%From: "R. Sekhar Chivukula" <sekhar@abel.bu.edu>
%Date: Wed, 28 Jun 95 13:43:36 -0400
%Date (revised): Wed, 28 Jun 95 13:54:49 -0400
%Date (revised): Wed, 20 Sep 95 11:16:10 -0400

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\newcommand{\hc}{ {\rm h.c.} }
\newcommand{\ME}{ M_{ETC} }
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\newcommand{\TC}{technicolor}
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\hyphenation{sub-sti-tut-ing quad-rat-ic fer-mions hy-per-charge
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\begin{document}

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\centerline{\normalsize\bf ISOSPIN BREAKING AND THE TOP-QUARK MASS IN}
\baselineskip=22pt
\centerline{\normalsize\bf MODELS OF DYNAMICAL ELECTROWEAK SYMMETRY
BREAKING\footnote{Talk presented by R.~S.~Chivukula at the
{\it Workshop on Top Quark Physics}, Iowa State University,
Ames, IA, May 25-26, 1995  and the {\it Yukawa International Seminar
`95}, Yukawa Institute, Kyoto, Aug. 21-25, 1995}}
\baselineskip=16pt

\centerline{\footnotesize R.S. Chivukula, B.A. Dobrescu, and J. Terning}
\baselineskip=13pt
\centerline{\footnotesize\it Physics Department, Boston University}
\baselineskip=12pt
\centerline{\footnotesize\it 590 Commonwealth Ave.}
\centerline{\footnotesize\it Boston, MA 02215 USA}
\centerline{\footnotesize E-mail: sekhar@bu.edu,
dobrescu@budoe.bu.edu, terning@calvin.bu.edu}
\baselineskip=16pt
\centerline{\footnotesize\sf BUHEP-95-22 \& hep-ph/9506450}


\vspace*{0.9cm}
 \abstracts{ In this talk we review the physics of top-quark mass
generation in models of dynamical electroweak symmetry breaking and
the constraints on this physics arising from limits on the deviation
of the weak interaction $\rho$-parameter from one. We then discuss
top-color assisted technicolor in this context.  }

\normalsize\baselineskip=15pt
\setcounter{footnote}{0}
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\section{$m_t$ in Models of Dynamical Electroweak Symmetry Breaking}
\label{sec:mt}


In technicolor models, the masses of the ordinary fermions are due to
their coupling, through additional, broken, extended-technicolor (ETC)
gauge-interactions\cite{ETC}, to the technifermions:

\beq
\epsfxsize 4cm \centerline{\epsffile{tETC.eps}}
\eeq

\noindent
which leads to a mass for the top-quark

\beq
m_t \approx {g^2 \over M^2_{ETC}} \langle\bar{U} U \rangle_{M_{ETC}}\ ,
\eeq

\noindent
where we have been careful to note that it is the value of the
technifermion condensate renormalized at the scale $M_{ETC}$ which is
relevant.

For a QCD-like technicolor, where there is no substantial
difference between $\langle\bar{U} U \rangle_{M_{ETC}}$ and
$\langle\bar{U} U \rangle_{\Lambda_{TC}}$, we can use naive
dimensional analysis\cite{dimanal} to estimate the technifermion
condensate, arriving at a top-quark mass

\beq
m_t \approx {g^2 \over M^2_{ETC}} 4 \pi F^3\ ,
\eeq

\noindent
where $F$ is the analog of the pion decay-constant (93 MeV, in my
normalization) in QCD. We can invert this relation to find the
characteristic mass-scale of top-quark mass-generation

\beq
{M_{ETC} \over g} \approx 1\ {\rm TeV} \left({F  \over 246\ {\rm
GeV}}\right)^{3\over 2} \left({175\ {\rm GeV} \over m_t}\right)^{1\over
2}.
\label{blitz}
\eeq

We immediately see that the scale of top-quark mass generation is
likely to be {\it quite} low, unless the value of the technifermion
condensate ($\langle\bar{U} U \rangle_{M_{ETC}}$) can be raised
significantly above the value predicted by naive dimensional
analysis. The prospect of such a low ETC-scale is both tantalizing and
problematic. As we will see in the next section, constraints from the
deviation of the weak interaction $\rho$ parameter from one suggest
that the scale may have to be larger than one TeV.

The most promising approach\cite{strongETC} to enhance the
technifermion condensate and accommodate the top-quark mass is
``strong-ETC''. As the size of the ETC-coupling
approaches the critical value for chiral symmetry breaking, it is
possible to enhance the running technifermion self-energy $\Sigma(k)$
at large momenta (see Figure \ref{figone}).

\begin{figure}[htb]
\vspace{0.25cm}
\epsfxsize 8cm \centerline{\epsffile{evans_fig1.eps}}
\caption{Plot\protect\cite{evans} of technifermion self energy $\Sigma(k)$ vs.
momentum
(both in TeV), as predicted by the gap-equation in the rainbow
approximation, for various strengths of the ETC coupling relative to
their critical value $g_C$.}
\label{figone}
\vspace{0.25cm}
\end{figure}

\noindent
Since the technifermion condensate is related to the trace of the
fermion propagator.

\beq
\langle\bar{U} U \rangle_{M_{ETC}} \propto \int^{M^2_{ETC}}
dk^2 \Sigma(k)\ ,
\eeq

\noindent
a slowly-falling running-mass translates to an enhanced
condensate\footnote{More physically, in terms of the relevant
low-energy theory, it can be shown that the enhancement of the
top-quark mass is due to the dynamical generation of a light scalar
state\cite{Comp}}.

\begin{figure}[htb]
\vspace{0.25cm}
\epsfxsize 8cm \centerline{\epsffile{evans_fig3.eps}}
\caption{Plot\protect\cite{evans} of top mass (in GeV) vs. ETC
coupling ($g/g_c$ in \%), as predicted by gap-equation in the rainbow
approximation, for ETC scales of 10 and 100 TeV.}
\label{figtwo}
\vspace{0.25cm}
\end{figure}


Unfortunately, there is no such thing as a free lunch.  As we see from
Fig. \ref{figtwo}, the enhancement of the technifermion self-energy in
strong-ETC theories comes at the cost of a ``fine-tuning" of the
strength of the ETC coupling relative to the critical value where the
ETC interactions would, in and of themselves, generate chiral symmetry
breaking. In the context of the NJL approximation\cite{NJL}, we find that
enhancement of the top quark mass is directly related to the severity
of this adjustment,

\beq
{\langle\bar{U} U \rangle_{\Lambda_{TC}}\over \langle\bar{U} U
\rangle_{M_{ETC}}} \approx {\Delta g^2 \over g^2_c}~,
\label{price}
\eeq

\noindent
where $\Delta g^2 \equiv g^2 - g^2_C$.

\section{$\Delta\rho_*$}
\label{sec:deltarho}


The physics which is responsible for top-quark mass generation must
violate custodial $SU(2)$ since, after all, this physics must give rise
to the disparate top- and bottom-quark masses.


\subsection{Direct Contributions}

ETC operators which violate custodial isospin by two units ($\Delta I
= 2$) are particularly dangerous\cite{isospin2}. Denoting the
right-handed technifermion doublet by $\psi_R$, consider the operator

\beq
{g^2 \over M^2} \left(\bar{\Psi}_R \gamma_\mu \sigma_3 \Psi_R\right)^2~~,
\label{cohler}
\eeq

\noindent
which can be interpreted as the (mass-)mixing of the $Z$ with an isosinglet ETC
gauge-boson

\beq
\epsfxsize 5cm \centerline{\epsffile{fig1a_hacked.ps}}
\eeq

\noindent
and give rise to a contribution to $\Delta\rho_*$\footnote{
Contributions of this sort occur naturally in ETC-models which give
rise to the top-quark mass\protect\cite{wu}.}.


If there are $N_D$ doublets of the technifermions and they
give rise to a contribution to $M^2_W$ proportional to $N_D F^2$, the
contribution of the operator in eqn. (\ref{cohler}) to the $\rho$
parameter can be calculated to be

\beqa
\Delta\rho_* & \approx &  {2 g^2 \over M^2} {N^2_D F^4 \over v^2} \\
& \approx &  12\%\  g^2 \left({N_D F^2 \over (246 \ {\rm
GeV})^2}\right)^2 \left({1 \ {\rm TeV} \over M}\right)^2 ~.
\label{important}
\eeqa

\noindent
Current limits\cite{tc2isospin} on the parameter $T$ ($\Delta
\rho_* = \alpha T$) imply that $\Delta\rho_* \lae 0.4\% $.


