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%Date: Wed, 19 Jan 1994 10:31:06 EST

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\title{\begin{flushright}
{\small SUNY-NTG-94-4\\
NSF-ITP-93-150}
\end{flushright}
{\bf QUARK-INDUCED CORRELATIONS BETWEEN INSTANTONS
DRIVE THE CHIRAL PHASE TRANSITION}}
\author{{\bf E.-M.Ilgenfritz  }$^{\dagger}$ and
 {\bf E. V. Shuryak}$^{\ddagger}$ \\
  {\it Institute for Theoretical Physics,}
  {\it University of California} \\
  {\it Santa Barbara, CA 93106}}


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\begin{document}

\maketitle
\centerline{\bf Abstract}

A simple model for the instanton ensemble at finite temperature T is proposed,
including ``random" and strongly
correlated ``molecular" component.
 T-dependence of fermionic zero modes
 naturally leads to chiral symmetry restoration, without
 instanton suppression. Moreover,
at $T=(1-2) T_c$ the non-perturbative effects
due to ``molecules" are  so strong, that they even
 dominate the global thermodynamics.


\noindent $^{\dagger}$ On leave from
{\it Fachbereich Physik, Humboldt Universit\"at Berlin, Germany}

\noindent $^{\ddagger}$ On leave from: {\it Physics Department,
State University of New York, Stony Brook, NY 11794}

\newpage
  Instantons are the major component of non-perturbative fields in the
QCD vacuum, and significant amount of work
 \cite{CDG,Shuryak_82,DP}
has been done
in order to build a quantitative theory describing them.
 Two major steps forward were done during the last year.
 First, the simplest ensemble (the so called
Random Instanton Liquid Model), has  reproduced many correlation
functions \cite{SV} known from phenomenology
 \cite{Shuryak_cor}
and lattice simulations \cite{Negele}.
Second, by ``cooling" of the (quenched) lattice configurations
it was found in \cite{Negele_DALLAS}  that the
 typical instanton density is about $n\approx
1.4 fm^{-4}$ and the typical size is about $\rho\approx .35 fm$, very close to
the ``instanton liquid"
parameters suggested
by one of us a decade ago \cite{Shuryak_82}.
%What is remarkable here is that
%Furthermore,
The correlation functions and hadronic
 wave functions,
are shown to be practically unaffected by ``cooling": so,
by removing {\it perturbative gluons} and
{\it confinement}, one does not
loose mesons and baryons!

   The instanton-induced effects at finite temperature $T$
and much less studied. Our particular focus is on
 the
chiral restoration
phase transition
at $T_c$. The main idea is that it happens
due to growing correlations between instantons
 and anti-instantons,
described by the disappearance of ``single" instantons and
 growth of $\bar I I$ ``molecules".

   Our first study along this line was performed  few years ago
 \cite{IS}. However,
  the present paper is significantly different, because it is based on
 completely new mechanism. Instead of
Debye-type screening \cite{Shuryak_conf}, implemented by
{\it thermal suppression factor} $f(T)=exp(-\rho^2 T^2 const)$
\cite{PY} \footnote{This suppression is expected to work at {\it high} $T>>T_c$
only, and available
lattice data on screening mass suggest
that it may probably happens at only at temperatures $T>300-400 MeV$.
Direct
lattice measurements of the instanton density \cite{DiGiacomo} have
indeed seen
no significant $T$ dependence till such high temperatures.
}
, the phase transition occurs due to the T-dependence of the
 {\it quark-induced}
$\bar I I$ interaction.

The ensemble of interacting instantons can be studied
with the partition function
\be
Z= \int \sum_{N_+ N_-} {1 \over N_+ ! N_- !}
   \prod_i^{N_+ + N_-} d\Omega_i d(\rho_i) \rho_i^{N_f}
exp(-S_{int})\Pi_i^{N_f} det(i\hat D+im_f) \ \ \,
\ee
where $d\Omega_i$ is the measure in space of collective coordinates,
(12 per instanton in $SU(3)$), $d(\rho)$ the instanton amplitude, and $S_{int}$
the gluonic interaction. The last factor, appearing after integration
over fermions, is
the one we are focussing on. Assuming $N_+=N_-=N$,
one writes it in terms of a $N\times N$ 'hopping' matrix, with
$ T_{IA}=\int d^4x \langle \psi_{A0}(x-z_A)\vert i\hat D_x \vert
\psi_{I0}(x-z_I) \rangle$
from some instanton $I$ to some
anti-instanton $A$
($z_A,z_I$ are the centers of $A,I$, $\psi_0$ the zero-modes),
as
%$ det(T_{IA}T_{AI}^+ + m_f^2)$.
$ det(T T^+ + m_f^2) $. The
statistical system described by this partition function
is quite complicated, and direct
simulations were done so far only for $T=0$.

   The instanton solutions and their zero modes are known analytically for
non-zero $T$, and detailed studies of 'hopping' matrix elements
were done in \cite{SV_T}. They have the structure
 $ T_{IA}=u_4 f_1+ ({\bf u  r}/ r) f_2 $,
where the $2\times 2$ matrix
 $u_\mu\tau_\mu^+$ describes the relative orientation of
 $I$ and $A$.
Rather complicated
formulae for $f_1,f_2$  were derived in \cite{SV_T}.

We consider the instanton ensemble as
a superposition of the uncorrelated (or ``random'") component and a
highly correlated (or ``molecular") component, with the
(4-d) densities $n_a(T),n_m(T)$. In the former component
instantons are assumed to have {\it random} relative orientation $u_\mu$, and,
 as in \cite{IS}, it is treated in a
mean field approximation. The fermionic
determinant is obtained from  $I(T)\sim\langle T_{IA} T^+_{AI} \rangle$,
{\it i.e.} summed over anti-instantons $A$ with a density $n_a/2$,
with random {\it positions} and {\it orientations}.

 For the ``molecular" component
we assume the opposite, namely the most favorable
relative color orientation $u_\mu \sim (z^\mu_I-z^\mu_A)$,
maximizing the
hopping matrix element $|T_{IA}|$ (as well as  $exp(-S_{int})$).
Therefore, we have to calculate
another function $\tilde I(N_f,T)\sim\langle (T_{IA} T^*_{AI})^{N_f} \rangle$
where now averaging
  means integration only over the {\it relative coordinates}
inside a $\bar I I$ pair.

   Temperature dependence of these average matrix elements was obtained
 by numerical integration of the formulae from \cite{SV_T}, and the results
are shown in Fig. 1. One has to exclude too close
 $\bar I I$ pairs\footnote{The general reason for such 'repulsive core'
is generally related to the fact, that too close pairs do not in fact
correspond to strong fields and are not objects of the semiclassical
theory.}
, and we show results with the ``core radii" $R_c=1\rho$ (dashed)
and  $R_c=2\rho$
 (solid).  Although
the overlap integrals significantly depend on $R_c$,  the
resulting uncertainty of
the thermodynamical quantities (see below) is in fact not so dramatic.
  Note remarkably
different $T$-dependence
of these two quantities. While the $I(T)$ (indicated as the $N_f=1$ curves
in Fig.1) {\it decreases} with $T$, $\tilde I(N_f,T)$
 {\it grows}, the stronger the
larger  $N_f$. As a result, the molecular component builds up with $T$, while
the random one decreases and eventually disappears, restoring
the chiral symmetry.


   In order to simplify gluonic interaction, and still
describe the system self-consistently, we adopt a simple ``average repulsion"
$ \langle S_{int} \rangle =\kappa \rho_I^2 \rho_A^2 $
with one dimensionless parameter $\kappa$.
The same parametrization is used for the
description of interaction between all instantons,
belonging to the
random component or to molecules.

  Let us now evaluate the statistical sum of the system in terms of
the densities
$n_a,n_m$, starting with the differential activities for molecular
\be
dz_m=C^2 d\rho_1 d\rho_2 d^4R {d\Omega_{SU(3)} \over\Omega_{SU(3)}}
(\rho_1\rho_2)^{b-5} exp[-\kappa(\rho^2_1+\rho^2_2)(\bar{\rho^2_a}n_a
+2\bar{\rho^2_m}n_m)] (T_{IA}T_{AI}^*)^{N_f}
\ee
and random components
\be
dz_a = 2 C d\rho \rho^{b-5} exp[-\kappa \rho^2 (\bar{\rho^2_a}n_a
+2\bar{\rho^2_m}n_m)] <TT^+>^{N_f}
\ee
where $b={11\over3}N_c-{2\over 3}N_f$ is the coefficient of the Gell-Mann-Low
function and\\
$<TT^+>=\rho^{3/2} [{1\over 2} I(T) \int dn_a(\rho) \rho]^{1/2}$.
Besides the densities, an important ingredient of the interaction are the
 root mean square radii $\bar\rho_a,\bar\rho_m$, which can be found from
eqs. (3) and (4)
%the same statistical sum
to be related to each other through
\be {\bar\rho^2_m \over \bar\rho^2_a} = {\alpha \over \beta}; \, \, \,
\alpha=b/2-1 ; \,\,\,\,\, \beta=b/2+3N_f/4-2
\ee
Another relation between them
connects the interaction parameter $\kappa$ to the
diluteness of the ensemble
\be {1 \over \kappa}= {2 \bar\rho^4_a n_a \over \beta}+
{4 \bar\rho^4_m n_m \over \alpha} \ \ \ . \ee
So, one can eliminate the mean square radii and get the
activities
\be
z_m={A \over [n_a+(2\alpha/\beta) n_m]^\alpha};
\,\,\,\, A={\tilde I(N_f,T) C^2 \Gamma^2(\alpha) \over (4\kappa\beta)^\alpha}
\ee
\be
z_a={B n_a^{N_f/2} \over [n_a+(2\alpha/\beta) n_m]^{\beta/2+N_f/8}};
\,\,\,\, B={ C \Gamma(\beta) \over (2\kappa)^\beta} ({I(T)\over 2})^{N_f/2}
({\beta\over \kappa})^{N_f/8-\beta/2}  \ \ \ .
\ee
As usual, the grand potential
\be
\Omega=-p=-(logZ)/V_4= {N_a\over V_4} log({e z_a V_4 \over N_a}) + {N_m
\over V_4} log({e z_m V_4 \over N_m} )
\ee
(where $V_4$ is the 4-dimensional volume)  should then be
minimized with respect to the particle numbers $N_a=V_4 n_a$ and $N_m=V_4 n_m$.
 The resulting grand potential provides the {\it instanton contribution}
to the pressure $p$ and to the energy density $\epsilon=-p+T{\partial p \over
\partial T}$.

 The general case leads to rather  cumbersome resulting equations, but
for $T>T_c$ one has $N_a=0$ and the following simple result
$p={b\over 2} n_m$ \footnote{ It is interesting, that connecting $n_m$
with the gluon condensate
${\alpha_s\over \pi}\langle G^a_{\mu\nu} G^a_{\mu\nu} \rangle=16 n_m$
one reproduces the famous
``trace anomaly" expression. However, that the
contribution of molecules to the energy density is not just the same
expression with the opposite sign, because the fermionic determinant has an
explicit $T$-dependence.
}.
% Note also, that the
%sensitivity to the overlap integral is not too strong because
%$p \sim {\tilde I}^{2/b}$.



%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%\be n_m= B \bar
%\rho_m^{2 \alpha}, \,\,\,\,
%B= \tilde I(N_f,T) \bigl({C \Gamma(\alpha) \over 2 \alpha^\alpha}\bigr)^2\ee
%and
%\be n_a= 2 C {\Gamma(\beta) \over \beta^\beta}
%\bigl({I(T) n_a \over 2})^{N_f \over 2} {\bar\rho_a}^{2 \beta} \ \ ,\ee
%%
%%
%
%The constant $C$ was obtained from first principles in the classical 't Hooft
%paper,
%but it also contains a high power of $\Lambda_{QCD}$
%and therefore it is not known
%with reasonable
%accuracy. Fortunately, its value does not matter for it just sets the scale.
%The parameter $\kappa$ is important, it
%can in principle be found from the gluonic
%interaction, which is  not accurately known. Therefore, we replace this
%missing knowledge by a
%phenomenological input. As in \cite{IS}, we normalize the ensemble (at T=0)
%to the 'instanton liquid model' values \cite{Shuryak_82}
% $n_a=1 fm^{-4}, \bar\rho_a=1/3
%fm$.

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

   The statistical sum under consideration describes two phases,
with and without chiral symmetry.
% Like in many other models,
% one finds a {\it second} order
%transition for $N_f=2$ and a {\it first}
% order one for $N_f>2$.
However, the realistic description should
include  the contributions to thermodynamics {\it unrelated with instantons} as
well:  it is the {\it total} pressure, which should be continuous
through the transition. We use the simplest possible model here,
including the non-interacting
 massless pions in the broken phase (which for $N_f=2,3$ are actually
irrelevant) and the ideal quark-gluon plasma in the symmetric phase.

