 12 mat s# χ# 5 s MNA σ# s# strsplit : n# No# σ# 1 el 2 findrows : (0 ≡ n# No# σ# 1 el 11 substr 2 findrows : if n# 0 ≠ n# n# 1 el : ι# ι# 1 + : 12 mat n# 1 ≡ MNA σ# σ# rows el str2num : if C# ι# 1 el n# : C# ι# 2 el σ# 1 el : np# E# n# 3 el : 13 mat np# 0 ≡ (E# n# 2 el 2 + σ# length > (np# 1 ≡ (& (| C# ι# 4 el σ# 1 el : np# 1 ≡ C# ι# 4 el σ# E# n# 2 el 2 + el V# : t# 0 : j# 1 np# range : 12 mat t# 1 j# el σ# E# n# 2 el 1 + j# + el V# str2num : C# ι# 4 el t# num2str : 31 line if t# 0 : j# 1 E# n# 2 el range : 12 mat C# ι# 3 el t# j# el σ# j# 1 + el str2num : (: N# N# t# stack max eval : 71 line if 31 line for M# N# 1 + : k# 1 M# range : 12 mat X# k# el'V(k# 1 - num2str) concat str2num : k# 1 ι# range r# C# k# 1 el : n# E# r# 2 el : 12 mat u# E# v F# E# r# u# el : C# k# 4 el str2num F# 21 line : u# N# u# n# ≤ C# k# 3 el u# el 1 + M# u# + n# - if 11 line : Σ# 4 E# : ν# Σ# rows : 12 mat Λ# 1 ν# range λ# Λ# N# : B# λ# el 5 E# Λ# el B# λ# el + : 12 mat Λ# n# > s#' 6 E# Λ# el num2str (' C# k# 2 el) concat : X# λ# el s# str2num X# λ# el + : 21 line if sc# 1 ν# range c# sc# N# : A# λ# c# el Σ# Λ# sc# el A# λ# c# el + : 12 mat for 31 line for M# M# ν# + n# - : 61 line for r# 2 M# range : A# A# r# r# el : B# B# r# el : X# X# r# el : 14 mat O# num2str ≡ VI# A# B# MLinSol : Y# A# B# X# VI# 1 N# range el VI# N# 1 + (M# 1 - (range el 15 mat : 21 line O# num2str ABX ≡ Y# A# B# X# 13 mat : Y# 0 : if Y# num2str str2num 111 line if 61 line :

N Number_of_nodes ≡

MC STAMP_POS NAMES NODES_VEC NUMBER_OF_VALUES VALUES 15 mat ≡

ι elements_in_cir ≡

np number_of_params ≡

cir# dot# MNA cir# dot# MNA 11 line :

cir# MNA cir# MNA 11 line :

<content> Spice </content>

Wraper for spice#

χ# A# X# Spice C# spice#("* circuit CR concat : Y# 02 matrix : 12 mat c# χ# 3 s MNA C# C# CR c# concat : for a# A# α# a# 3 s MNA C# C# CR α# concat : for for C# C# CR .SAVE @ CR .END","@") concat : x# X# num2str vectorize' strrep vectorize Y# Y# C# @ x# strrep str2num x# - 12 mat try stack eval : for Y# 61 line :

V1 1 0R1 1 2C1 2 0Ri1 1 3CT1 1 3LK1 3 4RK1 4 5CK1 5 0Rio1 5 0CH1 5 0Ri2 2 6CT2 2 6LK2 6 7RK2 7 8CK2 8 0RiO2 8 0CH2 8 0 χs χs :

V1 1 0 V1sR1 1 2 327.1kC1 2 0 200pRi1 1 3 9MCT1 1 3 12.78pLK1 3 4 250nRK1 4 5 1.5CK1 5 0 100pRio1 5 0 1MCH1 5 0 15pRi2 2 6 9MCT2 2 6 12.78pLK2 6 7 250nRK2 7 8 1.5CK2 8 0 100pRiO2 8 0 1MCH2 8 0 15p χ# :

3

4

5

1

2

6

7

8

Numeric solution

circ χ# description V1s SINE(0 0.7071 10000 0) strrep :

mode .TRAN 0 10000u 700u 1u :

save .SAVE V(1) V(2) I(R1) :

CR \ 000D \ concat str2num num2str :

M {CR}{circ}{CR}{mode}{CR}{save}{CR}.END_spice# :

T M 1 col :

T M 2 col augment T 100000 M 3 col * augment 2 1 sys

Simbolic solution

A B X V I 15 mat χs MNA :

