Content-Type: multipart/mixed; boundary="-------------0610021643437"

This is a multi-part message in MIME format.

---------------0610021643437
Content-Type: text/plain; name="06-274.keywords"
Content-Transfer-Encoding: 7bit
Content-Disposition: attachment; filename="06-274.keywords"

Lorentz process, periodic configuration of scatterers, infinite horizon, corridors, non-normal domain of attraction of the gaussian law, local limit law, recurrence, ergodicity
---------------0610021643437
Content-Type: application/x-tex; name="vhg.tex"
Content-Transfer-Encoding: 7bit
Content-Disposition: inline; filename="vhg.tex"

\documentclass[a4paper]{article}

\usepackage{amsmath,amsthm,pstricks,amssymb,graphicx,calc,amscd}

\theoremstyle{plain}
\newtheorem{theorem}{Theorem}
\newtheorem{lemma}[theorem]{Lemma}
\newtheorem{definition}[theorem]{Definition}
\newtheorem{proposition}[theorem]{Proposition}
\newtheorem{corollary}[theorem]{Corollary}
%\newenvironment{proof}{\par Proof:\ }{\hfill\qed}

\begin{document}
\title{Limit Laws and Recurrence for the Planar Lorentz Process with Infinite
  Horizon}
\author{Domokos Sz\'asz \and Tam\'as Varj\'u}
%\thanks{Research supported by the Hungarian National Foundation for
%  Scientific Research grants No. T046187, NK 63066 and TS 049835, further by
%  Hungarian Science and Technology Foundation	grant No. A-9/03}
\maketitle
\centerline{Dedicated to Ya. G. Sinai on the occasion of his seventieth
birthday }


\begin{abstract}
  As Bleher, \cite{Bleher} observed the free flight vector of the planar,
  infinite horizon, periodic Lorentz process $\{S_n | n=0, 1, 2, \dots \}$
  belongs to the non-standard domain of attraction  of the Gaussian law
--- actually with the $\sqrt{n \log n}$
  scaling. Our first aim is to establish his conjecture
  that, indeed, $\frac{S_n}{\sqrt{n \log n}}$ converges in distribution to the
  Gaussian law (a Global Limit Theorem). Here the recent method of B\'alint and
  Gou\"ezel, \cite{BG} helped us to essentially simplify the ideas of our
  earlier sketchy proof \cite{SzVi}.  Moreover, we can also derive a.) the local version
  of the Global Limit Theorem, b.) the recurrence of the planar, infinite horizon,
  periodic Lorentz process, and finally c.) the ergodicity of its infinite
  invariant measure.

--------------------------------------------------------------------------

Key words: Lorentz process, periodic configuration of scatterers, infinite
horizon, corridors, non-normal domain of attraction of the gaussian law,
local limit law, recurrence, ergodicity
\end{abstract}

\renewcommand{\thefootnote}{\fnsymbol{footnote}}

	 \footnotetext[0]{Research supported by the Hungarian National
Foundation for
  Scientific Research grants No. T046187, NK 63066 and TS 049835, further by
  Hungarian Science and Technology Foundation  grant No. A-9/03}
\section{Introduction}

The Lorentz process is the $\mathbb Z^d-$covering of a Sinai billiard --- in
other words of a dispersing billiard --- given on $\mathbb T^d = \mathbb
R^d/\mathbb Z^d$.  If the horizon is finite, i.~e.\ the free flight vector
$\psi(x)$ is bounded, then the Lorentz process is a most instructive model of
the Brownian motion.
\begin{figure}[htbp]
  \centering \setlength{\unitlength}{1cm}
  \begin{picture}(6.11,4.11)
    \psset{unit=\unitlength}
%%    \psframe(0,0)(6.11,4.11)
    \psline[linewidth=1pt, linecolor=red]
(1.00456,0.495444)
(1.43705,0.927937)
(1.56702,1.43997)
(1.47673,1.35534)
(2.07161,1.42515)
(2.09287,1.64029)
(2.30243,2.00556)
(2.4293,1.91356)
(1.49794,2.21795)
(2.00001,2.24749)
(1.49943,2.26688)
(2.0251,2.35917)
(1.96873,2.46407)
(2.04449,2.39235)
(1.93917,2.44371)
(1.93508,2.05878)
(2.03908,2.11579)
(1.94911,2.04992)
(2.00053,2.26629)
(1.97925,2.47243)
(2.08732,2.43983)
(2.06761,2.58051)
(2.39024,2.73682)
(2.09459,2.85419)
(2.19917,3.00522)
(2.30061,2.49482)
(2.40521,2.64645)
(2.10966,2.76566)
(2.44052,2.93391)
(2.43634,3.08333)
(2.68512,3.1041)
(3.00589,3.19605)
(2.45696,3.10976)
(2.4837,2.99225)
(2.32803,3.01249)
(2.10648,2.8002)
(2.40646,2.64238)
(2.32627,2.48808)
(2.40657,3.0551)
(2.54312,3.04462)
(2.64311,3.40624)
(2.50835,3.01684)
(2.0712,2.91257)
(2.18466,3.00869)
(2.37611,2.46586)
(2.5029,2.48819)
(2.485,2.33528)
(2.72396,2.10906)
(3.73487,3.39032)
(3.96939,3.03542)
(4.41642,2.88538)
(3.48634,3.3315)
(3.54648,3.45305)
(3.46968,3.36933)
(3.66022,3.40138)
(4.07118,3.07529)
(4.41307,2.6232)
(4.42736,2.42619)
(4.63161,2.41002)
(5.02168,2.14818)
(5.00174,2.00735)
(5.13327,2.02893)
(5.40523,1.44597)
(6.00997,1.31991)
(5.81084,1.39518)
(5.10641,0.800682)
(5.39886,0.670623)
(5.25287,0.499983)
(5.10366,0.682736)
(5.40448,0.85108)
(5.31951,1.00986)
(5.35811,0.475415)
(5.45564,0.542753)
(5.36033,0.474337)
(5.34183,1.01748)
(5.43054,0.91596)
(5.04462,0.956875)
(5.0732,1.07325)
(4.95678,1.04469)
(4.91556,1.43033)
(5.01714,1.34097)
(4.47754,1.35356)
(4.55532,1.44718)
(4.49145,1.31481)
(4.79756,1.10685)
(5.00999,1.18004)
(4.7077,1.10751)
(4.45541,1.10749)
(4.4943,1.00341)
(4.38851,1.04188)
(4.36137,0.473821)
(4.45141,0.548899)
(4.33315,0.485768)
(4.08947,1.05835)
(3.49395,1.19532)
(4.07909,1.06755)
(4.24248,0.499887)
(4.36004,1.02552)
(4.46859,0.974524)
(4.40601,1.05465)