  A typical set of results is shown in Fig. 2
for $N_f=2$ and the cores ${R_c\over \rho} = 1$ and $2 $, to see
 uncertainties involved. The constants $A$ and $B$
 entering
the activities
%statistical sums
could be determined from first principles, provided
we know the accurate value of $\Lambda_{QCD}$ and instanton interactions.
%(In fact, $C$ includes the gluonic zero mode
%factor ${{8 \pi^2}\over{g^2}}^6$,
%too,
%which is weakly $\rho$ dependent.)
We select $B$ in order to get the instanton density at $T=0$ equal to that
found on the lattice, $1.4 fm^{-4}$, and $A$ in order to get $T_c \simeq
150 MeV $.

   The upper panel of Fig. 2 tells us, that
although the ``random component" (solid line)
dominates the broken phase,
the number of molecules jumps up at the transition, and the
total instanton
density  above $T_c$,  2$n_m$, turns out to be
comparable to that at $T=0$.
 We have not plotted the behaviour of the
 {\it quark condensate}, which
scales as $<\bar \psi \psi> \sim n_a(T)^{1/2}$.
Inside uncertainties of the model it is  essentially flat, till
nearly $T_c$, which qualitatively agree with lattice data.


  The importance of the molecular component is better demonstrated by
 the $T$-dependence of the pressure \footnote{
Note that both pressure and energy density are counted not from physical, but
from perturbative vacuum.}
(the middle panel of Fig. 2):
in fact, for $T=(1...2)T_c$ the contribution of
``molecules" (dash-dotted line)
is crucial, without it one would not be
able to sustain the pressure because that from quarks and gluons
 (the dotted line)
 is not large enough !

 The lower panel shows the large
jump in energy density at the transition. Although it is mostly
due to the ``liberation" of quarks and gluons,  a finite part of it
 is also generated
by  the ``molecules"
(dash-dotted line). Such behaviour was
in fact observed in lattice calculations
with dynamical fermions: unlike those for the pure glue case,
they show $\epsilon(T)$ which
overshoots the Stefan-Boltzmann value above $T_c$.

    Finally, let us discuss
  what happens at larger $N_f$. First of
 all, from (6) it is clear that a positive radius of  molecules
can only be
obtained for $\alpha>0,b>2$, or $N_f<13.5$
 \cite{largeNf}.
Furthermore, for fixed interaction (namely
for core parameter $R_c$ and $\kappa$ being independent on $N_f$)
  the broken phase  exists in a shrinking region of temperatures,
and
for $N_f \geq N_f^{upper}$ the model predicts the {\it unbroken} chiral
symmetry even in the ground state of the theory. The vacuum structure for
large $N_f$ was studied on the lattice, and
(although the question is by no means
settled) indications were reported \cite{JAPNf} that
$N_f^{upper}=7$. This number is similar to what one gets in our model.

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%  But, can the two components coexist at $T=0$ for large $N_f$ ? Let us
%%rewrite
%our equations as one
%for the dimensionless combination $x=(B \bar\rho_a^{2b})
%^{1/(N_f-2)}$
%\be
%x^{N_f-1}-x{\alpha \over 2\kappa}({\beta \over \alpha })^b+A=0 \ee
%$$A= \bigl({ \beta \over \alpha }\bigr)^{b-1}
%\bigl({\Gamma(\alpha) \over \Gamma(\beta)}
%{\beta^\beta \over \alpha^\alpha}\bigr)^{2 \over N_f-2}
%[\tilde I(N_f,T)^{1 / (N_f-2)} / I(T)^{N_f / (N_f-2)}] \ \ .  $$
%Whether a solution exists or not depends, for $N_f>2$, on the value of the
%parameter $\kappa$, describing the gluonic average interaction (3).
%If one assumes that it is independent of fermions (say, it is the same as
%the one fixed phenomenologically) the two-component solution at $T=0$
%exists only
%below an upper bound $N_f^{upper}$. This means that for
%$N_f \geq N_f^{upper}$ the model predicts {\it unbroken} chiral
%symmetry even in the ground state of the theory. The structure of
%the QCD vacuum for
%large $N_f$ was studied on the lattice.
%Although the question is by no means
%settled, indications were reported \cite{JAPNf} that
%$N_f^{upper}=7$. If so, $\kappa \sim 20$, which is not unreasonable.
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%


{\bf Acknowledgements}
  Discussions of relevant  questions took place
in ITP, Santa Barbara,  during the
 'Finite temperature QCD' program. The hospitality in ITP and
the financial support by NSF under Grant No. PHY 89-04035
are greatly acknowledged. E.S. thanks M.Nowak, T.Schaefer and
J.Verbaarschot for helpful discussions.


\newpage
\begin{thebibliography}{xx}

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C.~G. Callan, R. Dashen and D.~J. Gross,
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 {\bf B214},~237 (1983).

\bibitem{DP}
D.~I. Diakonov and V.~Y. Petrov, {\it Nucl. Phys.} {\bf B245},~259 (  ).
%\bibitem{Shuryak_1988}
E. Shuryak,
{\it Nucl. Phys.} {\bf B302},~559 (1988); {\bf B319},~521 (1989).

%\bibitem{Shuryak_Verbaarschot}
E. Shuryak and J.~J.~M. Verbaarschot,
{\it Nucl. Phys.} {\bf B341},~1 (1990).

\bibitem{SV} E. Shuryak and J.~J.~M. Verbaarschot,
{\it Nucl.Phys.} {\bf B410},~55 (1993),
Stony Brook preprints SUNY-NTG-92-39,40 (1992); T. Schaefer,
E. Shuryak and J.~J.~M. Verbaarschot,
Baryonic correlation functions...,
Stony Brook preprint SUNY-NTG-92-41 (1992); {\it Nucl.Phys.} {\bf B}, in press.

\bibitem{Shuryak_cor} E. Shuryak, {\it Rev. Mod. Phys.} {\bf 65},~1 (1993).


\bibitem{Negele}
M.~C. Chu, J.~M. Grandy, S. Huang and J.~W. Negele,
{\it Phys.Rev.Lett.}{\bf 70},~225 (1993);
M.~C. Chu and S. Huang, {\it Phys.Rev.} {\bf D45},~7 (1992);

\bibitem{Negele_DALLAS}
 S. Huang and J.~W. Negele, Talks at Lattice-93, to be published
 in the Proceedings
{\it Nucl.Phys.B (Proc.Suppl.)}.


\bibitem{IS} E.~M. Ilgenfritz and E. Shuryak, {\it Nucl. Phys.}
{\bf B319},~511 (1989).



\bibitem{Shuryak_conf} E. Shuryak, {\it Phys.Lett.} {\bf B79},~135 (1978).

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\bibitem{DiGiacomo}
A. DiGiacomo, E. Meggiolaro and H. Panagopoulos,
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\bibitem{SV_T}
 E. Shuryak and J.~J.~M. Verbaarschot, {\it Nucl.Phys.} {\bf B364},~255 (1991).


%\bibitem{PW} R.~D. Pisarski and F. Wilczek,
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\bibitem{JAPNf} Y. Iwasaki, K. Kanaya, S. Sakai and T. Yoshie,
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\end{thebibliography}

\newpage
\centerline{\bf Figure Captions}

Fig. 1.  The ratio $\tilde I(N_f,T)/\tilde I(N_f,0)$
of the
average fermionic determinant for molecules at temperature T,
normalized to its value at T=0. Numbers on the figure are $N_f$, the number
of (massless) quark flavors. The curves marked by 1 correspond to
$I(T)/ I(0)$, the integral for ``random" component. Solid curves are for
core radius $R_c=2\rho$, and the dashed ones are for $R_c=\rho$.