A R1 1 s CT1 * Ri1 * + (* Ri1 + R1 Ri1 * / 1 R1 / - 1 s CT1 * Ri1 * + Ri1 / - 0000011 R1 / - R1 1 s CT2 * Ri2 * + s C1 * Ri2 * + (* Ri2 + R1 Ri2 * / 0001 s CT2 * Ri2 * + Ri2 / - 0001 s CT1 * Ri1 * + Ri1 / - 0 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + s LK1 * Ri1 * / 1 s LK1 * / - 00000001 s LK1 * / - RK1 s LK1 * + s LK1 * RK1 * / 1 RK1 / - 00000001 RK1 / - RK1 1 s CH1 * Rio1 * + s CK1 * Rio1 * + (* Rio1 + RK1 Rio1 * / 000001 s CT2 * Ri2 * + Ri2 / - 000 Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + s LK2 * Ri2 * / 1 s LK2 * / - 00000001 s LK2 * / - RK2 s LK2 * + s LK2 * RK2 * / 1 RK2 / - 00000001 RK2 / - RK2 1 s CH2 * RiO2 * + s CK2 * RiO2 * + (* RiO2 + RK2 RiO2 * / 010000000099 mat

I RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 s LK2 * + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* RK2 * + (* - RiO2 Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* s * LK2 * + (1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (* RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 * Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* + (* Ri2 * + (Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - s Rio1 * LK1 * Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* + (1 s CT1 * Ri1 * + (2^R1 * s * LK1 * - Ri1 R1 1 s CT1 * Ri1 * + (* + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* + (* s RK1 * 1 s CT1 * Ri1 * + (2^* LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (* Ri1 * R1 * + (* - Ri2 Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 s LK2 * + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* RK2 * + (* - RiO2 Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* s * LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 * + (V1 * Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (s * LK2 * RiO2 * Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* + (* Ri2 * RK2 s LK2 * + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* RK2 * + (1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (* - (* + (* R1 * Ri1 * / - 11 mat

B 00000000 V1 91 mat

X 1 V 2 V 3 V 4 V 5 V 6 V 7 V 8 V V1 I 91 mat

V V1 Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (Ri2 * RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 s LK2 * + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* RK2 * + (* RiO2 s * LK2 * Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* - (* V1 * 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (s * LK2 * RiO2 * Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* + (* Ri2 * RK2 s LK2 * + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* RK2 * + (1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (* - (* + / - s LK1 * 1 s CT1 * Ri1 * + (* Rio1 s * LK1 * - RK1 s LK1 * + (Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (* + (* V1 * Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - / - s RK1 * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (* 1 s CT1 * Ri1 * + (* V1 * Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - / - 1 s CT1 * Ri1 * + (Rio1 * s * LK1 * RK1 * V1 * Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - / - s LK2 * 1 s CT2 * Ri2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (s * LK2 * RiO2 * Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* + (* Ri2 * RK2 s LK2 * + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* RK2 * + (1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (* - (* + (* Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 s LK2 * + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* RK2 * + (* s LK2 * RiO2 * Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* - (* - (1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (* Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (s * LK2 * RiO2 * Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (RK2 * Ri2 * RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (* - (* RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* + (* Ri2 * RK2 s LK2 * + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* RK2 * + (1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (* - (* + (* - (Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* s Rio1 * LK1 * Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* - (1 s CT1 * Ri1 * + (2^R1 * s * LK1 * - Ri1 R1 1 s CT1 * Ri1 * + (* + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* + (* - s RK1 * 1 s CT1 * Ri1 * + (2^* R1 * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (* Ri1 * + (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (s * LK2 * RiO2 * Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* + (* Ri2 * RK2 s LK2 * + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* RK2 * + (1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (* - (* + (* Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 s LK2 * + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* RK2 * + (* s LK2 * RiO2 * Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* - (* - (* Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 * - (* V1 * Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* + (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (s * LK2 * RiO2 * Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* + (* Ri2 * RK2 s LK2 * + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* RK2 * + (1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (* - (* + (* Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri1 * / - s 1 s CT2 * Ri2 * + (* LK2 * Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* RK2 * Ri2 * RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (* V1 * 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (s * LK2 * RiO2 * Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* + (* Ri2 * RK2 s LK2 * + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* RK2 * + (1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (* - (* + / - s LK2 * RiO2 * Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* 1 s CT2 * Ri2 * + (* RK2 * Ri2 * V1 * 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (s * LK2 * RiO2 * Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* RiO2 RK2 1 s RiO2 * CH2 CK2 + (* + (* + (RK2 Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* 1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* + (* Ri2 * RK2 s LK2 * + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* - (* Ri2 Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (Rio1 * s * LK1 * - Rio1 RK1 1 s Rio1 * CH1 CK1 + (* + (* + (RK1 s LK1 * + (Ri1 1 s 2^CT1 * LK1 * + (* s LK1 * + (* Ri1 RK1 * - (* + (* RK2 * + (1 s CT2 * Ri2 * + (2^R1 * s * LK2 * - Ri2 R1 1 s Ri2 * CT2 C1 + (* + (* + (Ri2 1 s 2^CT2 * LK2 * + (* s LK2 * + (* + (* - (* + / - 81 mat

Alvaro

4 appVersion 1.73.9126.0