There are two ways in which one may try to satisfy this constraint.
The equation above implies

\beq
{M\over g} \gae  5.5\ {\rm TeV} \left( {N_D F^2 \over (246\ {\rm
GeV})^2}\right)\ .
\eeq

\noindent
If $N_D F^2 \approx (246\ {\rm GeV})^2$, that is if the sector giving
rise to the top-quark mass is responsible for the bulk of EWSB, then
the scale $M$ must be much larger than the naive 1 TeV expectation in
QCD-like technicolor.  Comparing this with eqns. (\ref{blitz}) and
(\ref{price}) above, we see that the enhancement of the condensate
needed requires a fine-tuning of order 3\%
($\approx (1/5.5)^2$) in
order to produce a top-quark mass of order 175 GeV.
Alternatively, we may re-write the bound as

\beq
F \lae {105\ {\rm GeV} \over \sqrt{N_D}} \left( {M/g \over 1\ {\rm
TeV}}\right)^{1\over 2}
\eeq

\noindent
If $M/g$ is of order 1 TeV, it is necessary that the sector
responsible for top quark mass generation {\em not} give rise to the
bulk of EWSB.  This is essentially what happens in multiscale models
\cite{multi,chiraltc} and in top-color assisted technicolor
\cite{top-color}.


\subsection{Indirect Contributions}

A second class of potentially dangerous contributions come from
isospin violation in the technifermion mass spectrum.  In a manner
analogous to the contribution\cite{Drho} of the $t-b$ mass splitting to $\Delta
\rho$, any difference in the dynamical masses of two technifermions in
the {\em same} doublet will give rise to deviations in the $\rho$
parameter from one. The size of this effect can be estimated \`a la
Pagels-Stokar\cite{pagels},

\beq
\Delta \rho_* \propto {N_D\, d \over 16 \pi^2}
\left({\Sigma_U(0) - \Sigma_D(0)}\over v\right)^2~~,
\eeq

\noindent
where $N_D$ and $d$ are the the number of doublets and dimension of
the technicolor representation respectively.  Since we require $\Delta
\rho_* \lae 0.4$\%, the equation above implies

\beq
N_D\, d \left({\Delta\Sigma(0)\over m_t}\right)^2 \lae 1.3 \, \, .
\label{ilimit}
\eeq

\noindent
{}From this we see that, $\Delta \Sigma(0)$ must be less than of order
$m_t$ \footnote{Perhaps, given the crude approximations involved, one may be
able to live with $d=2$ in the fundamental of and $SU(2)$ technicolor
group with one doublet.}.

However, if the $t$ and $b$ get their mass from the same technidoublet, then at
the ETC-scale we expect that there is no difference between the $t$,
$b$ and the corresponding technifermions\cite{strongETC}

\beqa
\Delta\Sigma(M_{ETC})& \equiv & \Sigma_U(M_{ETC}) - \Sigma_D(M_{ETC})
\approx  \nonumber \\
\Delta m(M_{ETC}) & \equiv & m_t(M_{ETC}) - m_b(M_{ETC})~.
\label{problem}
\eeqa

\noindent
Furthermore, if QCD is the only interaction which contributes to the
scaling of the $t$ and $b$ masses, we expect $\Delta m(M_{ETC}) \approx
m^{pole}_t$, and from scaling properties of the technifermion
self-energies, we expect $\Delta\Sigma(0) \gae \Delta
\Sigma(M_{ETC})$.


There are two ways to avoid these constraints.  One is that perhaps
there are {\it additional} interactions which contribute to the
scaling of the top- and bottom-masses below the ETC scale, and hence
that $\Delta m(M_{ETC}) \ll m_t^{pole}$. This would be the case if the
$t$ and/or $b$ get only a {\em portion} of their mass from the
technicolor interactions, and would imply that the third generation
must have (strong) interactions different from the technifermions (and
possibly from the first and second generations).  Another possibility
is that the $t$ and $b$ get mass from {\em different} technidoublets,
each of which have isospin-symmetric masses. The first alternative is
the solution chosen in top-color assisted technicolor models (see
below), while the latter has only recently begun to be
explored\cite{isosymmetric}.


%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\section{Case Study: Top-Color Assisted Technicolor}
\label{sec:tcii}



Recently\cite{top-color}, Hill has introduced a model in which a
top-condensate is driven by the combination of a strong, but
spontaneously broken and non-confining, isospin-symmetric top-color
interaction and an additional (either weak or strong) isospin-breaking
$U(1)$ interaction which couple only to the third generation
quarks.
At low-energies, the top-color and hypercharge interactions of the
third generation quarks may be approximated by four-fermion operators

\beq
{\cal L}_{4f} = -{{4\pi
\kappa_{tc}}\over{M^2}}\left[\overline{\psi}\gamma_\mu {{\lambda^a}\over{2}}
\psi \right]^2
-{{4\pi \kappa_1}\over{M^2}}\left[{1\over3}\overline{\psi_L}\gamma_\mu  \psi_L
+{4\over3}\overline{t_R}\gamma_\mu  t_R
-{2\over3}\overline{b_R}\gamma_\mu  b_R
\right]^2~,
\label{L4t}
\eeq

\noindent
where $\psi$ represents the top-bottom doublet, $\kappa_{tc}$ and
$\kappa_1$ are related respectively to the top-color and $U(1)$
gauge-couplings squared, and where (for convenience) we have assumed
that the top-color and $U(1)$ gauge-boson masses are comparable and of
order $M$. In order to produce a large top quark mass without giving
rise to a correspondingly large bottom quark mass, the combination of
the top-color and extra hypercharge interactions are assumed to be
critical in the case of the top quark but not the bottom quark:

\beq
\kappa^t_{eff} = \kappa_{tc} +{1\over3}\kappa_1 >
\kappa_c = {{3\pi}\over{8}} >
\kappa^b_{eff}=\kappa_{tc} -{1\over 6}\kappa_1~.
\label{kc}
\eeq

The contribution of the top-color sector to electroweak symmetry
breaking can be quantified by the $F$-constant of this sector.  In the
NJL approximation\cite{NJL}, for $M$ of order 1 TeV, and $m_t
\approx 175$ GeV, we find
\beq
f_t^2 \equiv    {{N_c }\over{8\pi^2}}\, m_t^2
\log\left({{M^2}\over{m_t^2}}\right) \approx (64\ {\rm GeV})^2~.
\label{ft}
\eeq


\subsection{Direct Isospin Violation}

As $f_t$ is small compared to 246 GeV,
technicolor is necessary to
produce the bulk of EWSB and to give mass to the light
fermions. However, the heavy and light fermions must mix --- hence, we
would naturally expect that at least some of the {\it technifermions}
carry the extra $U(1)$ interaction.  If the additional $U(1)$
interactions violate custodial symmetry\footnote{It has been
noted\cite{isosymmetric} that if the top- and bottom-quarks receive
their masses from {\em different} technidoublets, it is possible to
assign the extra $U(1)$ quantum numbers in a custodially invariant
fashion.}, the $U(1)$ coupling will have to be quite small to keep
this contribution to $\Delta \rho_*$ small\cite{tc2isospin}.  We will
illustrate this in the one-family technicolor\cite{onefam} model,
assuming that techniquarks and technileptons carry $U(1)$-charges
proportional to the hypercharge of the corresponding ordinary
fermion\footnote{Note that this choice is anomaly-free.}. We can
rewrite the effective $U(1)$ interaction of the technifermions as

\beq
{\cal L}_{4T1} =-{{4\pi
\kappa_1}\over{M^2}}\left[{1\over3}\overline{\Psi}\gamma_\mu  \Psi
+\overline{\Psi}_R\gamma_\mu  \sigma^3 \Psi_R
-\overline{L} \gamma_\mu L
+ \overline{L}_R \gamma_\mu\sigma^3 L_R
\right]^2~,
\label{L4T}
\eeq

\noindent
where $\Psi$ and $L$ are the techniquark and technilepton
doublets respectively.

{}From the analysis given above (eqn. (\ref{important})), we see that
the contribution to $\Delta
\rho_*$ is\cite{tc2isospin}:
\beq
\Delta \rho_{*}^{\rm T} \approx 152\% \
\kappa_1 \left({{1\ {\rm TeV}}\over{M}}\right)^2~.
\label{rhoT}
\eeq

\noindent
Therefore if $M$ is of order 1 TeV, and the extra $U(1)$ has
isospin-violating couplings to technifermions, $\kappa_1$ must be
extremely small.