Fig. 2.  Chiral restoration phase transitions for 2 massless flavors and two
different core parameters $R_c$.
The upper panel shows the $T$ dependence of the densities
$n_a$ (solid) and
$n_m$ (dotted).
In the middle panel the $T$ dependence of the total pressure $p$
(solid) is shown,
including the contributions of the pion gas/quark-gluon plasma
(dotted) and of instantons (dash-dotted).
The energy density is presented in the lower panel (solid) which is
modified by the instanton contribution (dash-dotted).
\end{document}
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2068 L 1106 2118 L 1136 2157 L 1167 2210 L 1198 2248 L 1228 2276 L 1259 2304 L
1290 2327 L 1321 2344 L 1351 2352 L 1382 2358 L 1413 2352 L 1443 2331 L 1474
2294 L 1505 2216 L 1536 2125 L 1566 2053 L 1597 1974 L 1628 1918 L 1658 1866 L
1689 1824 L 1720 1761 L 1750 1686 L 1781 1630 L 1812 1585 L 1843 1513 L S [] 0
setdash 1388 2242 M 1388 2183 L 1392 2248 M 1392 2183 L 1392 2248 M 1357 2202 L
1407 2202 L 1379 2183 M 1401 2183 L 1363 1912 M 1367 1909 L 1363 1906 L 1360
1909 L 1360 1912 L 1367 1918 L 1376 1921 L 1388 1921 L 1398 1918 L 1401 1912 L
1401 1903 L 1398 1896 L 1388 1893 L 1379 1893 L 1388 1921 M 1395 1918 L 1398
1912 L 1398 1903 L 1395 1896 L 1388 1893 L 1395 1890 L 1401 1884 L 1404 1878 L
1404 1868 L 1401 1862 L 1398 1859 L 1388 1856 L 1376 1856 L 1367 1859 L 1363
1862 L 1360 1868 L 1360 1872 L 1363 1875 L 1367 1872 L 1363 1868 L 1398 1887 M
1401 1878 L 1401 1868 L 1398 1862 L 1395 1859 L 1388 1856 L 1363 1581 M 1367
1578 L 1363 1575 L 1360 1578 L 1360 1581 L 1363 1587 L 1367 1590 L 1376 1593 L
1388 1593 L 1398 1590 L 1401 1587 L 1404 1581 L 1404 1575 L 1401 1568 L 1392
1562 L 1376 1556 L 1370 1553 L 1363 1547 L 1360 1537 L 1360 1528 L 1388 1593 M
1395 1590 L 1398 1587 L 1401 1581 L 1401 1575 L 1398 1568 L 1388 1562 L 1376
1556 L 1360 1534 M 1363 1537 L 1370 1537 L 1385 1531 L 1395 1531 L 1401 1534 L
1404 1537 L 1370 1537 M 1385 1528 L 1398 1528 L 1401 1531 L 1404 1537 L 1404
1544 L 1370 1294 M 1376 1297 L 1385 1306 L 1385 1241 L 1382 1303 M 1382 1241 L
1370 1241 M 1398 1241 L 1600 1008 M 1606 1011 L 1615 1020 L 1615 955 L 1612
1017 M 1612 955 L 1600 955 M 1628 955 L 1142 1014 M 1142 955 L 1146 1020 M 1146
955 L 1146 1020 M 1111 974 L 1161 974 L 1133 955 M 1155 955 L 614 819 M 1843
819 L 614 819 M 614 919 L 768 819 M 768 869 L 921 819 M 921 919 L 1075 819 M
1075 869 L 1228 819 M 1228 919 L 1382 819 M 1382 869 L 1535 819 M 1535 919 L
1689 819 M 1689 869 L 1843 819 M 1843 919 L 611 756 M 602 753 L 595 744 L 592
728 L 592 719 L 595 703 L 602 694 L 611 691 L 617 691 L 627 694 L 633 703 L 636
719 L 636 728 L 633 744 L 627 753 L 617 756 L 611 756 L 605 753 L 602 750 L 599
744 L 595 728 L 595 719 L 599 703 L 602 697 L 605 694 L 611 691 L 617 691 M 624
694 L 627 697 L 630 703 L 633 719 L 633 728 L 630 744 L 627 750 L 624 753 L 617
756 L 847 744 M 853 747 L 862 756 L 862 691 L 859 753 M 859 691 L 847 691 M 875
691 L 919 756 M 909 753 L 903 744 L 900 728 L 900 719 L 903 703 L 909 694 L 919
691 L 925 691 L 934 694 L 940 703 L 944 719 L 944 728 L 940 744 L 934 753 L 925
756 L 919 756 L 912 753 L 909 750 L 906 744 L 903 728 L 903 719 L 906 703 L 909
697 L 912 694 L 919 691 L 925 691 M 931 694 L 934 697 L 937 703 L 940 719 L 940
728 L 937 744 L 934 750 L 931 753 L 925 756 L 981 756 M 972 753 L 965 744 L 962
728 L 962 719 L 965 703 L 972 694 L 981 691 L 987 691 L 997 694 L 1003 703 L
1006 719 L 1006 728 L 1003 744 L 997 753 L 987 756 L 981 756 L 975 753 L 972
750 L 968 744 L 965 728 L 965 719 L 968 703 L 972 697 L 975 694 L 981 691 L 987
691 M 993 694 L 997 697 L 1000 703 L 1003 719 L 1003 728 L 1000 744 L 997 750 L
993 753 L 987 756 L 1147 744 M 1151 741 L 1147 738 L 1144 741 L 1144 744 L 1147
750 L 1151 753 L 1160 756 L 1172 756 L 1182 753 L 1185 750 L 1188 744 L 1188
738 L 1185 731 L 1176 725 L 1160 719 L 1154 716 L 1147 710 L 1144 700 L 1144
691 L 1172 756 M 1179 753 L 1182 750 L 1185 744 L 1185 738 L 1182 731 L 1172
725 L 1160 719 L 1144 697 M 1147 700 L 1154 700 L 1169 694 L 1179 694 L 1185
697 L 1188 700 L 1154 700 M 1169 691 L 1182 691 L 1185 694 L 1188 700 L 1188
707 L 1226 756 M 1216 753 L 1210 744 L 1207 728 L 1207 719 L 1210 703 L 1216
694 L 1226 691 L 1232 691 L 1241 694 L 1247 703 L 1251 719 L 1251 728 L 1247
744 L 1241 753 L 1232 756 L 1226 756 L 1219 753 L 1216 750 L 1213 744 L 1210
728 L 1210 719 L 1213 703 L 1216 697 L 1219 694 L 1226 691 L 1232 691 M 1238
694 L 1241 697 L 1244 703 L 1247 719 L 1247 728 L 1244 744 L 1241 750 L 1238
753 L 1232 756 L 1288 756 M 1279 753 L 1272 744 L 1269 728 L 1269 719 L 1272
703 L 1279 694 L 1288 691 L 1294 691 L 1304 694 L 1310 703 L 1313 719 L 1313
728 L 1310 744 L 1304 753 L 1294 756 L 1288 756 L 1282 753 L 1279 750 L 1275
744 L 1272 728 L 1272 719 L 1275 703 L 1279 697 L 1282 694 L 1288 691 L 1294
691 M 1300 694 L 1304 697 L 1307 703 L 1310 719 L 1310 728 L 1307 744 L 1304
750 L 1300 753 L 1294 756 L 1454 747 M 1458 744 L 1454 741 L 1451 744 L 1451
747 L 1458 753 L 1467 756 L 1479 756 L 1489 753 L 1492 747 L 1492 738 L 1489
731 L 1479 728 L 1470 728 L 1479 756 M 1486 753 L 1489 747 L 1489 738 L 1486
731 L 1479 728 L 1486 725 L 1492 719 L 1495 713 L 1495 703 L 1492 697 L 1489
694 L 1479 691 L 1467 691 L 1458 694 L 1454 697 L 1451 703 L 1451 707 L 1454
710 L 1458 707 L 1454 703 L 1489 722 M 1492 713 L 1492 703 L 1489 697 L 1486
694 L 1479 691 L 1533 756 M 1523 753 L 1517 744 L 1514 728 L 1514 719 L 1517
703 L 1523 694 L 1533 691 L 1539 691 L 1548 694 L 1554 703 L 1558 719 L 1558
728 L 1554 744 L 1548 753 L 1539 756 L 1533 756 L 1526 753 L 1523 750 L 1520
744 L 1517 728 L 1517 719 L 1520 703 L 1523 697 L 1526 694 L 1533 691 L 1539
691 M 1545 694 L 1548 697 L 1551 703 L 1554 719 L 1554 728 L 1551 744 L 1548
750 L 1545 753 L 1539 756 L 1595 756 M 1586 753 L 1579 744 L 1576 728 L 1576
719 L 1579 703 L 1586 694 L 1595 691 L 1601 691 L 1611 694 L 1617 703 L 1620
719 L 1620 728 L 1617 744 L 1611 753 L 1601 756 L 1595 756 L 1589 753 L 1586
750 L 1582 744 L 1579 728 L 1579 719 L 1582 703 L 1586 697 L 1589 694 L 1595
691 L 1601 691 M 1607 694 L 1611 697 L 1614 703 L 1617 719 L 1617 728 L 1614
744 L 1611 750 L 1607 753 L 1601 756 L 1786 750 M 1786 691 L 1790 756 M 1790
691 L 1790 756 M 1755 710 L 1805 710 L 1777 691 M 1799 691 L 1840 756 M 1830
753 L 1824 744 L 1821 728 L 1821 719 L 1824 703 L 1830 694 L 1840 691 L 1846
691 L 1855 694 L 1861 703 L 1865 719 L 1865 728 L 1861 744 L 1855 753 L 1846
756 L 1840 756 L 1833 753 L 1830 750 L 1827 744 L 1824 728 L 1824 719 L 1827
703 L 1830 697 L 1833 694 L 1840 691 L 1846 691 M 1852 694 L 1855 697 L 1858
703 L 1861 719 L 1861 728 L 1858 744 L 1855 750 L 1852 753 L 1846 756 L 1902
756 M 1893 753 L 1886 744 L 1883 728 L 1883 719 L 1886 703 L 1893 694 L 1902
691 L 1908 691 L 1918 694 L 1924 703 L 1927 719 L 1927 728 L 1924 744 L 1918
753 L 1908 756 L 1902 756 L 1896 753 L 1893 750 L 1889 744 L 1886 728 L 1886
719 L 1889 703 L 1893 697 L 1896 694 L 1902 691 L 1908 691 M 1914 694 L 1918
697 L 1921 703 L 1924 719 L 1924 728 L 1921 744 L 1918 750 L 1914 753 L 1908
756 L 614 2457 M 1843 2457 L 614 2457 M 614 2357 L 768 2457 M 768 2407 L 921
2457 M 921 2357 L 1075 2457 M 1075 2407 L 1228 2457 M 1228 2357 L 1382 2457 M
1382 2407 L 1535 2457 M 1535 2357 L 1689 2457 M 1689 2407 L 1843 2457 M 1843
2357 L 614 819 M 614 2457 L 614 819 M 664 819 L 614 819 M 714 819 L 614 942 M
664 942 L 614 1014 M 664 1014 L 614 1066 M 664 1066 L 614 1105 M 664 1105 L 614
1138 M 664 1138 L 614 1165 M 664 1165 L 614 1189 M 664 1189 L 614 1210 M 664
1210 L 614 1229 M 664 1229 L 614 1229 M 714 1229 L 614 1352 M 664 1352 L 614
1424 M 664 1424 L 614 1475 M 664 1475 L 614 1515 M 664 1515 L 614 1547 M 664
1547 L 614 1575 M 664 1575 L 614 1598 M 664 1598 L 614 1619 M 664 1619 L 614
1638 M 664 1638 L 614 1638 M 714 1638 L 614 1761 M 664 1761 L 614 1833 M 664
1833 L 614 1885 M 664 1885 L 614 1924 M 664 1924 L 614 1957 M 664 1957 L 614
1984 M 664 1984 L 614 2008 M 664 2008 L 614 2029 M 664 2029 L 614 2047 M 664
2047 L 614 2047 M 714 2047 L 614 2171 M 664 2171 L 614 2243 M 664 2243 L 614
2294 M 664 2294 L 614 2334 M 664 2334 L 614 2366 M 664 2366 L 614 2394 M 664
2394 L 614 2417 M 664 2417 L 614 2438 M 664 2438 L 614 2457 M 664 2457 L 614
2457 M 714 2457 L 426 797 M 423 794 L 426 791 L 430 794 L 426 797 L 467 856 M
458 853 L 451 844 L 448 828 L 448 819 L 451 803 L 458 794 L 467 791 L 473 791 L
483 794 L 489 803 L 492 819 L 492 828 L 489 844 L 483 853 L 473 856 L 467 856 L
461 853 L 458 850 L 455 844 L 451 828 L 451 819 L 455 803 L 458 797 L 461 794 L
467 791 L 473 791 M 480 794 L 483 797 L 486 803 L 489 819 L 489 828 L 486 844 L
483 850 L 480 853 L 473 856 L 520 844 M 526 847 L 536 856 L 536 791 L 533 853 M
533 791 L 520 791 M 548 791 L 489 1207 M 486 1204 L 489 1201 L 493 1204 L 489
1207 L 521 1254 M 527 1257 L 536 1266 L 536 1201 L 533 1263 M 533 1201 L 521
1201 M 549 1201 L 521 1663 M 527 1666 L 536 1675 L 536 1610 L 533 1672 M 533