\subsection{Indirect Isospin Violation}

In principle, since the isospin-splitting of the top and bottom are
driven by the combination of top-color and the extra $U(1)$, the
technifermions can be degenerate. In this case, the only indirect
contribution to the $\rho$ parameter at one-loop is the usual
contribution coming from loops of top- and bottom-quarks\cite{Drho}.
However, since there are additional interactions felt by the
third-generation of quarks, there are ``two-loop'' contributions of
the form

\beq
\epsfxsize 5cm \centerline{\epsffile{fig1b_hacked.ps}}
\label{twoloop}
\eeq
This contribution yields\cite{tc2isospin}
\beq
\Delta \rho_{*}^{\rm tc} \approx 0.53\%
\left({\kappa_{tc}\over \kappa_c}\right)
\left(1\ {\rm TeV}\over M\right)^2
\left(f_t \over 64\ {\rm GeV}\right)^4
{}~.
\label{rhot}
\eeq

\noindent
Combining this with eqn. (\ref{ft}), we find that
\beq
M \gae 1.4\ {\rm TeV}
\eeq

\noindent
for $\kappa_{tc} \approx \kappa_c$.  This immediately puts a
constraint on the mass of the top-color gluon which is comparable to
the direct limits currently obtained by CDF\cite{cdftwojet}.

\subsection{Fine-Tuning}

Finally, we must require that the sum of the effects of eqns. (\ref{rhoT})
and (\ref{rhot}) do not give rise to an experimentally disallowed
contribution to the $\rho$ parameter.  Equation (\ref{rhoT}) implies
that $\kappa_1$ must either be very small, or $M$ very large. However,
we must also simultaneously satisfy the constraint of eqn. (\ref{kc}),
which implies that

\beq
{\Delta\kappa_{tc}\over\kappa_c} = \left|{{\kappa_{tc}-\kappa_c}
\over \kappa_c}\right| \le
{1 \over 3} {\kappa_1\over \kappa_c}~,
\label{dktc}
\eeq

\noindent
Therefore, if $M$ is low and $\kappa_1$ is small, the
top-color coupling must be tuned close to the critical value for
chiral symmetry breaking. On the other hand, if $\kappa_1$ is not
small and $M$ is relatively large the {\em total} coupling of the
top-quark must be tuned close to the critical NJL value\cite{NJL} for
chiral symmetry breaking in order to keep the top-quark mass low,
\beq
{\Delta\kappa_{eff}\over\kappa_c} =
{{\kappa^t_{eff}-\kappa_c}\over \kappa_c} =
{{{m^2_t\over M^2}\log{M^2\over m^2_t}} \over {1-{{m^2_t\over
M^2}\log{M^2\over m^2_t}}}}~.
\label{dkefft}
\eeq
These two constraints are shown in Fig. \ref{figfour}.  For $M>$ 1.4
TeV, we find that either $\Delta\kappa_{tc}/
\kappa_c$ or $\Delta\kappa_{eff}/\kappa_c$ must be tuned to
less than 1\%.  This trade-off in fine tunings is displayed in
figure 4.  For the ``best" case where both tunings are of order 1\%,
$M=4.5$ TeV.


\begin{figure}[htb]
\vspace{0.25cm}
\epsfxsize 8cm \centerline{\epsffile{fig3_hacked.ps}}
\caption{The amount of fine-tuning required\protect\cite{tc2isospin} in the
${\rm TC}^2$ model.
The dashed line is the amount of fine-tuning in $\Delta\kappa_{eff}$
required to keep $m_t$ much lighter than $M$, see equation
(\ref{dkefft}). The solid curve shows the amount of fine-tuning (see
equation (\ref{dktc})) in $\Delta\kappa_{tc}$ required to satisfy the
bound $\Delta \rho_* < 0.4$\%.  The region excluded by the
experimental constraint on $\Delta \rho_*$ is above the solid
curve.}
\label{figfour}
\vspace{0.25cm}
\end{figure}


%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\section{Conclusions}
\label{sec:concl}

We have seen that a large top quark mass has a number of
important implications for dynamical electroweak symmetry
breaking:

\begin{itemize}
\item[$\bullet$]
A large top-quark mass naturally implies, in models of dynamical
electroweak symmetry breaking, the possibility of a correspondingly
low scale for the scale of top flavor-physics.

\item[$\bullet$]
The physics responsible for the large isospin breaking in the $t-b$
mass splitting can lead to potentially dangerous ``direct" and ``indirect"
effects in the $W$ and $Z$ masses.

\item[$\bullet$]
The direct and indirect effects can be mitigated if the sector which
is responsible for the top- and bottom-masses does {\em not} provide the
bulk of electroweak symmetry breaking and, conversely, if the sector
responsible for the $W$ and $Z$ masses gives rise to only a {\em small
portion} of the top- and bottom-masses. This can happen only if the top
and bottom feel {\em strong} interactions which are not shared by the
technifermions and, possibly, the first two generations.

\item[$\bullet$]
In top-color assisted technicolor, the extra top-color interactions
give rise to additional indirect contributions to $\Delta \rho$, and
we must require that $M_{g} \gae 1.4\  {\rm TeV}$. Furthermore, If the extra
$U(1)$ has isospin-violating couplings to technifermions, we require
fine-tuning of order 1\%.

\end{itemize}

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%

\centerline{\bf Acknowledgments}

We thank Tom Appelquist, Nick Evans, and Ken Lane for helpful
conversations, and Mike Dugan for help in preparing the manuscript.
R.S.C. acknowledges the support of an NSF Presidential Young
Investigator Award, and a DOE Outstanding Junior Investigator Award.
{\em This work was supported in part by the National Science
Foundation under grant PHY-9057173, and by the Department of Energy
under grant DE-FG02-91ER40676.}


%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%

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\end{document}






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\bibitem{pagels} H.evans_fig1.eps                                                                                      0000644 0000044 0000044 00000267073 05763625750 0015221 0                                                                                                    ustar 00e-prints                        e-prints                        0000000 0000000                                                                                                                                                                        %!PS-Adobe-2.0 EPSF-2.0
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121 D E end
%%EndProlog
%%BeginSetup
TeXDict begin
%%EndSetup
%%Page: 1 1
144 288 324 216 rectclip
-2 -222 translate
1 1 bop 
1.7 setlinewidth
408 1004 a 20 w np 408 1004 a 428 1004 li st 1196 w -20
w np 1624 1004 a 1604 1004 li st 365 1017 a Fe(0)408
908 y 20 w np 408 908 a 428 908 li st 1196 w -20 w np
1624 908 a 1604 908 li st 333 921 a(0.1)408 813 y 20
w np 408 813 a 428 813 li st 1196 w -20 w np 1624 813
a 1604 813 li st 333 826 a(0.2)408 717 y 20 w np 408
717 a 428 717 li st 1196 w -20 w np 1624 717 a 1604 717
li st 333 730 a(0.3)408 622 y 20 w np 408 622 a 428 622
li st 1196 w -20 w np 1624 622 a 1604 622 li st 333 635
a(0.4)408 526 y 20 w np 408 526 a 428 526 li st 1196
w -20 w np 1624 526 a 1604 526 li st 333 539 a(0.5)408
431 y 20 w np 408 431 a 428 431 li st 1196 w -20 w np
1624 431 a 1604 431 li st 333 444 a(0.6)408 335 y 20
w np 408 335 a 428 335 li st 1196 w -20 w np 1624 335
a 1604 335 li st 333 348 a(0.7)408 240 y 20 w np 408
240 a 428 240 li st 1196 w -20 w np 1624 240 a 1604 240
li st 333 253 a(0.8)408 1004 y -20 x np 408 1004 a 408
984 li st -744 x 20 x np 408 240 a 408 260 li st 397
1062 a(0)530 1004 y -20 x np 530 1004 a 530 984 li st
-744 x 20 x np 530 240 a 530 260 li st 519 1062 a(1)651
1004 y -20 x np 651 1004 a 651 984 li st -744 x 20 x
np 651 240 a 651 260 li st 640 1062 a(2)773 1004 y -20
x np 773 1004 a 773 984 li st -744 x 20 x np 773 240
a 773 260 li st 762 1062 a(3)894 1004 y -20 x np 894
1004 a 894 984 li st -744 x 20 x np 894 240 a 894 260
li st 883 1062 a(4)1016 1004 y -20 x np 1016 1004 a 1016
984 li st -744 x 20 x np 1016 240 a 1016 260 li st 1005
1062 a(5)1138 1004 y -20 x np 1138 1004 a 1138 984 li
st -744 x 20 x np 1138 240 a 1138 260 li st 1127 1062
a(6)1259 1004 y -20 x np 1259 1004 a 1259 984 li st -744
x 20 x np 1259 240 a 1259 260 li st 1248 1062 a(7)1381
1004 y -20 x np 1381 1004 a 1381 984 li st -744 x 20
x np 1381 240 a 1381 260 li st 1370 1062 a(8)1502 1004
y -20 x np 1502 1004 a 1502 984 li st -744 x 20 x np
1502 240 a 1502 260 li st 1491 1062 a(9)1624 1004 y -20
x np 1624 1004 a 1624 984 li st -744 x 20 x np 1624 240
a 1624 260 li st 1603 1062 a(10)408 1004 y 1216 w np
408 1004 a 1624 1004 li st -764 x np 1624 1004 a 1624
240 li st -1216 w np 1624 240 a 408 240 li st 764 x np
408 240 a 408 1004 li st 122 634 a 
Fd()7 b ()941 1106 y
()r()g()621 442 y
(g)16 b Fk(=)d(0)621 537 y Fd(g)j Fk(=)d(0)p Fd(:)p Fk(6)p
Fd(g)796 544 y Fc(C)1259 681 y Fd(g)j Fk(=)d(0)p Fd(:)p
Fk(9)p Fd(g)1434 688 y Fc(C)609 431 y 542 460 a np 609
431 a 542 460 li st Fb(\031)609 526 y 530 555 a np 609
526 a 530 555 li st(\))1271 689 y 1259 784 a np 1271
689 a 1259 784 li st(\017)410 294 y 3 w np 410 294 a
413 294 li st 2 w np 413 294 a 415 294 li st 418 295
a np 415 294 a 418 295 li st 420 296 a np 418 295 a 420
296 li st 423 297 a np 420 296 a 423 297 li st 425 299
a np 423 297 a 425 299 li st 427 300 a np 425 299 a 427
300 li st 430 302 a np 427 300 a 430 302 li st 432 304
a np 430 302 a 432 304 li st 435 306 a np 432 304 a 435
306 li st 437 309 a np 435 306 a 437 309 li st 440 312
a np 437 309 a 440 312 li st 442 315 a np 440 312 a 442
315 li st 444 318 a np 442 315 a 444 318 li st 447 321
a np 444 318 a 447 321 li st 449 325 a np 447 321 a 449
325 li st 452 328 a np 449 325 a 452 328 li st 454 332
a np 452 328 a 454 332 li st 457 336 a np 454 332 a 457
336 li st 459 340 a np 457 336 a 459 340 li st 462 345
a np 459 340 a 462 345 li st 464 349 a np 462 345 a 464
349 li st 466 354 a np 464 349 a 466 354 li st 469 358
a np 466 354 a 469 358 li st 471 363 a np 469 358 a 471
363 li st 474 368 a np 471 363 a 474 368 li st 476 373
a np 474 368 a 476 373 li st 479 378 a np 476 373 a 479
378 li st 481 383 a np 479 378 a 481 383 li st 483 389
a np 481 383 a 483 389 li st 486 394 a np 483 389 a 486
394 li st 488 399 a np 486 394 a 488 399 li st 491 405
a np 488 399 a 491 405 li st 493 410 a np 491 405 a 493
410 li st 496 416 a np 493 410 a 496 416 li st 498 421
a np 496 416 a 498 421 li st 500 427 a np 498 421 a 500
427 li st 503 432 a np 500 427 a 503 432 li st 505 438
a np 503 432 a 505 438 li st 508 444 a np 505 438 a 508
444 li st 510 449 a np 508 444 a 510 449 li st 513 455
a np 510 449 a 513 455 li st 515 461 a np 513 455 a 515
461 li st 517 466 a np 515 461 a 517 466 li st 520 472
a np 517 466 a 520 472 li st 522 477 a np 520 472 a 522
477 li st 525 483 a np 522 477 a 525 483 li st 527 488
a np 525 483 a 527 488 li st 530 494 a np 527 488 a 530
494 li st 532 499 a np 530 494 a 532 499 li st 534 505
a np 532 499 a 534 505 li st 537 510 a np 534 505 a 537
510 li st 539 516 a np 537 510 a 539 516 li st 542 521
a np 539 516 a 542 521 li st 544 526 a np 542 521 a 544
526 li st 547 532 a np 544 526 a 547 532 li st 549 537
a np 547 532 a 549 537 li st 551 542 a np 549 537 a 551
542 li st 554 547 a np 551 542 a 554 547 li st 556 552
a np 554 547 a 556 552 li st 559 557 a np 556 552 a 559
557 li st 561 562 a np 559 557 a 561 562 li st 564 567
a np 561 562 a 564 567 li st 566 572 a np 564 567 a 566
572 li st 569 577 a np 566 572 a 569 577 li st 571 582
a np 569 577 a 571 582 li st 573 586 a np 571 582 a 573
586 li st 576 591 a np 573 586 a 576 591 li st 578 596
a np 576 591 a 578 596 li st 581 600 a np 578 596 a 581
600 li st 583 605 a np 581 600 a 583 605 li st 586 609
a np 583 605 a 586 609 li st 588 614 a np 586 609 a 588
614 li st 590 618 a np 588 614 a 590 618 li st 593 622
a np 590 618 a 593 622 li st 595 626 a np 593 622 a 595
626 li st 598 631 a np 595 626 a 598 631 li st 600 635
a np 598 631 a 600 635 li st 603 639 a np 600 635 a 603
639 li st 605 643 a np 603 639 a 605 643 li st 607 647
a np 605 643 a 607 647 li st 610 651 a np 607 647 a 610
651 li st 612 655 a np 610 651 a 612 655 li st 615 659
a np 612 655 a 615 659 li st 617 663 a np 615 659 a 617
663 li st 620 666 a np 617 663 a 620 666 li st 622 670
a np 620 666 a 622 670 li st 624 674 a np 622 670 a 624
674 li st 627 677 a np 624 674 a 627 677 li st 629 681
a np 627 677 a 629 681 li st 632 684 a np 629 681 a 632
684 li st 634 688 a np 632 684 a 634 688 li st 637 691
a np 634 688 a 637 691 li st 639 695 a np 637 691 a 639