1610 L 521 1610 M 549 1610 L 458 2072 M 464 2075 L 473 2084 L 473 2019 L 470
2081 M 470 2019 L 458 2019 M 486 2019 L 530 2084 M 520 2081 L 514 2072 L 511
2056 L 511 2047 L 514 2031 L 520 2022 L 530 2019 L 536 2019 L 545 2022 L 551
2031 L 555 2047 L 555 2056 L 551 2072 L 545 2081 L 536 2084 L 530 2084 L 523
2081 L 520 2078 L 517 2072 L 514 2056 L 514 2047 L 517 2031 L 520 2025 L 523
2022 L 530 2019 L 536 2019 M 542 2022 L 545 2025 L 548 2031 L 551 2047 L 551
2056 L 548 2072 L 545 2078 L 542 2081 L 536 2084 L 396 2482 M 402 2485 L 411
2494 L 411 2429 L 408 2491 M 408 2429 L 396 2429 M 424 2429 L 468 2494 M 458
2491 L 452 2482 L 449 2466 L 449 2457 L 452 2441 L 458 2432 L 468 2429 L 474
2429 L 483 2432 L 489 2441 L 493 2457 L 493 2466 L 489 2482 L 483 2491 L 474
2494 L 468 2494 L 461 2491 L 458 2488 L 455 2482 L 452 2466 L 452 2457 L 455
2441 L 458 2435 L 461 2432 L 468 2429 L 474 2429 M 480 2432 L 483 2435 L 486
2441 L 489 2457 L 489 2466 L 486 2482 L 483 2488 L 480 2491 L 474 2494 L 530
2494 M 521 2491 L 514 2482 L 511 2466 L 511 2457 L 514 2441 L 521 2432 L 530
2429 L 536 2429 L 546 2432 L 552 2441 L 555 2457 L 555 2466 L 552 2482 L 546
2491 L 536 2494 L 530 2494 L 524 2491 L 521 2488 L 517 2482 L 514 2466 L 514
2457 L 517 2441 L 521 2435 L 524 2432 L 530 2429 L 536 2429 M 542 2432 L 546
2435 L 549 2441 L 552 2457 L 552 2466 L 549 2482 L 546 2488 L 542 2491 L 536
2494 L 1843 819 M 1843 2457 L 1843 819 M 1793 819 L 1843 819 M 1743 819 L 1843
942 M 1793 942 L 1843 1014 M 1793 1014 L 1843 1066 M 1793 1066 L 1843 1105 M
1793 1105 L 1843 1138 M 1793 1138 L 1843 1165 M 1793 1165 L 1843 1189 M 1793
1189 L 1843 1210 M 1793 1210 L 1843 1229 M 1793 1229 L 1843 1229 M 1743 1229 L
1843 1352 M 1793 1352 L 1843 1424 M 1793 1424 L 1843 1475 M 1793 1475 L 1843
1515 M 1793 1515 L 1843 1547 M 1793 1547 L 1843 1575 M 1793 1575 L 1843 1598 M
1793 1598 L 1843 1619 M 1793 1619 L 1843 1638 M 1793 1638 L 1843 1638 M 1743
1638 L 1843 1761 M 1793 1761 L 1843 1833 M 1793 1833 L 1843 1885 M 1793 1885 L
1843 1924 M 1793 1924 L 1843 1957 M 1793 1957 L 1843 1984 M 1793 1984 L 1843
2008 M 1793 2008 L 1843 2029 M 1793 2029 L 1843 2047 M 1793 2047 L 1843 2047 M
1743 2047 L 1843 2171 M 1793 2171 L 1843 2243 M 1793 2243 L 1843 2294 M 1793
2294 L 1843 2334 M 1793 2334 L 1843 2366 M 1793 2366 L 1843 2394 M 1793 2394 L
1843 2417 M 1793 2417 L 1843 2438 M 1793 2438 L 1843 2457 M 1793 2457 L 1843
2457 M 1743 2457 L 1052 656 M 1052 591 L 1055 656 M 1055 591 L 1033 656 M 1030
641 L 1030 656 L 1077 656 L 1077 641 L 1074 656 L 1043 591 M 1065 591 L 1174
669 M 1168 663 L 1161 653 L 1155 641 L 1152 625 L 1152 613 L 1155 597 L 1161
585 L 1168 575 L 1174 569 L 1168 663 M 1161 650 L 1158 641 L 1155 625 L 1155
613 L 1158 597 L 1161 588 L 1168 575 L 1199 656 M 1199 591 L 1202 656 M 1221
600 L 1199 656 M 1221 591 L 1243 656 M 1221 591 L 1243 656 M 1243 591 L 1246
656 M 1246 591 L 1189 656 M 1202 656 L 1243 656 M 1255 656 L 1189 591 M 1208
591 L 1233 591 M 1255 591 L 1274 616 M 1311 616 L 1311 622 L 1308 628 L 1305
631 L 1299 635 L 1289 635 L 1280 631 L 1274 625 L 1271 616 L 1271 610 L 1274
600 L 1280 594 L 1289 591 L 1296 591 L 1305 594 L 1311 600 L 1308 616 M 1308
625 L 1305 631 L 1289 635 M 1283 631 L 1277 625 L 1274 616 L 1274 610 L 1277
600 L 1283 594 L 1289 591 L 1333 656 M 1355 591 L 1336 656 M 1355 600 L 1377
656 M 1355 591 L 1324 656 M 1346 656 L 1367 656 M 1386 656 L 1399 669 M 1405
663 L 1411 653 L 1417 641 L 1420 625 L 1420 613 L 1417 597 L 1411 585 L 1405
575 L 1399 569 L 1405 663 M 1411 650 L 1414 641 L 1417 625 L 1417 613 L 1414
597 L 1411 588 L 1405 575 L S end
%%Trailer
showpage
%%EOF
%%%%%%%%%%%%%%% fig 2: from next line %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%!PS-Adobe-2.0 EPSF-2.0
%%Title: plot
%%Creator: MONGO
%%CreationDate: 18-JAN-94
%%BoundingBox:  70 135 485 696
%%EndComments
%%BeginProlog
4 dict begin /M {moveto} bind def /L {lineto} bind def /S {stroke} bind def
/A {0.5 0 360 arc} bind def
%%EndProlog
2 setmiterlimit 29.52 27.36 translate .18 .18 scale 4 setlinewidth [] 0 setdash
621 3243 M 691 3256 L 755 3268 L 825 3280 L 901 3292 L 1042 3313 L 1112 3329 L
1265 3354 L 1284 2662 L 1290 2662 L 1297 2662 L 1303 2662 L 1309 2662 L 1316
2662 L 1322 2662 L 1329 2662 L 1335 2662 L 1341 2662 L 1348 2662 L 1354 2662 L
1360 2662 L 1367 2662 L 1373 2662 L 1380 2662 L 1386 2662 L 1392 2662 L 1399
2662 L 1405 2662 L 1411 2662 L 1418 2662 L 1424 2662 L 1431 2662 L 1437 2662 L
1443 2662 L 1450 2662 L 1456 2662 L 1463 2662 L 1469 2662 L 1475 2662 L 1482
2662 L 1488 2662 L 1494 2662 L 1501 2662 L 1507 2662 L 1514 2662 L 1520 2662 L
1526 2662 L 1533 2662 L 1536 2662 L S [24 16] 0 setdash 621 2699 M 691 2695 L
755 2690 L 825 2690 L 901 2686 L 1042 2682 L 1112 2678 L 1265 2674 L 1284 2879
L 1290 2879 L 1297 2879 L 1303 2879 L 1309 2879 L 1316 2879 L 1322 2879 L 1329
2879 L 1335 2879 L 1341 2879 L 1348 2879 L 1354 2875 L 1360 2875 L 1367 2875 L
1373 2875 L 1380 2875 L 1386 2875 L 1392 2875 L 1399 2875 L 1405 2875 L 1411
2875 L 1418 2875 L 1424 2875 L 1431 2875 L 1437 2875 L 1443 2875 L 1450 2875 L
1456 2871 L 1463 2871 L 1469 2871 L 1475 2871 L 1482 2871 L 1488 2871 L 1494
2871 L 1501 2871 L 1507 2871 L 1514 2871 L 1520 2871 L 1526 2871 L 1533 2871 L
1536 2871 L S [] 0 setdash 614 2662 M 1536 2662 L 650 2662 M 650 2705 L 827
2662 M 827 2747 L 1004 2662 M 1004 2705 L 1181 2662 M 1181 2747 L 1358 2662 M
1358 2705 L 1535 2662 M 1535 2747 L 614 3686 M 1536 3686 L 650 3686 M 650 3643
L 827 3686 M 827 3600 L 1004 3686 M 1004 3643 L 1181 3686 M 1181 3600 L 1358
3686 M 1358 3643 L 1535 3686 M 1535 3600 L 614 2662 M 614 3686 L 614 2662 M 700
2662 L 614 2764 M 657 2764 L 614 2867 M 700 2867 L 614 2969 M 657 2969 L 614
3071 M 700 3071 L 614 3174 M 657 3174 L 614 3276 M 700 3276 L 614 3378 M 657
3378 L 614 3481 M 700 3481 L 614 3583 M 657 3583 L 614 3685 M 700 3685 L 542
2694 M 534 2691 L 529 2683 L 526 2670 L 526 2662 L 529 2649 L 534 2641 L 542
2638 L 547 2638 L 555 2641 L 561 2649 L 563 2662 L 563 2670 L 561 2683 L 555
2691 L 547 2694 L 542 2694 L 537 2691 L 534 2689 L 531 2683 L 529 2670 L 529
2662 L 531 2649 L 534 2643 L 537 2641 L 542 2638 L 547 2638 M 553 2641 L 555
2643 L 558 2649 L 561 2662 L 561 2670 L 558 2683 L 555 2689 L 553 2691 L 547
2694 L 507 2848 M 504 2846 L 507 2843 L 509 2846 L 507 2848 L 531 2899 M 525
2872 L 531 2875 L 539 2878 L 547 2878 L 555 2875 L 560 2870 L 563 2862 L 563
2859 L 560 2851 L 555 2846 L 547 2843 L 539 2843 L 531 2846 L 528 2848 L 525
2854 L 525 2856 L 528 2859 L 531 2856 L 528 2854 L 547 2878 M 552 2875 L 558
2870 L 560 2862 L 560 2859 L 558 2851 L 552 2846 L 547 2843 L 531 2899 M 558
2899 L 531 2896 M 544 2896 L 558 2899 L 534 3092 M 539 3095 L 547 3103 L 547
3047 L 545 3100 M 545 3047 L 534 3047 M 558 3047 L 459 3297 M 464 3300 L 472
3308 L 472 3252 L 470 3305 M 470 3252 L 459 3252 M 483 3252 L 507 3257 M 505
3255 L 507 3252 L 510 3255 L 507 3257 L 531 3308 M 526 3281 L 531 3284 L 539
3287 L 547 3287 L 555 3284 L 561 3279 L 563 3271 L 563 3268 L 561 3260 L 555
3255 L 547 3252 L 539 3252 L 531 3255 L 529 3257 L 526 3263 L 526 3265 L 529
3268 L 531 3265 L 529 3263 L 547 3287 M 553 3284 L 558 3279 L 561 3271 L 561
3268 L 558 3260 L 553 3255 L 547 3252 L 531 3308 M 558 3308 L 531 3305 M 545
3305 L 558 3308 L 529 3502 M 531 3500 L 529 3497 L 526 3500 L 526 3502 L 529
3508 L 531 3510 L 539 3513 L 550 3513 L 558 3510 L 561 3508 L 563 3502 L 563
3497 L 561 3492 L 553 3486 L 539 3481 L 534 3478 L 529 3473 L 526 3465 L 526
3457 L 550 3513 M 555 3510 L 558 3508 L 561 3502 L 561 3497 L 558 3492 L 550
3486 L 539 3481 L 526 3462 M 529 3465 L 534 3465 L 547 3460 L 555 3460 L 561
3462 L 563 3465 L 534 3465 M 547 3457 L 558 3457 L 561 3460 L 563 3465 L 563
3470 L 454 3706 M 456 3704 L 454 3701 L 451 3704 L 451 3706 L 454 3712 L 456
3714 L 464 3717 L 475 3717 L 483 3714 L 486 3712 L 488 3706 L 488 3701 L 486
3696 L 478 3690 L 464 3685 L 459 3682 L 454 3677 L 451 3669 L 451 3661 L 475
3717 M 480 3714 L 483 3712 L 486 3706 L 486 3701 L 483 3696 L 475 3690 L 464
3685 L 451 3666 M 454 3669 L 459 3669 L 472 3664 L 480 3664 L 486 3666 L 488
3669 L 459 3669 M 472 3661 L 483 3661 L 486 3664 L 488 3669 L 488 3674 L 507
3666 M 505 3664 L 507 3661 L 510 3664 L 507 3666 L 531 3717 M 526 3690 L 531
3693 L 539 3696 L 547 3696 L 555 3693 L 561 3688 L 563 3680 L 563 3677 L 561
3669 L 555 3664 L 547 3661 L 539 3661 L 531 3664 L 529 3666 L 526 3672 L 526
3674 L 529 3677 L 531 3674 L 529 3672 L 547 3696 M 553 3693 L 558 3688 L 561
3680 L 561 3677 L 558 3669 L 553 3664 L 547 3661 L 531 3717 M 558 3717 L 531
3714 M 545 3714 L 558 3717 L 1536 2662 M 1536 3686 L 1536 2662 M 1450 2662 L
1536 2764 M 1493 2764 L 1536 2867 M 1450 2867 L 1536 2969 M 1493 2969 L 1536
3071 M 1450 3071 L 1536 3174 M 1493 3174 L 1536 3276 M 1450 3276 L 1536 3378 M
1493 3378 L 1536 3481 M 1450 3481 L 1536 3583 M 1493 3583 L 1536 3685 M 1450