695 li st 641 698 a np 639 695 a 641 698 li st 644 701
a np 641 698 a 644 701 li st 646 705 a np 644 701 a 646
705 li st 649 708 a np 646 705 a 649 708 li st 651 711
a np 649 708 a 651 711 li st 654 714 a np 651 711 a 654
714 li st 656 717 a np 654 714 a 656 717 li st 658 720
a np 656 717 a 658 720 li st 661 723 a np 658 720 a 661
723 li st 663 726 a np 661 723 a 663 726 li st 666 729
a np 663 726 a 666 729 li st 668 732 a np 666 729 a 668
732 li st 671 735 a np 668 732 a 671 735 li st 673 738
a np 671 735 a 673 738 li st 676 741 a np 673 738 a 676
741 li st 678 743 a np 676 741 a 678 743 li st 680 746
a np 678 743 a 680 746 li st 683 749 a np 680 746 a 683
749 li st 685 752 a np 683 749 a 685 752 li st 688 754
a np 685 752 a 688 754 li st 690 757 a np 688 754 a 690
757 li st 693 759 a np 690 757 a 693 759 li st 695 762
a np 693 759 a 695 762 li st 697 764 a np 695 762 a 697
764 li st 700 767 a np 697 764 a 700 767 li st 702 769
a np 700 767 a 702 769 li st 705 772 a np 702 769 a 705
772 li st 707 774 a np 705 772 a 707 774 li st 710 776
a np 707 774 a 710 776 li st 712 779 a np 710 776 a 712
779 li st 714 781 a np 712 779 a 714 781 li st 717 783
a np 714 781 a 717 783 li st 719 786 a np 717 783 a 719
786 li st 722 788 a np 719 786 a 722 788 li st 724 790
a np 722 788 a 724 790 li st 727 792 a np 724 790 a 727
792 li st 729 794 a np 727 792 a 729 794 li st 731 796
a np 729 794 a 731 796 li st 734 798 a np 731 796 a 734
798 li st 736 801 a np 734 798 a 736 801 li st 739 803
a np 736 801 a 739 803 li st 741 805 a np 739 803 a 741
805 li st 744 807 a np 741 805 a 744 807 li st 746 808
a np 744 807 a 746 808 li st 748 810 a np 746 808 a 748
810 li st 751 812 a np 748 810 a 751 812 li st 753 814
a np 751 812 a 753 814 li st 756 816 a np 753 814 a 756
816 li st 758 818 a np 756 816 a 758 818 li st 761 820
a np 758 818 a 761 820 li st 763 821 a np 761 820 a 763
821 li st 766 823 a np 763 821 a 766 823 li st 768 825
a np 766 823 a 768 825 li st 770 827 a np 768 825 a 770
827 li st 773 828 a np 770 827 a 773 828 li st 775 830
a np 773 828 a 775 830 li st 778 832 a np 775 830 a 778
832 li st 780 833 a np 778 832 a 780 833 li st 783 835
a np 780 833 a 783 835 li st 785 836 a np 783 835 a 785
836 li st 787 838 a np 785 836 a 787 838 li st 790 839
a np 787 838 a 790 839 li st 792 841 a np 790 839 a 792
841 li st 795 843 a np 792 841 a 795 843 li st 797 844
a np 795 843 a 797 844 li st 800 845 a np 797 844 a 800
845 li st 802 847 a np 800 845 a 802 847 li st 804 848
a np 802 847 a 804 848 li st 807 850 a np 804 848 a 807
850 li st 809 851 a np 807 850 a 809 851 li st 812 852
a np 809 851 a 812 852 li st 814 854 a np 812 852 a 814
854 li st 817 855 a np 814 854 a 817 855 li st 819 857
a np 817 855 a 819 857 li st 821 858 a np 819 857 a 821
858 li st 824 859 a np 821 858 a 824 859 li st 826 860
a np 824 859 a 826 860 li st 829 862 a np 826 860 a 829
862 li st 831 863 a np 829 862 a 831 863 li st 834 864
a np 831 863 a 834 864 li st 836 865 a np 834 864 a 836
865 li st 838 866 a np 836 865 a 838 866 li st 841 868
a np 838 866 a 841 868 li st 843 869 a np 841 868 a 843
869 li st 846 870 a np 843 869 a 846 870 li st 848 871
a np 846 870 a 848 871 li st 851 872 a np 848 871 a 851
872 li st 853 873 a np 851 872 a 853 873 li st 855 874
a np 853 873 a 855 874 li st 858 876 a np 855 874 a 858
876 li st 860 877 a np 858 876 a 860 877 li st 863 878
a np 860 877 a 863 878 li st 865 879 a np 863 878 a 865
879 li st 868 880 a np 865 879 a 868 880 li st 870 881
a np 868 880 a 870 881 li st 873 882 a np 870 881 a 873
882 li st 875 883 a np 873 882 a 875 883 li st 877 884
a np 875 883 a 877 884 li st 880 885 a np 877 884 a 880
885 li st 882 886 a np 880 885 a 882 886 li st 885 887
a np 882 886 a 885 887 li st 887 888 a np 885 887 a 887
888 li st 890 889 a np 887 888 a 890 889 li st 2 w np
890 889 a 892 889 li st 894 890 a np 892 889 a 894 890
li st 897 891 a np 894 890 a 897 891 li st 899 892 a
np 897 891 a 899 892 li st 902 893 a np 899 892 a 902
893 li st 904 894 a np 902 893 a 904 894 li st 907 895
a np 904 894 a 907 895 li st 909 896 a np 907 895 a 909
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911 896 a 914 897 li st 916 898 a np 914 897 a 916 898
li st 919 899 a np 916 898 a 919 899 li st 921 900 a
np 919 899 a 921 900 li st 3 w np 921 900 a 924 900 li
st 926 901 a np 924 900 a 926 901 li st 928 902 a np
926 901 a 928 902 li st 931 903 a np 928 902 a 931 903
li st 933 904 a np 931 903 a 933 904 li st 3 w np 933
904 a 936 904 li st 938 905 a np 936 904 a 938 905 li
st 941 906 a np 938 905 a 941 906 li st 943 907 a np
941 906 a 943 907 li st 2 w np 943 907 a 945 907 li st
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908 a 950 909 li st 3 w np 950 909 a 953 909 li st 955
910 a np 953 909 a 955 910 li st 958 911 a np 955 910
a 958 911 li st 2 w np 958 911 a 960 911 li st 962 912
a np 960 911 a 962 912 li st 965 913 a np 962 912 a 965
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li st 3 w np 972 915 a 975 915 li st 977 916 a np 975
915 a 977 916 li st 980 917 a np 977 916 a 980 917 li
st 2 w np 980 917 a 982 917 li st 984 918 a np 982 917
a 984 918 li st 3 w np 984 918 a 987 918 li st 989 919
a np 987 918 a 989 919 li st 992 920 a np 989 919 a 992
920 li st 2 w np 992 920 a 994 920 li st 997 921 a np
994 920 a 997 921 li st 2 w np 997 921 a 999 921 li st
1001 922 a np 999 921 a 1001 922 li st 3 w np 1001 922
a 1004 922 li st 1006 923 a np 1004 922 a 1006 923 li
st 1009 924 a np 1006 923 a 1009 924 li st 2 w np 1009
924 a 1011 924 li st 1014 925 a np 1011 924 a 1014 925
li st 2 w np 1014 925 a 1016 925 li st 1018 926 a np
1016 925 a 1018 926 li st 3 w np 1018 926 a 1021 926
li st 1023 927 a np 1021 926 a 1023 927 li st 3 w np
1023 927 a 1026 927 li st 1028 928 a np 1026 927 a 1028
928 li st 3 w np 1028 928 a 1031 928 li st 1033 929 a
np 1031 928 a 1033 929 li st 2 w np 1033 929 a 1035 929
li st 1038 930 a np 1035 929 a 1038 930 li st 2 w np
1038 930 a 1040 930 li st 1043 931 a np 1040 930 a 1043
931 li st 2 w np 1043 931 a 1045 931 li st 1048 932 a
np 1045 931 a 1048 932 li st 2 w np 1048 932 a 1050 932
li st 1052 933 a np 1050 932 a 1052 933 li st 3 w np
1052 933 a 1055 933 li st 2 w np 1055 933 a 1057 933
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1060 934 a 1062 934 li st 1065 935 a np 1062 934 a 1065
935 li st 2 w np 1065 935 a 1067 935 li st 1070 936 a
np 1067 935 a 1070 936 li st 2 w np 1070 936 a 1072 936
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1074 937 a 1077 937 li st 2 w np 1077 937 a 1079 937
li st 1082 938 a np 1079 937 a 1082 938 li st 2 w np
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939 li st 2 w np 1087 939 a 1089 939 li st 2 w np 1089
939 a 1091 939 li st 1094 940 a np 1091 939 a 1094 940
li st 2 w np 1094 940 a 1096 940 li st 1099 941 a np
1096 940 a 1099 941 li st 2 w np 1099 941 a 1101 941