3685 L 280 2963 M 317 2963 L 280 2966 M 317 2966 L 288 2966 M 282 2971 L 280
2979 L 280 2985 L 282 2993 L 288 2995 L 317 2995 L 280 2985 M 282 2990 L 288
2993 L 317 2993 L 280 2955 M 280 2966 L 317 2955 M 317 2974 L 317 2985 M 317
3004 L 250 3068 M 336 3068 L 250 3070 M 336 3070 L 250 3068 M 250 3086 L 336
3068 M 336 3086 L 272 3111 M 269 3116 L 261 3124 L 317 3124 L 264 3121 M 317
3121 L 317 3111 M 317 3135 L 250 3202 M 336 3153 L 264 3234 M 266 3231 L 269
3234 L 266 3236 L 264 3236 L 261 3234 L 261 3228 L 264 3223 L 269 3220 L 317
3220 L 261 3228 M 264 3226 L 269 3223 L 317 3223 L 280 3212 M 280 3231 L 317
3212 M 317 3231 L 280 3252 M 317 3252 L 280 3255 M 317 3255 L 288 3255 M 282
3260 L 280 3268 L 280 3274 L 282 3282 L 288 3285 L 317 3285 L 280 3274 M 282
3279 L 288 3282 L 317 3282 L 288 3285 M 282 3290 L 280 3298 L 280 3303 L 282
3311 L 288 3314 L 317 3314 L 280 3303 M 282 3309 L 288 3311 L 317 3311 L 280
3244 M 280 3255 L 317 3244 M 317 3263 L 317 3274 M 317 3293 L 317 3303 M 317
3322 L 234 3347 M 265 3347 L 231 3348 M 265 3348 L 231 3348 M 255 3331 L 255
3356 L 265 3342 M 265 3353 L 250 3384 M 336 3384 L 250 3386 M 336 3386 L 250
3367 M 250 3386 L 336 3367 M 336 3386 L 716 3527 M 713 3525 L 716 3522 L 719
3525 L 719 3527 L 713 3533 L 708 3535 L 700 3535 L 692 3533 L 687 3527 L 684
3519 L 684 3514 L 687 3506 L 692 3501 L 700 3498 L 705 3498 L 713 3501 L 719
3506 L 700 3535 M 695 3533 L 689 3527 L 687 3519 L 687 3514 L 689 3506 L 695
3501 L 700 3498 L 751 3535 M 743 3533 L 738 3527 L 735 3519 L 735 3514 L 738
3506 L 743 3501 L 751 3498 L 756 3498 L 764 3501 L 770 3506 L 772 3514 L 772
3519 L 770 3527 L 764 3533 L 756 3535 L 751 3535 L 746 3533 L 740 3527 L 738
3519 L 738 3514 L 740 3506 L 746 3501 L 751 3498 L 756 3498 M 762 3501 L 767
3506 L 770 3514 L 770 3519 L 767 3527 L 762 3533 L 756 3535 L 794 3535 M 794
3498 L 796 3535 M 796 3498 L 796 3519 M 799 3527 L 804 3533 L 810 3535 L 818
3535 L 821 3533 L 821 3530 L 818 3527 L 815 3530 L 818 3533 L 786 3535 M 796
3535 L 786 3498 M 804 3498 L 837 3519 M 869 3519 L 869 3525 L 866 3530 L 863
3533 L 858 3535 L 850 3535 L 842 3533 L 837 3527 L 834 3519 L 834 3514 L 837
3506 L 842 3501 L 850 3498 L 855 3498 L 863 3501 L 869 3506 L 866 3519 M 866
3527 L 863 3533 L 850 3535 M 845 3533 L 839 3527 L 837 3519 L 837 3514 L 839
3506 L 845 3501 L 850 3498 L 941 3543 M 946 3546 L 954 3554 L 954 3498 L 952
3551 M 952 3498 L 941 3498 M 965 3498 L 621 2162 M 691 2167 L 755 2170 L 825
2177 L 901 2183 L 1042 2198 L 1112 2209 L 1265 2232 L 1284 2247 L 1290 2252 L
1297 2257 L 1303 2263 L 1309 2268 L 1316 2274 L 1322 2280 L 1329 2286 L 1335
2292 L 1341 2298 L 1348 2304 L 1354 2310 L 1360 2317 L 1367 2323 L 1373 2330 L
1380 2337 L 1386 2344 L 1392 2351 L 1399 2358 L 1405 2365 L 1411 2372 L 1418
2380 L 1424 2387 L 1431 2395 L 1437 2403 L 1443 2411 L 1450 2419 L 1456 2427 L
1463 2435 L 1469 2444 L 1475 2452 L 1482 2461 L 1488 2469 L 1494 2478 L 1501
2487 L 1507 2497 L 1514 2506 L 1520 2515 L 1526 2525 L 1533 2535 L 1536 2539 L
S [8 16 24 16] 0 setdash 621 2161 M 691 2165 L 755 2168 L 825 2174 L 901 2179 L
1042 2190 L 1112 2198 L 1265 2212 L 1284 1986 L 1290 1985 L 1297 1985 L 1303
1984 L 1309 1984 L 1316 1983 L 1322 1983 L 1329 1983 L 1335 1982 L 1341 1982 L
1348 1981 L 1354 1981 L 1360 1980 L 1367 1980 L 1373 1979 L 1380 1979 L 1386
1979 L 1392 1978 L 1399 1978 L 1405 1977 L 1411 1977 L 1418 1977 L 1424 1976 L
1431 1976 L 1437 1975 L 1443 1975 L 1450 1974 L 1456 1974 L 1463 1974 L 1469
1973 L 1475 1973 L 1482 1972 L 1488 1972 L 1494 1971 L 1501 1971 L 1507 1971 L
1514 1970 L 1520 1970 L 1526 1969 L 1533 1969 L 1536 1969 L S [8] 0 setdash 621
1639 M 691 1639 L 755 1640 L 825 1641 L 901 1642 L 1042 1646 L 1112 1649 L 1265
1658 L 1284 1899 L 1290 1905 L 1297 1911 L 1303 1917 L 1309 1923 L 1316 1929 L
1322 1935 L 1329 1941 L 1335 1948 L 1341 1954 L 1348 1961 L 1354 1968 L 1360
1975 L 1367 1982 L 1373 1989 L 1380 1996 L 1386 2003 L 1392 2010 L 1399 2018 L
1405 2026 L 1411 2033 L 1418 2041 L 1424 2049 L 1431 2057 L 1437 2065 L 1443
2074 L 1450 2082 L 1456 2091 L 1463 2100 L 1469 2108 L 1475 2117 L 1482 2126 L
1488 2136 L 1494 2145 L 1501 2154 L 1507 2164 L 1514 2174 L 1520 2184 L 1526
2194 L 1533 2204 L 1536 2208 L S [] 0 setdash 614 1638 M 1536 1638 L 650 1638 M
650 1681 L 827 1638 M 827 1724 L 1004 1638 M 1004 1681 L 1181 1638 M 1181 1724
L 1358 1638 M 1358 1681 L 1535 1638 M 1535 1724 L 614 2662 M 1536 2662 L 650
2662 M 650 2619 L 827 2662 M 827 2576 L 1004 2662 M 1004 2619 L 1181 2662 M
1181 2576 L 1358 2662 M 1358 2619 L 1535 2662 M 1535 2576 L 614 1638 M 614 2662
L 614 1638 M 700 1638 L 614 1809 M 657 1809 L 614 1979 M 700 1979 L 614 2150 M
657 2150 L 614 2320 M 700 2320 L 614 2491 M 657 2491 L 614 2662 M 700 2662 L
542 1670 M 534 1667 L 529 1659 L 526 1646 L 526 1638 L 529 1625 L 534 1617 L
542 1614 L 547 1614 L 555 1617 L 561 1625 L 563 1638 L 563 1646 L 561 1659 L
555 1667 L 547 1670 L 542 1670 L 537 1667 L 534 1665 L 531 1659 L 529 1646 L
529 1638 L 531 1625 L 534 1619 L 537 1617 L 542 1614 L 547 1614 M 553 1617 L
555 1619 L 558 1625 L 561 1638 L 561 1646 L 558 1659 L 555 1665 L 553 1667 L
547 1670 L 424 2011 M 419 1984 L 424 1987 L 432 1990 L 440 1990 L 448 1987 L
454 1982 L 456 1974 L 456 1971 L 454 1963 L 448 1958 L 440 1955 L 432 1955 L
424 1958 L 422 1960 L 419 1966 L 419 1968 L 422 1971 L 424 1968 L 422 1966 L
440 1990 M 446 1987 L 451 1982 L 454 1974 L 454 1971 L 451 1963 L 446 1958 L
440 1955 L 424 2011 M 451 2011 L 424 2008 M 438 2008 L 451 2011 L 489 2011 M
481 2008 L 475 2000 L 473 1987 L 473 1979 L 475 1966 L 481 1958 L 489 1955 L
494 1955 L 502 1958 L 507 1966 L 510 1979 L 510 1987 L 507 2000 L 502 2008 L
494 2011 L 489 2011 L 483 2008 L 481 2006 L 478 2000 L 475 1987 L 475 1979 L
478 1966 L 481 1960 L 483 1958 L 489 1955 L 494 1955 M 499 1958 L 502 1960 L
505 1966 L 507 1979 L 507 1987 L 505 2000 L 502 2006 L 499 2008 L 494 2011 L
542 2011 M 534 2008 L 529 2000 L 526 1987 L 526 1979 L 529 1966 L 534 1958 L
542 1955 L 547 1955 L 556 1958 L 561 1966 L 564 1979 L 564 1987 L 561 2000 L
556 2008 L 547 2011 L 542 2011 L 537 2008 L 534 2006 L 531 2000 L 529 1987 L
529 1979 L 531 1966 L 534 1960 L 537 1958 L 542 1955 L 547 1955 M 553 1958 L
556 1960 L 558 1966 L 561 1979 L 561 1987 L 558 2000 L 556 2006 L 553 2008 L
547 2011 L 373 2341 M 378 2344 L 386 2352 L 386 2296 L 384 2349 M 384 2296 L
373 2296 M 397 2296 L 435 2352 M 427 2349 L 421 2341 L 419 2328 L 419 2320 L
421 2307 L 427 2299 L 435 2296 L 440 2296 L 448 2299 L 453 2307 L 456 2320 L
456 2328 L 453 2341 L 448 2349 L 440 2352 L 435 2352 L 429 2349 L 427 2347 L
424 2341 L 421 2328 L 421 2320 L 424 2307 L 427 2301 L 429 2299 L 435 2296 L
440 2296 M 445 2299 L 448 2301 L 451 2307 L 453 2320 L 453 2328 L 451 2341 L
448 2347 L 445 2349 L 440 2352 L 488 2352 M 480 2349 L 475 2341 L 472 2328 L
472 2320 L 475 2307 L 480 2299 L 488 2296 L 493 2296 L 502 2299 L 507 2307 L
510 2320 L 510 2328 L 507 2341 L 502 2349 L 493 2352 L 488 2352 L 483 2349 L
480 2347 L 477 2341 L 475 2328 L 475 2320 L 477 2307 L 480 2301 L 483 2299 L
488 2296 L 493 2296 M 499 2299 L 502 2301 L 504 2307 L 507 2320 L 507 2328 L
504 2341 L 502 2347 L 499 2349 L 493 2352 L 542 2352 M 534 2349 L 528 2341 L
526 2328 L 526 2320 L 528 2307 L 534 2299 L 542 2296 L 547 2296 L 555 2299 L
560 2307 L 563 2320 L 563 2328 L 560 2341 L 555 2349 L 547 2352 L 542 2352 L
536 2349 L 534 2347 L 531 2341 L 528 2328 L 528 2320 L 531 2307 L 534 2301 L
536 2299 L 542 2296 L 547 2296 M 552 2299 L 555 2301 L 558 2307 L 560 2320 L
560 2328 L 558 2341 L 555 2347 L 552 2349 L 547 2352 L 373 2683 M 378 2686 L
386 2694 L 386 2638 L 384 2691 M 384 2638 L 373 2638 M 397 2638 L 424 2694 M
419 2667 L 424 2670 L 432 2673 L 440 2673 L 448 2670 L 453 2665 L 456 2657 L
456 2654 L 453 2646 L 448 2641 L 440 2638 L 432 2638 L 424 2641 L 421 2643 L
419 2649 L 419 2651 L 421 2654 L 424 2651 L 421 2649 L 440 2673 M 445 2670 L
451 2665 L 453 2657 L 453 2654 L 451 2646 L 445 2641 L 440 2638 L 424 2694 M
451 2694 L 424 2691 M 437 2691 L 451 2694 L 488 2694 M 480 2691 L 475 2683 L
472 2670 L 472 2662 L 475 2649 L 480 2641 L 488 2638 L 493 2638 L 502 2641 L
507 2649 L 510 2662 L 510 2670 L 507 2683 L 502 2691 L 493 2694 L 488 2694 L
483 2691 L 480 2689 L 477 2683 L 475 2670 L 475 2662 L 477 2649 L 480 2643 L
483 2641 L 488 2638 L 493 2638 M 499 2641 L 502 2643 L 504 2649 L 507 2662 L
507 2670 L 504 2683 L 502 2689 L 499 2691 L 493 2694 L 542 2694 M 534 2691 L
528 2683 L 526 2670 L 526 2662 L 528 2649 L 534 2641 L 542 2638 L 547 2638 L
555 2641 L 560 2649 L 563 2662 L 563 2670 L 560 2683 L 555 2691 L 547 2694 L
542 2694 L 536 2691 L 534 2689 L 531 2683 L 528 2670 L 528 2662 L 531 2649 L
534 2643 L 536 2641 L 542 2638 L 547 2638 M 552 2641 L 555 2643 L 558 2649 L
560 2662 L 560 2670 L 558 2683 L 555 2689 L 552 2691 L 547 2694 L 1536 1638 M
1536 2662 L 1536 1638 M 1450 1638 L 1536 1809 M 1493 1809 L 1536 1979 M 1450