li st 3 w np 1101 941 a 1104 941 li st 1106 942 a np
1104 941 a 1106 942 li st 2 w np 1106 942 a 1108 942
li st 3 w np 1108 942 a 1111 942 li st 1113 943 a np
1111 942 a 1113 943 li st 3 w np 1113 943 a 1116 943
li st 1118 944 a np 1116 943 a 1118 944 li st 3 w np
1118 944 a 1121 944 li st 2 w np 1121 944 a 1123 944
li st 1125 945 a np 1123 944 a 1125 945 li st 3 w np
1125 945 a 1128 945 li st 2 w np 1128 945 a 1130 945
li st 1133 946 a np 1130 945 a 1133 946 li st 2 w np
1133 946 a 1135 946 li st 3 w np 1135 946 a 1138 946
li st 1140 947 a np 1138 946 a 1140 947 li st 2 w np
1140 947 a 1142 947 li st 3 w np 1142 947 a 1145 947
li st 1147 948 a np 1145 947 a 1147 948 li st 3 w np
1147 948 a 1150 948 li st 2 w np 1150 948 a 1152 948
li st 1155 949 a np 1152 948 a 1155 949 li st 2 w np
1155 949 a 1157 949 li st 2 w np 1157 949 a 1159 949
li st 1162 950 a np 1159 949 a 1162 950 li st 2 w np
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li st 1169 951 a np 1167 950 a 1169 951 li st 3 w np
1169 951 a 1172 951 li st 2 w np 1172 951 a 1174 951
li st 3 w np 1174 951 a 1177 951 li st 1179 952 a np
1177 951 a 1179 952 li st 2 w np 1179 952 a 1181 952
li st 3 w np 1181 952 a 1184 952 li st 1186 953 a np
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li st 2 w np 1189 953 a 1191 953 li st 3 w np 1191 953
a 1194 953 li st 1196 954 a np 1194 953 a 1196 954 li
st 2 w np 1196 954 a 1198 954 li st 3 w np 1198 954 a
1201 954 li st 1203 955 a np 1201 954 a 1203 955 li st
3 w np 1203 955 a 1206 955 li st 2 w np 1206 955 a 1208
955 li st 3 w np 1208 955 a 1211 955 li st 1213 956 a
np 1211 955 a 1213 956 li st 2 w np 1213 956 a 1215 956
li st 3 w np 1215 956 a 1218 956 li st 2 w np 1218 956
a 1220 956 li st 1223 957 a np 1220 956 a 1223 957 li
st 2 w np 1223 957 a 1225 957 li st 3 w np 1225 957 a
1228 957 li st 2 w np 1228 957 a 1230 957 li st 1232
958 a np 1230 957 a 1232 958 li st 3 w np 1232 958 a
1235 958 li st 2 w np 1235 958 a 1237 958 li st 3 w np
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959 a 1247 959 li st 2 w np 1247 959 a 1249 959 li st
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a 1254 960 li st 3 w np 1254 960 a 1257 960 li st 2 w
np 1257 960 a 1259 960 li st 3 w np 1259 960 a 1262 960
li st 1264 961 a np 1262 960 a 1264 961 li st 2 w np
1264 961 a 1266 961 li st 3 w np 1266 961 a 1269 961
li st 2 w np 1269 961 a 1271 961 li st 1274 962 a np
1271 961 a 1274 962 li st 2 w np 1274 962 a 1276 962
li st 3 w np 1276 962 a 1279 962 li st 2 w np 1279 962
a 1281 962 li st 3 w np 1281 962 a 1284 962 li st 1286
963 a np 1284 962 a 1286 963 li st 2 w np 1286 963 a
1288 963 li st 3 w np 1288 963 a 1291 963 li st 2 w np
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li st 1298 964 a np 1296 963 a 1298 964 li st 3 w np
1298 964 a 1301 964 li st 2 w np 1301 964 a 1303 964
li st 2 w np 1303 964 a 1305 964 li st 1308 965 a np
1305 964 a 1308 965 li st 2 w np 1308 965 a 1310 965
li st 3 w np 1310 965 a 1313 965 li st 2 w np 1313 965
a 1315 965 li st 3 w np 1315 965 a 1318 965 li st 2 w
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1322 966 li st 3 w np 1322 966 a 1325 966 li st 2 w np
1325 966 a 1327 966 li st 3 w np 1327 966 a 1330 966
li st 2 w np 1330 966 a 1332 966 li st 1335 967 a np
1332 966 a 1335 967 li st 2 w np 1335 967 a 1337 967
li st 2 w np 1337 967 a 1339 967 li st 3 w np 1339 967
a 1342 967 li st 2 w np 1342 967 a 1344 967 li st 3 w
np 1344 967 a 1347 967 li st 1349 968 a np 1347 967 a
1349 968 li st 3 w np 1349 968 a 1352 968 li st 2 w np
1352 968 a 1354 968 li st 2 w np 1354 968 a 1356 968
li st 3 w np 1356 968 a 1359 968 li st 1361 969 a np
1359 968 a 1361 969 li st 3 w np 1361 969 a 1364 969
li st 2 w np 1364 969 a 1366 969 li st 3 w np 1366 969
a 1369 969 li st 2 w np 1369 969 a 1371 969 li st 3 w
np 1371 969 a 1374 969 li st 1376 970 a np 1374 969 a
1376 970 li st 2 w np 1376 970 a 1378 970 li st 3 w np
1378 970 a 1381 970 li st 2 w np 1381 970 a 1383 970
li st 3 w np 1383 970 a 1386 970 li st 2 w np 1386 970
a 1388 970 li st 3 w np 1388 970 a 1391 970 li st 1393
971 a np 1391 970 a 1393 971 li st 2 w np 1393 971 a
1395 971 li st 3 w np 1395 971 a 1398 971 li st 2 w np
1398 971 a 1400 971 li st 3 w np 1400 971 a 1403 971
li st 2 w np 1403 971 a 1405 971 li st 1408 972 a np
1405 971 a 1408 972 li st 2 w np 1408 972 a 1410 972
li st 2 w np 1410 972 a 1412 972 li st 3 w np 1412 972
a 1415 972 li st 2 w np 1415 972 a 1417 972 li st 3 w
np 1417 972 a 1420 972 li st 2 w np 1420 972 a 1422 972
li st 1425 973 a np 1422 972 a 1425 973 li st 2 w np
1425 973 a 1427 973 li st 2 w np 1427 973 a 1429 973
li st 3 w np 1429 973 a 1432 973 li st 2 w np 1432 973
a 1434 973 li st 3 w np 1434 973 a 1437 973 li st 2 w
np 1437 973 a 1439 973 li st 1442 974 a np 1439 973 a
1442 974 li st 2 w np 1442 974 a 1444 974 li st 2 w np
1444 974 a 1446 974 li st 3 w np 1446 974 a 1449 974
li st 2 w np 1449 974 a 1451 974 li st 3 w np 1451 974
a 1454 974 li st 2 w np 1454 974 a 1456 974 li st 3 w
np 1456 974 a 1459 974 li st 1461 975 a np 1459 974 a
1461 975 li st 2 w np 1461 975 a 1463 975 li st 3 w np
1463 975 a 1466 975 li st 2 w np 1466 975 a 1468 975
li st 3 w np 1468 975 a 1471 975 li st 2 w np 1471 975
a 1473 975 li st 3 w np 1473 975 a 1476 975 li st 1478
976 a np 1476 975 a 1478 976 li st 3 w np 1478 976 a
1481 976 li st 2 w np 1481 976 a 1483 976 li st 2 w np
1483 976 a 1485 976 li st 3 w np 1485 976 a 1488 976
li st 2 w np 1488 976 a 1490 976 li st 3 w np 1490 976
a 1493 976 li st 2 w np 1493 976 a 1495 976 li st 3 w
np 1495 976 a 1498 976 li st 1500 977 a np 1498 976 a
1500 977 li st 2 w np 1500 977 a 1502 977 li st 3 w np
1502 977 a 1505 977 li st 2 w np 1505 977 a 1507 977
li st 3 w np 1507 977 a 1510 977 li st 2 w np 1510 977
a 1512 977 li st 3 w np 1512 977 a 1515 977 li st 2 w
np 1515 977 a 1517 977 li st 1519 978 a np 1517 977 a
1519 978 li st 3 w np 1519 978 a 1522 978 li st 2 w np
1522 978 a 1524 978 li st 3 w np 1524 978 a 1527 978
li st 2 w np 1527 978 a 1529 978 li st 3 w np 1529 978
a 1532 978 li st 2 w np 1532 978 a 1534 978 li st 2 w
np 1534 978 a 1536 978 li st 3 w np 1536 978 a 1539 978
li st 1541 979 a np 1539 978 a 1541 979 li st 3 w np
1541 979 a 1544 979 li st 2 w np 1544 979 a 1546 979
li st 3 w np 1546 979 a 1549 979 li st 2 w np 1549 979
a 1551 979 li st 2 w np 1551 979 a 1553 979 li st 3 w
np 1553 979 a 1556 979 li st 2 w np 1556 979 a 1558 979
li st 3 w np 1558 979 a 1561 979 li st 2 w np 1561 979
a 1563 979 li st 1566 980 a np 1563 979 a 1566 980 li
st 2 w np 1566 980 a 1568 980 li st 2 w np 1568 980 a
1570 980 li st 3 w np 1570 980 a 1573 980 li st 2 w np
1573 980 a 1575 980 li st 3 w np 1575 980 a 1578 980
li st 2 w np 1578 980 a 1580 980 li st 3 w np 1580 980
a 1583 980 li st 2 w np 1583 980 a 1585 980 li st 3 w
np 1585 980 a 1588 980 li st 1590 981 a np 1588 980 a
1590 981 li st 2 w np 1590 981 a 1592 981 li st 3 w np
1592 981 a 1595 981 li st 2 w np 1595 981 a 1597 981
li st 3 w np 1597 981 a 1600 981 li st 2 w np 1600 981
a 1602 981 li st 3 w np 1602 981 a 1605 981 li st 2 w
np 1605 981 a 1607 981 li st 2 w np 1607 981 a 1609 981
li st 3 w np 1609 981 a 1612 981 li st 2 w np 1612 981
a 1614 981 li st 1617 982 a np 1614 981 a 1617 982 li
st 2 w np 1617 982 a 1619 982 li st 3 w np 1619 982 a
1622 982 li st 2 w np 1622 982 a 1624 982 li st 188 1117
a 5.0 setlinewidth 410 606 a 3 w np 410 606 a 413 606
li st 415 607 a np 413 606 a 415 607 li st 418 608 a
np 415 607 a 418 608 li st 420 610 a np 418 608 a 420
610 li st 423 612 a np 420 610 a 423 612 li st 425 614
a np 423 612 a 425 614 li st 427 616 a np 425 614 a 427
616 li st 430 618 a np 427 616 a 430 618 li st 432 621
a np 430 618 a 432 621 li st 435 623 a np 432 621 a 435
623 li st 437 625 a np 435 623 a 437 625 li st 440 627
a np 437 625 a 440 627 li st 442 630 a np 440 627 a 442
630 li st 444 632 a np 442 630 a 444 632 li st 447 634
a np 444 632 a 447 634 li st 449 636 a np 447 634 a 449
636 li st 452 638 a np 449 636 a 452 638 li st 454 641
a np 452 638 a 454 641 li st 457 643 a np 454 641 a 457
643 li st 459 645 a np 457 643 a 459 645 li st 462 647
a np 459 645 a 462 647 li st 464 649 a np 462 647 a 464
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a np 466 651 a 469 653 li st 471 655 a np 469 653 a 471
655 li st 474 657 a np 471 655 a 474 657 li st 476 659
a np 474 657 a 476 659 li st 479 660 a np 476 659 a 479
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a np 481 662 a 483 664 li st 486 666 a np 483 664 a 486
666 li st 488 667 a np 486 666 a 488 667 li st 491 669
a np 488 667 a 491 669 li st 493 671 a np 491 669 a 493
671 li st 496 672 a np 493 671 a 496 672 li st 498 674
a np 496 672 a 498 674 li st 500 675 a np 498 674 a 500
675 li st 503 677 a np 500 675 a 503 677 li st 505 678
a np 503 677 a 505 678 li st 508 680 a np 505 678 a 508
680 li st 510 681 a np 508 680 a 510 681 li st 513 683
a np 510 681 a 513 683 li st 515 684 a np 513 683 a 515
684 li st 517 685 a np 515 684 a 517 685 li st 520 686
a np 517 685 a 520 686 li st 522 688 a np 520 686 a 522
688 li st 525 689 a np 522 688 a 525 689 li st 527 690
a np 525 689 a 527 690 li st 530 691 a np 527 690 a 530
691 li st 532 693 a np 530 691 a 532 693 li st 534 694
a np 532 693 a 534 694 li st 537 695 a np 534 694 a 537
695 li st 539 696 a np 537 695 a 539 696 li st 542 697
a np 539 696 a 542 697 li st 544 698 a np 542 697 a 544
698 li st 547 699 a np 544 698 a 547 699 li st 549 700
a np 547 699 a 549 700 li st 551 701 a np 549 700 a 551
701 li st 554 702 a np 551 701 a 554 702 li st 556 703
a np 554 702 a 556 703 li st 559 704 a np 556 703 a 559
704 li st 561 705 a np 559 704 a 561 705 li st 564 706
a np 561 705 a 564 706 li st 566 707 a np 564 706 a 566
707 li st 569 708 a np 566 707 a 569 708 li st 571 709
a np 569 708 a 571 709 li st 2 w np 571 709 a 573 709
li st 576 710 a np 573 709 a 576 710 li st 578 711 a
np 576 710 a 578 711 li st 581 712 a np 578 711 a 581
712 li st 583 713 a np 581 712 a 583 713 li st 586 714
a np 583 713 a 586 714 li st 2 w np 586 714 a 588 714
li st 590 715 a np 588 714 a 590 715 li st 593 716 a
np 590 715 a 593 716 li st 595 717 a np 593 716 a 595
717 li st 3 w np 595 717 a 598 717 li st 600 718 a np
598 717 a 600 718 li st 603 719 a np 600 718 a 603 719
li st 2 w np 603 719 a 605 719 li st 607 720 a np 605
719 a 607 720 li st 610 721 a np 607 720 a 610 721 li
st 2 w np 610 721 a 612 721 li st 615 722 a np 612 721
a 615 722 li st 617 723 a np 615 722 a 617 723 li st
3 w np 617 723 a 620 723 li st 622 724 a np 620 723 a
622 724 li st 624 725 a np 622 724 a 624 725 li st 3
w np 624 725 a 627 725 li st 629 726 a np 627 725 a 629
726 li st 632 727 a np 629 726 a 632 727 li st 2 w np
632 727 a 634 727 li st 637 728 a np 634 727 a 637 728
li st 2 w np 637 728 a 639 728 li st 641 729 a np 639
728 a 641 729 li st 3 w np 641 729 a 644 729 li st 646
730 a np 644 729 a 646 730 li st 3 w np 646 730 a 649
730 li st 651 731 a np 649 730 a 651 731 li st 654 732
a np 651 731 a 654 732 li st 2 w np 654 732 a 656 732
li st 658 733 a np 656 732 a 658 733 li st 3 w np 658
733 a 661 733 li st 663 734 a np 661 733 a 663 734 li
st 3 w np 663 734 a 666 734 li st 668 735 a np 666 734
a 668 735 li st 3 w np 668 735 a 671 735 li st 673 736
a np 671 735 a 673 736 li st 3 w np 673 736 a 676 736
li st 2 w np 676 736 a 678 736 li st 680 737 a np 678
736 a 680 737 li st 3 w np 680 737 a 683 737 li st 685
738 a np 683 737 a 685 738 li st 3 w np 685 738 a 688
738 li st 690 739 a np 688 738 a 690 739 li st 3 w np
690 739 a 693 739 li st 695 740 a np 693 739 a 695 740
li st 2 w np 695 740 a 697 740 li st 3 w np 697 740 a
700 740 li st 702 741 a np 700 740 a 702 741 li st 3
w np 702 741 a 705 741 li st 707 742 a np 705 741 a 707
742 li st 3 w np 707 742 a 710 742 li st 712 743 a np
710 742 a 712 743 li st 2 w np 712 743 a 714 743 li st
3 w np 714 743 a 717 743 li st 719 744 a np 717 743 a
719 744 li st 3 w np 719 744 a 722 744 li st 2 w np 722
744 a 724 744 li st 727 745 a np 724 744 a 727 745 li
st 2 w np 727 745 a 729 745 li st 731 746 a np 729 745
a 731 746 li st 3 w np 731 746 a 734 746 li st 2 w np
734 746 a 736 746 li st 739 747 a np 736 746 a 739 747
li st 2 w np 739 747 a 741 747 li st 3 w np 741 747 a
744 747 li st 746 748 a np 744 747 a 746 748 li st 2
w np 746 748 a 748 748 li st 3 w np 748 748 a 751 748
li st 753 749 a np 751 748 a 753 749 li st 3 w np 753
749 a 756 749 li st 2 w np 756 749 a 758 749 li st 761
750 a np 758 749 a 761 750 li st 2 w np 761 750 a 763
750 li st 3 w np 763 750 a 766 750 li st 768 751 a np
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3 w np 770 751 a 773 751 li st 775 752 a np 773 751 a
775 752 li st 3 w np 775 752 a 778 752 li st 2 w np 778
752 a 780 752 li st 783 753 a np 780 752 a 783 753 li
st 2 w np 783 753 a 785 753 li st 2 w np 785 753 a 787
753 li st 790 754 a np 787 753 a 790 754 li st 2 w np
790 754 a 792 754 li st 3 w np 792 754 a 795 754 li st
2 w np 795 754 a 797 754 li st 800 755 a np 797 754 a
800 755 li st 2 w np 800 755 a 802 755 li st 2 w np 802
755 a 804 755 li st 807 756 a np 804 755 a 807 756 li
st 2 w np 807 756 a 809 756 li st 3 w np 809 756 a 812
756 li st 2 w np 812 756 a 814 756 li st 817 757 a np
814 756 a 817 757 li st 2 w np 817 757 a 819 757 li st
2 w np 819 757 a 821 757 li st 3 w np 821 757 a 824 757
li st 826 758 a np 824 757 a 826 758 li st 3 w np 826
758 a 829 758 li st 2 w np 829 758 a 831 758 li st 3
w np 831 758 a 834 758 li st 836 759 a np 834 758 a 836
759 li st 2 w np 836 759 a 838 759 li st 3 w np 838 759
a 841 759 li st 2 w np 841 759 a 843 759 li st 846 760
a np 843 759 a 846 760 li st 2 w np 846 760 a 848 760
li st 3 w np 848 760 a 851 760 li st 2 w np 851 760 a
853 760 li st 855 761 a np 853 760 a 855 761 li st 3
w np 855 761 a 858 761 li st 2 w np 858 761 a 860 761