1979 L 1536 2150 M 1493 2150 L 1536 2320 M 1450 2320 L 1536 2491 M 1493 2491 L
1536 2662 M 1450 2662 L 280 1882 M 336 1882 L 280 1885 M 336 1885 L 288 1885 M
282 1890 L 280 1896 L 280 1901 L 282 1909 L 288 1914 L 296 1917 L 301 1917 L
309 1914 L 314 1909 L 317 1901 L 317 1896 L 314 1890 L 309 1885 L 280 1901 M
282 1906 L 288 1912 L 296 1914 L 301 1914 L 309 1912 L 314 1906 L 317 1901 L
280 1874 M 280 1885 L 336 1874 M 336 1893 L 250 1984 M 336 1984 L 250 1987 M
336 1987 L 250 1984 M 250 2003 L 336 1984 M 336 2003 L 261 2024 M 317 2024 L
261 2027 M 309 2043 L 261 2024 M 317 2043 L 261 2062 M 317 2043 L 261 2062 M
317 2062 L 261 2064 M 317 2064 L 261 2016 M 261 2027 L 261 2062 M 261 2072 L
317 2016 M 317 2032 L 317 2054 M 317 2072 L 296 2088 M 296 2121 L 290 2121 L
285 2118 L 282 2115 L 280 2110 L 280 2102 L 282 2094 L 288 2088 L 296 2086 L
301 2086 L 309 2088 L 314 2094 L 317 2102 L 317 2107 L 314 2115 L 309 2121 L
296 2118 M 288 2118 L 282 2115 L 280 2102 M 282 2096 L 288 2091 L 296 2088 L
301 2088 L 309 2091 L 314 2096 L 317 2102 L 280 2139 M 317 2155 L 280 2142 M
312 2155 L 280 2171 M 317 2155 L 280 2131 M 280 2150 L 280 2163 M 280 2179 L
250 2236 M 336 2187 L 264 2268 M 266 2265 L 269 2268 L 266 2270 L 264 2270 L
261 2268 L 261 2262 L 264 2257 L 269 2254 L 317 2254 L 261 2262 M 264 2260 L
269 2257 L 317 2257 L 280 2246 M 280 2265 L 317 2246 M 317 2265 L 280 2286 M
317 2286 L 280 2289 M 317 2289 L 288 2289 M 282 2294 L 280 2303 L 280 2308 L
282 2316 L 288 2319 L 317 2319 L 280 2308 M 282 2313 L 288 2316 L 317 2316 L
288 2319 M 282 2324 L 280 2332 L 280 2337 L 282 2345 L 288 2348 L 317 2348 L
280 2337 M 282 2343 L 288 2345 L 317 2345 L 280 2278 M 280 2289 L 317 2278 M
317 2297 L 317 2308 M 317 2327 L 317 2337 M 317 2356 L 236 2368 M 237 2369 L
239 2368 L 237 2366 L 236 2366 L 233 2369 L 231 2374 L 231 2381 L 233 2385 L
236 2387 L 241 2387 L 244 2385 L 245 2381 L 245 2376 L 231 2381 M 233 2384 L
236 2385 L 241 2385 L 244 2384 L 245 2381 L 247 2384 L 250 2387 L 253 2389 L
258 2389 L 261 2387 L 263 2385 L 265 2381 L 265 2374 L 263 2369 L 261 2368 L
258 2366 L 257 2366 L 255 2368 L 257 2369 L 258 2368 L 249 2385 M 253 2387 L
258 2387 L 261 2385 L 263 2384 L 265 2381 L 250 2418 M 336 2418 L 250 2420 M
336 2420 L 250 2402 M 250 2420 L 336 2402 M 336 2420 L 621 940 M 691 936 L 755
941 L 825 942 L 901 942 L 1042 942 L 1112 942 L 1265 942 L 1284 1325 L 1290
1333 L 1297 1341 L 1303 1349 L 1309 1358 L 1316 1366 L 1322 1375 L 1329 1384 L
1335 1393 L 1341 1402 L 1348 1411 L 1354 1420 L 1360 1430 L 1367 1440 L 1373
1450 L 1380 1460 L 1386 1470 L 1392 1480 L 1399 1491 L 1405 1501 L 1411 1512 L
1418 1523 L 1424 1534 L 1431 1545 L 1437 1556 L 1443 1568 L 1450 1579 L 1456
1591 L 1463 1602 L 1469 1614 L 1475 1626 L 1481 1638 L S [8 16 24 16] 0 setdash
621 939 M 691 935 L 755 938 L 825 944 L 901 942 L 1042 942 L 1112 942 L 1265
942 L 1284 964 L 1290 964 L 1297 964 L 1303 964 L 1309 964 L 1316 964 L 1322
964 L 1329 964 L 1335 964 L 1341 964 L 1348 964 L 1354 964 L 1360 964 L 1367
964 L 1373 964 L 1380 964 L 1386 964 L 1392 964 L 1399 964 L 1405 965 L 1411
965 L 1418 965 L 1424 965 L 1431 964 L 1437 964 L 1443 964 L 1450 964 L 1456
964 L 1463 963 L 1469 963 L 1475 963 L 1482 962 L 1488 962 L 1494 962 L 1501
962 L 1507 961 L 1514 961 L 1520 961 L 1526 961 L 1533 962 L 1536 962 L S [] 0
setdash 614 819 M 1536 819 L 650 819 M 650 862 L 827 819 M 827 905 L 1004 819 M
1004 862 L 1181 819 M 1181 905 L 1358 819 M 1358 862 L 1535 819 M 1535 905 L
763 754 M 768 757 L 776 765 L 776 709 L 774 762 M 774 709 L 763 709 M 787 709 L
825 765 M 817 762 L 811 754 L 809 741 L 809 733 L 811 720 L 817 712 L 825 709 L
830 709 L 838 712 L 843 720 L 846 733 L 846 741 L 843 754 L 838 762 L 830 765 L
825 765 L 819 762 L 817 760 L 814 754 L 811 741 L 811 733 L 814 720 L 817 714 L
819 712 L 825 709 L 830 709 M 835 712 L 838 714 L 841 720 L 843 733 L 843 741 L
841 754 L 838 760 L 835 762 L 830 765 L 878 765 M 870 762 L 865 754 L 862 741 L
862 733 L 865 720 L 870 712 L 878 709 L 883 709 L 892 712 L 897 720 L 900 733 L
900 741 L 897 754 L 892 762 L 883 765 L 878 765 L 873 762 L 870 760 L 867 754 L
865 741 L 865 733 L 867 720 L 870 714 L 873 712 L 878 709 L 883 709 M 889 712 L
892 714 L 894 720 L 897 733 L 897 741 L 894 754 L 892 760 L 889 762 L 883 765 L
1117 754 M 1122 757 L 1130 765 L 1130 709 L 1128 762 M 1128 709 L 1117 709 M
1141 709 L 1168 765 M 1163 738 L 1168 741 L 1176 744 L 1184 744 L 1192 741 L
1197 736 L 1200 728 L 1200 725 L 1197 717 L 1192 712 L 1184 709 L 1176 709 L
1168 712 L 1165 714 L 1163 720 L 1163 722 L 1165 725 L 1168 722 L 1165 720 L
1184 744 M 1189 741 L 1195 736 L 1197 728 L 1197 725 L 1195 717 L 1189 712 L
1184 709 L 1168 765 M 1195 765 L 1168 762 M 1181 762 L 1195 765 L 1232 765 M
1224 762 L 1219 754 L 1216 741 L 1216 733 L 1219 720 L 1224 712 L 1232 709 L
1237 709 L 1246 712 L 1251 720 L 1254 733 L 1254 741 L 1251 754 L 1246 762 L
1237 765 L 1232 765 L 1227 762 L 1224 760 L 1221 754 L 1219 741 L 1219 733 L
1221 720 L 1224 714 L 1227 712 L 1232 709 L 1237 709 M 1243 712 L 1246 714 L
1248 720 L 1251 733 L 1251 741 L 1248 754 L 1246 760 L 1243 762 L 1237 765 L
1466 754 M 1468 752 L 1466 749 L 1463 752 L 1463 754 L 1466 760 L 1468 762 L
1476 765 L 1487 765 L 1495 762 L 1498 760 L 1500 754 L 1500 749 L 1498 744 L
1490 738 L 1476 733 L 1471 730 L 1466 725 L 1463 717 L 1463 709 L 1487 765 M
1492 762 L 1495 760 L 1498 754 L 1498 749 L 1495 744 L 1487 738 L 1476 733 L
1463 714 M 1466 717 L 1471 717 L 1484 712 L 1492 712 L 1498 714 L 1500 717 L
1471 717 M 1484 709 L 1495 709 L 1498 712 L 1500 717 L 1500 722 L 1533 765 M
1525 762 L 1519 754 L 1517 741 L 1517 733 L 1519 720 L 1525 712 L 1533 709 L
1538 709 L 1546 712 L 1551 720 L 1554 733 L 1554 741 L 1551 754 L 1546 762 L
1538 765 L 1533 765 L 1527 762 L 1525 760 L 1522 754 L 1519 741 L 1519 733 L
1522 720 L 1525 714 L 1527 712 L 1533 709 L 1538 709 M 1543 712 L 1546 714 L
1549 720 L 1551 733 L 1551 741 L 1549 754 L 1546 760 L 1543 762 L 1538 765 L
1586 765 M 1578 762 L 1573 754 L 1570 741 L 1570 733 L 1573 720 L 1578 712 L
1586 709 L 1591 709 L 1600 712 L 1605 720 L 1608 733 L 1608 741 L 1605 754 L
1600 762 L 1591 765 L 1586 765 L 1581 762 L 1578 760 L 1575 754 L 1573 741 L
1573 733 L 1575 720 L 1578 714 L 1581 712 L 1586 709 L 1591 709 M 1597 712 L
1600 714 L 1602 720 L 1605 733 L 1605 741 L 1602 754 L 1600 760 L 1597 762 L
1591 765 L 614 1638 M 1536 1638 L 650 1638 M 650 1595 L 827 1638 M 827 1552 L
1004 1638 M 1004 1595 L 1181 1638 M 1181 1552 L 1358 1638 M 1358 1595 L 1535
1638 M 1535 1552 L 614 819 M 614 1638 L 614 851 M 700 851 L 614 1008 M 657 1008
L 614 1166 M 700 1166 L 614 1323 M 657 1323 L 614 1480 M 700 1480 L 614 1638 M
657 1638 L 301 851 M 349 851 L 373 872 M 379 875 L 387 883 L 387 827 L 384 880
M 384 827 L 373 827 M 397 827 L 435 883 M 427 880 L 421 872 L 419 859 L 419 851
L 421 838 L 427 830 L 435 827 L 440 827 L 448 830 L 454 838 L 456 851 L 456 859
L 454 872 L 448 880 L 440 883 L 435 883 L 429 880 L 427 878 L 424 872 L 421 859
L 421 851 L 424 838 L 427 832 L 429 830 L 435 827 L 440 827 M 446 830 L 448 832
L 451 838 L 454 851 L 454 859 L 451 872 L 448 878 L 446 880 L 440 883 L 488 883
M 480 880 L 475 872 L 472 859 L 472 851 L 475 838 L 480 830 L 488 827 L 494 827
L 502 830 L 507 838 L 510 851 L 510 859 L 507 872 L 502 880 L 494 883 L 488 883
L 483 880 L 480 878 L 478 872 L 475 859 L 475 851 L 478 838 L 480 832 L 483 830
L 488 827 L 494 827 M 499 830 L 502 832 L 504 838 L 507 851 L 507 859 L 504 872
L 502 878 L 499 880 L 494 883 L 542 883 M 534 880 L 528 872 L 526 859 L 526 851
L 528 838 L 534 830 L 542 827 L 547 827 L 555 830 L 561 838 L 563 851 L 563 859
L 561 872 L 555 880 L 547 883 L 542 883 L 537 880 L 534 878 L 531 872 L 528 859
L 528 851 L 531 838 L 534 832 L 537 830 L 542 827 L 547 827 M 553 830 L 555 832
L 558 838 L 561 851 L 561 859 L 558 872 L 555 878 L 553 880 L 547 883 L 542
1198 M 534 1195 L 529 1187 L 526 1174 L 526 1166 L 529 1153 L 534 1145 L 542
1142 L 547 1142 L 555 1145 L 561 1153 L 563 1166 L 563 1174 L 561 1187 L 555
1195 L 547 1198 L 542 1198 L 537 1195 L 534 1193 L 531 1187 L 529 1174 L 529
1166 L 531 1153 L 534 1147 L 537 1145 L 542 1142 L 547 1142 M 553 1145 L 555
1147 L 558 1153 L 561 1166 L 561 1174 L 558 1187 L 555 1193 L 553 1195 L 547
1198 L 373 1501 M 378 1504 L 386 1512 L 386 1456 L 384 1509 M 384 1456 L 373
1456 M 397 1456 L 435 1512 M 427 1509 L 421 1501 L 419 1488 L 419 1480 L 421
1467 L 427 1459 L 435 1456 L 440 1456 L 448 1459 L 453 1467 L 456 1480 L 456
1488 L 453 1501 L 448 1509 L 440 1512 L 435 1512 L 429 1509 L 427 1507 L 424
1501 L 421 1488 L 421 1480 L 424 1467 L 427 1461 L 429 1459 L 435 1456 L 440
1456 M 445 1459 L 448 1461 L 451 1467 L 453 1480 L 453 1488 L 451 1501 L 448
1507 L 445 1509 L 440 1512 L 488 1512 M 480 1509 L 475 1501 L 472 1488 L 472
1480 L 475 1467 L 480 1459 L 488 1456 L 493 1456 L 502 1459 L 507 1467 L 510
1480 L 510 1488 L 507 1501 L 502 1509 L 493 1512 L 488 1512 L 483 1509 L 480