li st 3 w np 860 761 a 863 761 li st 865 762 a np 863
761 a 865 762 li st 3 w np 865 762 a 868 762 li st 2
w np 868 762 a 870 762 li st 3 w np 870 762 a 873 762
li st 2 w np 873 762 a 875 762 li st 877 763 a np 875
762 a 877 763 li st 3 w np 877 763 a 880 763 li st 2
w np 880 763 a 882 763 li st 3 w np 882 763 a 885 763
li st 887 764 a np 885 763 a 887 764 li st 3 w np 887
764 a 890 764 li st 2 w np 890 764 a 892 764 li st 2
w np 892 764 a 894 764 li st 3 w np 894 764 a 897 764
li st 899 765 a np 897 764 a 899 765 li st 3 w np 899
765 a 902 765 li st 2 w np 902 765 a 904 765 li st 3
w np 904 765 a 907 765 li st 2 w np 907 765 a 909 765
li st 911 766 a np 909 765 a 911 766 li st 3 w np 911
766 a 914 766 li st 2 w np 914 766 a 916 766 li st 3
w np 916 766 a 919 766 li st 2 w np 919 766 a 921 766
li st 924 767 a np 921 766 a 924 767 li st 2 w np 924
767 a 926 767 li st 2 w np 926 767 a 928 767 li st 3
w np 928 767 a 931 767 li st 2 w np 931 767 a 933 767
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1284 787 li st 2 w np 1284 787 a 1286 787 li st 2 w np
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1335 789 li st 2 w np 1335 789 a 1337 789 li st 2 w np
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a 1347 789 li st 2 w np 1347 789 a 1349 789 li st 3 w
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1366 790 li st 3 w np 1366 790 a 1369 790 li st 2 w np
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a 1378 790 li st 3 w np 1378 790 a 1381 790 li st 2 w
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a 1398 791 li st 2 w np 1398 791 a 1400 791 li st 3 w
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a 1410 791 li st 2 w np 1410 791 a 1412 791 li st 3 w
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a 1429 792 li st 3 w np 1429 792 a 1432 792 li st 2 w
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a 1442 792 li st 2 w np 1442 792 a 1444 792 li st 2 w
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a 1536 795 li st 3 w np 1536 795 a 1539 795 li st 2 w
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a 1580 796 li st 3 w np 1580 796 a 1583 796 li st 2 w
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a np 615 715 a 617 718 li st 620 721 a np 617 718 a 620
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a np 629 733 a 632 736 li st 634 739 a np 632 736 a 634
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a np 637 741 a 639 744 li st 641 747 a np 639 744 a 641
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a np 644 749 a 646 752 li st 649 754 a np 646 752 a 649
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a np 651 757 a 654 759 li st 656 762 a np 654 759 a 656
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a np 658 764 a 661 766 li st 663 768 a np 661 766 a 663
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a np 673 777 a 676 779 li st 678 781 a np 676 779 a 678
781 li st 680 783 a np 678 781 a 680 783 li st 683 785
a np 680 783 a 683 785 li st 685 787 a np 683 785 a 685
787 li st 688 789 a np 685 787 a 688 789 li st 690 790
a np 688 789 a 690 790 li st 693 792 a np 690 790 a 693
792 li st 695 794 a np 693 792 a 695 794 li st 697 796
a np 695 794 a 697 796 li st 700 797 a np 697 796 a 700
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802 li st 710 804 a np 707 802 a 710 804 li st 712 806
a np 710 804 a 712 806 li st 714 807 a np 712 806 a 714
807 li st 717 809 a np 714 807 a 717 809 li st 719 810
a np 717 809 a 719 810 li st 722 812 a np 719 810 a 722
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a np 724 813 a 727 815 li st 729 816 a np 727 815 a 729
816 li st 731 817 a np 729 816 a 731 817 li st 734 819
a np 731 817 a 734 819 li st 736 820 a np 734 819 a 736
820 li st 739 821 a np 736 820 a 739 821 li st 741 823
a np 739 821 a 741 823 li st 744 824 a np 741 823 a 744
824 li st 746 825 a np 744 824 a 746 825 li st 748 827
a np 746 825 a 748 827 li st 751 828 a np 748 827 a 751
828 li st 753 829 a np 751 828 a 753 829 li st 756 830
a np 753 829 a 756 830 li st 758 831 a np 756 830 a 758
831 li st 761 833 a np 758 831 a 761 833 li st 763 834
a np 761 833 a 763 834 li st 766 835 a np 763 834 a 766
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a np 768 836 a 770 837 li st 773 838 a np 770 837 a 773
838 li st 775 839 a np 773 838 a 775 839 li st 778 840
a np 775 839 a 778 840 li st 780 841 a np 778 840 a 780
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a np 783 842 a 785 843 li st 787 844 a np 785 843 a 787
844 li st 790 845 a np 787 844 a 790 845 li st 792 846
a np 790 845 a 792 846 li st 795 847 a np 792 846 a 795
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a np 797 848 a 800 849 li st 802 850 a np 800 849 a 802
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a np 804 851 a 807 852 li st 809 853 a np 807 852 a 809
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li st 819 856 a np 817 855 a 819 856 li st 821 857 a
np 819 856 a 821 857 li st 824 858 a np 821 857 a 824
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np 834 861 a 836 862 li st 2 w np 836 862 a 838 862 li
st 841 863 a np 838 862 a 841 863 li st 843 864 a np
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865 a 851 866 li st 853 867 a np 851 866 a 853 867 li
st 2 w np 853 867 a 855 867 li st 858 868 a np 855 867
a 858 868 li st 860 869 a np 858 868 a 860 869 li st
3 w np 860 869 a 863 869 li st 865 870 a np 863 869 a
865 870 li st 868 871 a np 865 870 a 868 871 li st 2
w np 868 871 a 870 871 li st 873 872 a np 870 871 a 873
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li st 2 w np 880 874 a 882 874 li st 885 875 a np 882
874 a 885 875 li st 887 876 a np 885 875 a 887 876 li
st 3 w np 887 876 a 890 876 li st 892 877 a np 890 876
a 892 877 li st 2 w np 892 877 a 894 877 li st 897 878
a np 894 877 a 897 878 li st 2 w np 897 878 a 899 878
li st 902 879 a np 899 878 a 902 879 li st 904 880 a
np 902 879 a 904 880 li st 3 w np 904 880 a 907 880 li
st 909 881 a np 907 880 a 909 881 li st 2 w np 909 881
a 911 881 li st 914 882 a np 911 881 a 914 882 li st
2 w np 914 882 a 916 882 li st 919 883 a np 916 882 a
919 883 li st 2 w np 919 883 a 921 883 li st 924 884
a np 921 883 a 924 884 li st 2 w np 924 884 a 926 884
li st 928 885 a np 926 884 a 928 885 li st 3 w np 928
885 a 931 885 li st 933 886 a np 931 885 a 933 886 li
st 3 w np 933 886 a 936 886 li st 938 887 a np 936 886
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li st 948 889 a np 945 888 a 948 889 li st 2 w np 948
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li st 2 w np 965 892 a 967 892 li st 3 w np 967 892 a
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w np 972 893 a 975 893 li st 977 894 a np 975 893 a 977
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a 982 894 li st 984 895 a np 982 894 a 984 895 li st
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