1507 L 477 1501 L 475 1488 L 475 1480 L 477 1467 L 480 1461 L 483 1459 L 488
1456 L 493 1456 M 499 1459 L 502 1461 L 504 1467 L 507 1480 L 507 1488 L 504
1501 L 502 1507 L 499 1509 L 493 1512 L 542 1512 M 534 1509 L 528 1501 L 526
1488 L 526 1480 L 528 1467 L 534 1459 L 542 1456 L 547 1456 L 555 1459 L 560
1467 L 563 1480 L 563 1488 L 560 1501 L 555 1509 L 547 1512 L 542 1512 L 536
1509 L 534 1507 L 531 1501 L 528 1488 L 528 1480 L 531 1467 L 534 1461 L 536
1459 L 542 1456 L 547 1456 M 552 1459 L 555 1461 L 558 1467 L 560 1480 L 560
1488 L 558 1501 L 555 1507 L 552 1509 L 547 1512 L 1536 819 M 1536 1638 L 1536
851 M 1450 851 L 1536 1008 M 1493 1008 L 1536 1166 M 1450 1166 L 1536 1323 M
1493 1323 L 1536 1480 M 1450 1480 L 1536 1638 M 1493 1638 L 924 680 M 924 624 L
927 680 M 927 624 L 908 680 M 905 667 L 905 680 L 945 680 L 945 667 L 943 680 L
916 624 M 935 624 L 1010 691 M 1010 605 L 1012 691 M 1012 605 L 1010 691 M 1028
691 L 1010 605 M 1028 605 L 1050 680 M 1050 624 L 1053 680 M 1069 632 L 1050
680 M 1069 624 L 1087 680 M 1069 624 L 1087 680 M 1087 624 L 1090 680 M 1090
624 L 1042 680 M 1053 680 L 1087 680 M 1098 680 L 1042 624 M 1058 624 L 1079
624 M 1098 624 L 1114 645 M 1146 645 L 1146 651 L 1144 656 L 1141 659 L 1135
661 L 1127 661 L 1119 659 L 1114 653 L 1111 645 L 1111 640 L 1114 632 L 1119
627 L 1127 624 L 1133 624 L 1141 627 L 1146 632 L 1144 645 M 1144 653 L 1141
659 L 1127 661 M 1122 659 L 1117 653 L 1114 645 L 1114 640 L 1117 632 L 1122
627 L 1127 624 L 1165 680 M 1184 624 L 1168 680 M 1184 632 L 1202 680 M 1184
624 L 1157 680 M 1176 680 L 1194 680 M 1210 680 L 1237 691 M 1237 605 L 1240
691 M 1240 605 L 1221 691 M 1240 691 L 1221 605 M 1240 605 L 282 990 M 280 985
L 280 977 L 282 969 L 288 964 L 296 961 L 304 961 L 312 964 L 314 966 L 317 974
L 317 982 L 314 988 L 280 977 M 282 972 L 288 966 L 296 964 L 304 964 L 312 966
L 314 969 L 317 974 L 298 964 M 298 985 L 250 1057 M 336 1057 L 250 1060 M 336
1060 L 250 1057 M 250 1076 L 336 1057 M 336 1076 L 261 1098 M 317 1098 L 261
1100 M 309 1116 L 261 1098 M 317 1116 L 261 1135 M 317 1116 L 261 1135 M 317
1135 L 261 1138 M 317 1138 L 261 1089 M 261 1100 L 261 1135 M 261 1146 L 317
1089 M 317 1106 L 317 1127 M 317 1146 L 296 1162 M 296 1194 L 290 1194 L 285
1191 L 282 1188 L 280 1183 L 280 1175 L 282 1167 L 288 1162 L 296 1159 L 301
1159 L 309 1162 L 314 1167 L 317 1175 L 317 1180 L 314 1188 L 309 1194 L 296
1191 M 288 1191 L 282 1188 L 280 1175 M 282 1170 L 288 1164 L 296 1162 L 301
1162 L 309 1164 L 314 1170 L 317 1175 L 280 1213 M 317 1229 L 280 1215 M 312
1229 L 280 1245 M 317 1229 L 280 1205 M 280 1223 L 280 1237 M 280 1253 L 250
1309 M 336 1261 L 264 1341 M 266 1338 L 269 1341 L 266 1344 L 264 1344 L 261
1341 L 261 1336 L 264 1330 L 269 1328 L 317 1328 L 261 1336 M 264 1333 L 269
1330 L 317 1330 L 280 1320 M 280 1338 L 317 1320 M 317 1338 L 280 1360 M 317
1360 L 280 1362 M 317 1362 L 288 1362 M 282 1368 L 280 1376 L 280 1381 L 282
1389 L 288 1392 L 317 1392 L 280 1381 M 282 1387 L 288 1389 L 317 1389 L 288
1392 M 282 1397 L 280 1405 L 280 1411 L 282 1419 L 288 1421 L 317 1421 L 280
1411 M 282 1416 L 288 1419 L 317 1419 L 280 1352 M 280 1362 L 317 1352 M 317
1370 L 317 1381 M 317 1400 L 317 1411 M 317 1429 L 236 1441 M 237 1443 L 239
1441 L 237 1439 L 236 1439 L 233 1443 L 231 1448 L 231 1454 L 233 1459 L 236
1460 L 241 1460 L 244 1459 L 245 1454 L 245 1449 L 231 1454 M 233 1457 L 236
1459 L 241 1459 L 244 1457 L 245 1454 L 247 1457 L 250 1460 L 253 1462 L 258
1462 L 261 1460 L 263 1459 L 265 1454 L 265 1448 L 263 1443 L 261 1441 L 258
1439 L 257 1439 L 255 1441 L 257 1443 L 258 1441 L 249 1459 M 253 1460 L 258
1460 L 261 1459 L 263 1457 L 265 1454 L 250 1491 M 336 1491 L 250 1494 M 336
1494 L 250 1475 M 250 1494 L 336 1475 M 336 1494 L 1536 3191 M 1544 3190 L 1608
3182 L 1742 3149 L 1825 3133 L 1959 3092 L 1965 2662 L 1971 2662 L 1978 2662 L
1984 2662 L 1990 2662 L 1997 2662 L 2003 2662 L 2010 2662 L 2016 2662 L 2022
2662 L 2029 2662 L 2035 2662 L 2042 2662 L 2048 2662 L 2054 2662 L 2061 2662 L
2067 2662 L 2073 2662 L 2080 2662 L 2086 2662 L 2093 2662 L 2099 2662 L 2105
2662 L 2112 2662 L 2118 2662 L 2124 2662 L 2131 2662 L 2137 2662 L 2144 2662 L
2150 2662 L 2156 2662 L 2163 2662 L 2169 2662 L 2175 2662 L 2182 2662 L 2188
2662 L 2195 2662 L 2201 2662 L 2207 2662 L 2214 2662 L 2220 2662 L 2226 2662 L
2233 2662 L 2239 2662 L 2246 2662 L 2252 2662 L 2258 2662 L 2265 2662 L 2271
2662 L 2278 2662 L 2284 2662 L 2290 2662 L 2297 2662 L 2303 2662 L 2309 2662 L
2316 2662 L 2322 2662 L 2329 2662 L 2335 2662 L 2341 2662 L 2348 2662 L 2354
2662 L 2360 2662 L 2367 2662 L 2373 2662 L S [24 16] 0 setdash 1536 2690 M 1544
2690 L 1608 2686 L 1742 2690 L 1825 2690 L 1959 2690 L 1965 2846 L 1971 2846 L
1978 2846 L 1984 2846 L 1990 2846 L 1997 2842 L 2003 2842 L 2010 2842 L 2016
2842 L 2022 2842 L 2029 2842 L 2035 2842 L 2042 2842 L 2048 2838 L 2054 2838 L
2061 2838 L 2067 2838 L 2073 2838 L 2080 2838 L 2086 2838 L 2093 2834 L 2099
2834 L 2105 2834 L 2112 2834 L 2118 2834 L 2124 2834 L 2131 2834 L 2137 2834 L
2144 2830 L 2150 2830 L 2156 2830 L 2163 2830 L 2169 2830 L 2175 2830 L 2182
2830 L 2188 2826 L 2195 2826 L 2201 2826 L 2207 2826 L 2214 2826 L 2220 2826 L
2226 2826 L 2233 2821 L 2239 2821 L 2246 2821 L 2252 2821 L 2258 2821 L 2265
2821 L 2271 2821 L 2278 2821 L 2284 2817 L 2290 2817 L 2297 2817 L 2303 2817 L
2309 2817 L 2316 2817 L 2322 2817 L 2329 2813 L 2335 2813 L 2341 2813 L 2348
2813 L 2354 2813 L 2360 2813 L 2367 2813 L 2373 2813 L S [] 0 setdash 1536 2662
M 2457 2662 L 1571 2662 M 1571 2705 L 1748 2662 M 1748 2747 L 1925 2662 M 1925
2705 L 2102 2662 M 2102 2747 L 2280 2662 M 2280 2705 L 2457 2662 M 2457 2747 L
1536 3686 M 2457 3686 L 1571 3686 M 1571 3643 L 1748 3686 M 1748 3600 L 1925
3686 M 1925 3643 L 2102 3686 M 2102 3600 L 2280 3686 M 2280 3643 L 2457 3686 M
2457 3600 L 1536 2662 M 1536 3686 L 1536 2662 M 1621 2662 L 1536 2764 M 1578
2764 L 1536 2867 M 1621 2867 L 1536 2969 M 1578 2969 L 1536 3071 M 1621 3071 L
1536 3174 M 1578 3174 L 1536 3276 M 1621 3276 L 1536 3378 M 1578 3378 L 1536
3481 M 1621 3481 L 1536 3583 M 1578 3583 L 1536 3685 M 1621 3685 L 2457 2662 M
2457 3686 L 2457 2662 M 2371 2662 L 2457 2764 M 2414 2764 L 2457 2867 M 2371
2867 L 2457 2969 M 2414 2969 L 2457 3071 M 2371 3071 L 2457 3174 M 2414 3174 L
2457 3276 M 2371 3276 L 2457 3378 M 2414 3378 L 2457 3481 M 2371 3481 L 2457
3583 M 2414 3583 L 2457 3685 M 2371 3685 L 1637 3527 M 1634 3525 L 1637 3522 L
1640 3525 L 1640 3527 L 1634 3533 L 1629 3535 L 1621 3535 L 1613 3533 L 1608
3527 L 1605 3519 L 1605 3514 L 1608 3506 L 1613 3501 L 1621 3498 L 1626 3498 L
1634 3501 L 1640 3506 L 1621 3535 M 1616 3533 L 1610 3527 L 1608 3519 L 1608
3514 L 1610 3506 L 1616 3501 L 1621 3498 L 1672 3535 M 1664 3533 L 1659 3527 L
1656 3519 L 1656 3514 L 1659 3506 L 1664 3501 L 1672 3498 L 1677 3498 L 1685
3501 L 1691 3506 L 1693 3514 L 1693 3519 L 1691 3527 L 1685 3533 L 1677 3535 L
1672 3535 L 1667 3533 L 1661 3527 L 1659 3519 L 1659 3514 L 1661 3506 L 1667
3501 L 1672 3498 L 1677 3498 M 1683 3501 L 1688 3506 L 1691 3514 L 1691 3519 L
1688 3527 L 1683 3533 L 1677 3535 L 1715 3535 M 1715 3498 L 1717 3535 M 1717
3498 L 1717 3519 M 1720 3527 L 1725 3533 L 1731 3535 L 1739 3535 L 1742 3533 L
1742 3530 L 1739 3527 L 1736 3530 L 1739 3533 L 1707 3535 M 1717 3535 L 1707
3498 M 1725 3498 L 1758 3519 M 1790 3519 L 1790 3525 L 1787 3530 L 1784 3533 L
1779 3535 L 1771 3535 L 1763 3533 L 1758 3527 L 1755 3519 L 1755 3514 L 1758
3506 L 1763 3501 L 1771 3498 L 1776 3498 L 1784 3501 L 1790 3506 L 1787 3519 M
1787 3527 L 1784 3533 L 1771 3535 M 1766 3533 L 1760 3527 L 1758 3519 L 1758
3514 L 1760 3506 L 1766 3501 L 1771 3498 L 1857 3543 M 1859 3541 L 1857 3538 L
1854 3541 L 1854 3543 L 1857 3549 L 1859 3551 L 1867 3554 L 1878 3554 L 1886
3551 L 1889 3549 L 1891 3543 L 1891 3538 L 1889 3533 L 1881 3527 L 1867 3522 L
1862 3519 L 1857 3514 L 1854 3506 L 1854 3498 L 1878 3554 M 1883 3551 L 1886
3549 L 1889 3543 L 1889 3538 L 1886 3533 L 1878 3527 L 1867 3522 L 1854 3503 M
1857 3506 L 1862 3506 L 1875 3501 L 1883 3501 L 1889 3503 L 1891 3506 L 1862
3506 M 1875 3498 L 1886 3498 L 1889 3501 L 1891 3506 L 1891 3511 L 1536 2104 M
1544 2103 L 1608 2096 L 1742 2073 L 1825 2062 L 1959 2034 L 1965 2036 L 1971
2038 L 1978 2040 L 1984 2042 L 1990 2045 L 1997 2047 L 2003 2049 L 2010 2052 L
2016 2054 L 2022 2057 L 2029 2060 L 2035 2062 L 2042 2065 L 2048 2068 L 2054
2071 L 2061 2074 L 2067 2077 L 2073 2080 L 2080 2083 L 2086 2086 L 2093 2089 L
2099 2093 L 2105 2096 L 2112 2100 L 2118 2103 L 2124 2107 L 2131 2111 L 2137
2114 L 2144 2118 L 2150 2122 L 2156 2126 L 2163 2130 L 2169 2135 L 2175 2139 L
2182 2143 L 2188 2148 L 2195 2153 L 2201 2157 L 2207 2162 L 2214 2167 L 2220
2172 L 2226 2177 L 2233 2182 L 2239 2187 L 2246 2193 L 2252 2198 L 2258 2204 L
2265 2210 L 2271 2216 L 2278 2221 L 2284 2227 L 2290 2234 L 2297 2240 L 2303
2246 L 2309 2253 L 2316 2259 L 2322 2266 L 2329 2273 L 2335 2280 L 2341 2287 L
2348 2294 L 2354 2301 L S [8 16 24 16] 0 setdash 1536 2103 M 1544 2102 L 1608
2095 L 1742 2070 L 1825 2057 L 1959 2026 L 1965 1932 L 1971 1931 L 1978 1931 L
1984 1930 L 1990 1929 L 1997 1928 L 2003 1928 L 2010 1927 L 2016 1926 L 2022
1925 L 2029 1924 L 2035 1924 L 2042 1923 L 2048 1922 L 2054 1921 L 2061 1920 L
2067 1919 L 2073 1918 L 2080 1917 L 2086 1916 L 2093 1916 L 2099 1915 L 2105
1914 L 2112 1913 L 2118 1912 L 2124 1911 L 2131 1910 L 2137 1909 L 2144 1908 L
2150 1907 L 2156 1906 L 2163 1906 L 2169 1905 L 2175 1904 L 2182 1903 L 2188
1902 L 2195 1901 L 2201 1900 L 2207 1899 L 2214 1898 L 2220 1897 L 2226 1896 L
2233 1896 L 2239 1895 L 2246 1894 L 2252 1893 L 2258 1892 L 2265 1891 L 2271
1890 L 2278 1889 L 2284 1889 L 2290 1888 L 2297 1887 L 2303 1886 L 2309 1885 L
2316 1884 L 2322 1884 L 2329 1883 L 2335 1882 L 2341 1881 L 2348 1880 L 2354
1879 L 2360 1879 L 2367 1878 L 2373 1877 L S [8] 0 setdash 1536 1639 M 1544
1639 L 1608 1639 L 1742 1641 L 1825 1642 L 1959 1646 L 1965 1742 L 1971 1745 L
1978 1748 L 1984 1751 L 1990 1754 L 1997 1757 L 2003 1760 L 2010 1763 L 2016
1767 L 2022 1770 L 2029 1773 L 2035 1777 L 2042 1780 L 2048 1784 L 2054 1788 L
2061 1792 L 2067 1796 L 2073 1799 L 2080 1804 L 2086 1808 L 2093 1812 L 2099
1816 L 2105 1820 L 2112 1825 L 2118 1829 L 2124 1834 L 2131 1838 L 2137 1843 L
2144 1848 L 2150 1853 L 2156 1858 L 2163 1863 L 2169 1868 L 2175 1873 L 2182
1879 L 2188 1884 L 2195 1890 L 2201 1895 L 2207 1901 L 2214 1907 L 2220 1913 L
2226 1919 L 2233 1925 L 2239 1931 L 2246 1937 L 2252 1943 L 2258 1950 L 2265
1956 L 2271 1963 L 2278 1970 L 2284 1977 L 2290 1984 L 2297 1991 L 2303 1998 L
2309 2006 L 2316 2013 L 2322 2021 L 2329 2028 L 2335 2036 L 2341 2044 L 2348
2052 L 2354 2060 L 2360 2068 L 2367 2077 L 2373 2085 L S [] 0 setdash 1536 1638
M 2457 1638 L 1571 1638 M 1571 1681 L 1748 1638 M 1748 1724 L 1925 1638 M 1925
1681 L 2102 1638 M 2102 1724 L 2280 1638 M 2280 1681 L 2457 1638 M 2457 1724 L
1536 2662 M 2457 2662 L 1571 2662 M 1571 2619 L 1748 2662 M 1748 2576 L 1925
2662 M 1925 2619 L 2102 2662 M 2102 2576 L 2280 2662 M 2280 2619 L 2457 2662 M
2457 2576 L 1536 1638 M 1536 2662 L 1536 1638 M 1621 1638 L 1536 1809 M 1578
1809 L 1536 1979 M 1621 1979 L 1536 2150 M 1578 2150 L 1536 2320 M 1621 2320 L
1536 2491 M 1578 2491 L 1536 2662 M 1621 2662 L 2457 1638 M 2457 2662 L 2457
1638 M 2371 1638 L 2457 1809 M 2414 1809 L 2457 1979 M 2371 1979 L 2457 2150 M
2414 2150 L 2457 2320 M 2371 2320 L 2457 2491 M 2414 2491 L 2457 2662 M 2371
2662 L 1536 927 M 1544 926 L 1608 921 L 1742 914 L 1825 913 L 1959 912 L 1965
1121 L 1971 1125 L 1978 1129 L 1984 1133 L 1990 1137 L 1997 1141 L 2003 1145 L
2010 1149 L 2016 1153 L 2022 1157 L 2029 1160 L 2035 1164 L 2042 1168 L 2048
1172 L 2054 1176 L 2061 1180 L 2067 1185 L 2073 1189 L 2080 1194 L 2086 1200 L
2093 1205 L 2099 1211 L 2105 1217 L 2112 1223 L 2118 1229 L 2124 1236 L 2131
1242 L 2137 1249 L 2144 1255 L 2150 1262 L 2156 1269 L 2163 1276 L 2169 1283 L
2175 1290 L 2182 1298 L 2188 1305 L 2195 1313 L 2201 1320 L 2207 1328 L 2214
1337 L 2220 1345 L 2226 1354 L 2233 1362 L 2239 1371 L 2246 1380 L 2252 1390 L
2258 1399 L 2265 1409 L 2271 1418 L 2278 1428 L 2284 1438 L 2290 1448 L 2297
1458 L 2303 1468 L 2309 1479 L 2316 1489 L 2322 1499 L 2329 1510 L 2335 1521 L
2341 1532 L 2348 1543 L 2354 1554 L 2360 1566 L 2367 1577 L 2373 1589 L S
[8 16 24 16] 0 setdash 1536 926 M 1544 925 L 1608 919 L 1742 910 L 1825 910 L
1959 911 L 1965 977 L 1971 977 L 1978 977 L 1984 977 L 1990 977 L 1997 977 L
2003 976 L 2010 976 L 2016 975 L 2022 974 L 2029 973 L 2035 972 L 2042 971 L
2048 969 L 2054 968 L 2061 967 L 2067 967 L 2073 966 L 2080 965 L 2086 965 L
2093 964 L 2099 964 L 2105 964 L 2112 964 L 2118 964 L 2124 965 L 2131 965 L
2137 965 L 2144 965 L 2150 965 L 2156 965 L 2163 965 L 2169 964 L 2175 964 L
2182 964 L 2188 964 L 2195 964 L 2201 964 L 2207 964 L 2214 965 L 2220 965 L
2226 965 L 2233 965 L 2239 966 L 2246 966 L 2252 967 L 2258 967 L 2265 968 L
2271 968 L 2278 969 L 2284 969 L 2290 969 L 2297 969 L 2303 970 L 2309 970 L
2316 970 L 2322 970 L 2329 970 L 2335 970 L 2341 970 L 2348 970 L 2354 970 L
2360 970 L 2367 970 L 2373 970 L S [] 0 setdash 1536 819 M 2457 819 L 1571 819
M 1571 862 L 1748 819 M 1748 905 L 1925 819 M 1925 862 L 2102 819 M 2102 905 L
2280 819 M 2280 862 L 2457 819 M 2457 905 L 1684 754 M 1689 757 L 1697 765 L
1697 709 L 1695 762 M 1695 709 L 1684 709 M 1708 709 L 1746 765 M 1738 762 L
1732 754 L 1730 741 L 1730 733 L 1732 720 L 1738 712 L 1746 709 L 1751 709 L
1759 712 L 1764 720 L 1767 733 L 1767 741 L 1764 754 L 1759 762 L 1751 765 L
1746 765 L 1740 762 L 1738 760 L 1735 754 L 1732 741 L 1732 733 L 1735 720 L
1738 714 L 1740 712 L 1746 709 L 1751 709 M 1756 712 L 1759 714 L 1762 720 L
1764 733 L 1764 741 L 1762 754 L 1759 760 L 1756 762 L 1751 765 L 1799 765 M
1791 762 L 1786 754 L 1783 741 L 1783 733 L 1786 720 L 1791 712 L 1799 709 L
1804 709 L 1813 712 L 1818 720 L 1821 733 L 1821 741 L 1818 754 L 1813 762 L
1804 765 L 1799 765 L 1794 762 L 1791 760 L 1788 754 L 1786 741 L 1786 733 L
1788 720 L 1791 714 L 1794 712 L 1799 709 L 1804 709 M 1810 712 L 1813 714 L
1815 720 L 1818 733 L 1818 741 L 1815 754 L 1813 760 L 1810 762 L 1804 765 L
2038 754 M 2043 757 L 2051 765 L 2051 709 L 2049 762 M 2049 709 L 2038 709 M
2062 709 L 2089 765 M 2084 738 L 2089 741 L 2097 744 L 2105 744 L 2113 741 L
2118 736 L 2121 728 L 2121 725 L 2118 717 L 2113 712 L 2105 709 L 2097 709 L
2089 712 L 2086 714 L 2084 720 L 2084 722 L 2086 725 L 2089 722 L 2086 720 L
2105 744 M 2110 741 L 2116 736 L 2118 728 L 2118 725 L 2116 717 L 2110 712 L
2105 709 L 2089 765 M 2116 765 L 2089 762 M 2102 762 L 2116 765 L 2153 765 M
2145 762 L 2140 754 L 2137 741 L 2137 733 L 2140 720 L 2145 712 L 2153 709 L
2158 709 L 2167 712 L 2172 720 L 2175 733 L 2175 741 L 2172 754 L 2167 762 L
2158 765 L 2153 765 L 2148 762 L 2145 760 L 2142 754 L 2140 741 L 2140 733 L
2142 720 L 2145 714 L 2148 712 L 2153 709 L 2158 709 M 2164 712 L 2167 714 L
2169 720 L 2172 733 L 2172 741 L 2169 754 L 2167 760 L 2164 762 L 2158 765 L
2388 754 M 2390 752 L 2388 749 L 2385 752 L 2385 754 L 2388 760 L 2390 762 L
2398 765 L 2409 765 L 2417 762 L 2420 760 L 2422 754 L 2422 749 L 2420 744 L
2412 738 L 2398 733 L 2393 730 L 2388 725 L 2385 717 L 2385 709 L 2409 765 M
2414 762 L 2417 760 L 2420 754 L 2420 749 L 2417 744 L 2409 738 L 2398 733 L
2385 714 M 2388 717 L 2393 717 L 2406 712 L 2414 712 L 2420 714 L 2422 717 L
2393 717 M 2406 709 L 2417 709 L 2420 712 L 2422 717 L 2422 722 L 2455 765 M
2447 762 L 2441 754 L 2439 741 L 2439 733 L 2441 720 L 2447 712 L 2455 709 L
2460 709 L 2468 712 L 2473 720 L 2476 733 L 2476 741 L 2473 754 L 2468 762 L
2460 765 L 2455 765 L 2449 762 L 2447 760 L 2444 754 L 2441 741 L 2441 733 L
2444 720 L 2447 714 L 2449 712 L 2455 709 L 2460 709 M 2465 712 L 2468 714 L
2471 720 L 2473 733 L 2473 741 L 2471 754 L 2468 760 L 2465 762 L 2460 765 L
2508 765 M 2500 762 L 2495 754 L 2492 741 L 2492 733 L 2495 720 L 2500 712 L
2508 709 L 2513 709 L 2522 712 L 2527 720 L 2530 733 L 2530 741 L 2527 754 L
2522 762 L 2513 765 L 2508 765 L 2503 762 L 2500 760 L 2497 754 L 2495 741 L
2495 733 L 2497 720 L 2500 714 L 2503 712 L 2508 709 L 2513 709 M 2519 712 L
2522 714 L 2524 720 L 2527 733 L 2527 741 L 2524 754 L 2522 760 L 2519 762 L
2513 765 L 1536 1638 M 2457 1638 L 1571 1638 M 1571 1595 L 1748 1638 M 1748
1552 L 1925 1638 M 1925 1595 L 2102 1638 M 2102 1552 L 2280 1638 M 2280 1595 L
2457 1638 M 2457 1552 L 1536 819 M 1536 1638 L 1536 851 M 1621 851 L 1536 1008
M 1578 1008 L 1536 1166 M 1621 1166 L 1536 1323 M 1578 1323 L 1536 1480 M 1621
1480 L 1536 1638 M 1578 1638 L 2457 819 M 2457 1638 L 2457 851 M 2371 851 L
2457 1008 M 2414 1008 L 2457 1166 M 2371 1166 L 2457 1323 M 2414 1323 L 2457
1480 M 2371 1480 L 2457 1638 M 2414 1638 L 1845 680 M 1845 624 L 1848 680 M
1848 624 L 1829 680 M 1826 667 L 1826 680 L 1866 680 L 1866 667 L 1864 680 L
1837 624 M 1856 624 L 1931 691 M 1931 605 L 1933 691 M 1933 605 L 1931 691 M
1949 691 L 1931 605 M 1949 605 L 1971 680 M 1971 624 L 1974 680 M 1990 632 L
1971 680 M 1990 624 L 2008 680 M 1990 624 L 2008 680 M 2008 624 L 2011 680 M
2011 624 L 1963 680 M 1974 680 L 2008 680 M 2019 680 L 1963 624 M 1979 624 L
2000 624 M 2019 624 L 2035 645 M 2067 645 L 2067 651 L 2065 656 L 2062 659 L
2056 661 L 2048 661 L 2040 659 L 2035 653 L 2032 645 L 2032 640 L 2035 632 L
2040 627 L 2048 624 L 2054 624 L 2062 627 L 2067 632 L 2065 645 M 2065 653 L
2062 659 L 2048 661 M 2043 659 L 2038 653 L 2035 645 L 2035 640 L 2038 632 L
2043 627 L 2048 624 L 2086 680 M 2105 624 L 2089 680 M 2105 632 L 2123 680 M
2105 624 L 2078 680 M 2097 680 L 2115 680 M 2131 680 L 2158 691 M 2158 605 L
2161 691 M 2161 605 L 2142 691 M 2161 691 L 2142 605 M 2161 605 L S end
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