    \multips(.25,.25)(1,0){6}{
      \psarc[linewidth=.5pt, fillstyle=solid,
      fillcolor=lightgray](.5,-.5){.36}{43.98}{136.02}
      \psarc[linewidth=.5pt, fillstyle=solid,
      fillcolor=lightgray](0,4){.25}{214.06}{325.94}
      \multips(0,0)(0,1){4}{
	\pscircle[linewidth=.5pt, fillstyle=solid, fillcolor=lightgray](0,0){.25}
	\pscircle[linewidth=.5pt, fillstyle=solid, fillcolor=lightgray](.5,.5){.36}
      }
    }
    \multips(.25,.25)(0,1){4}{
      \psarc[linewidth=.5pt, fillstyle=solid,
	fillcolor=lightgray](-.5,.5){.36}{313.98}{46.02}
      \psarc[linewidth=.5pt, fillstyle=solid,
	fillcolor=lightgray](6,0){.25}{124.06}{235.94}
      }

  \end{picture}
  \caption{100 collisions Lorentz trajectory segment with circular scatterers
      and finite horizon}
\end{figure}

\begin{figure}[htbp]
  \centering \setlength{\unitlength}{1cm}
  \begin{picture}(10.05,6.05)
    \psset{unit=\unitlength}
%%    \psframe(0,0)(10.05,6.05)
    \psline[linewidth=1pt, linecolor=red]
(8.96213,0.53787)
(9.76886,1.45059)
(10,1.2474)
(9.7827,1.04821)
(8.79926,2.45407)
(8.68047,2.04183)
(8.49964,2.23659)
(8.74539,2.45004)
(9.00288,2.21213)
(8.88999,2.01533)
(9.00009,2.24316)
(8.87157,2.47573)
(9.20662,1.49621)
(9.1968,2.00573)
(9.04308,1.68595)
(9.04821,1.39758)
(8.49947,1.23375)
(9.45539,0.806607)
(9.04732,0.790041)
(9.48536,0.8913)
(9.4191,1.06587)
(9.57276,0.992046)
(9.48506,1.60927)
(7.04182,3.81959)
(7.12427,4.03392)
(7.01172,3.89664)
(7.54671,3.97062)
(7.65677,4.46486)
(7.23384,3.49948)
(7.04236,3.81728)
(7.0661,4.08064)
(6.42931,4.07579)
(6.44348,3.40832)
(7.00221,3.28314)
(6.49358,3.30628)
(6.75704,3.45008)
(7.01188,3.32615)
(6.42959,3.42392)
(6.34898,4.02043)
(6.4735,3.8664)
(6.04033,3.82554)
(7,4.24844)
(6.03587,4.65901)
(6.5236,4.55317)
(6.56572,3.98673)
(6.39246,4.04456)
(6.3717,3.46838)
(6.51458,3.56405)
(6.39522,3.4535)
(6.47411,3.63216)
(6.04775,3.78663)
(7.45061,4.73089)
(6.92076,4.99666)
(6.04461,5.80662)
(6.14731,6.02206)
(6.04765,5.78744)
(6.26753,5.49938)
(6.45688,5.68612)
(6.03641,5.83928)
(6.16184,6.01606)
(6.10318,5.45235)
(5.9072,5.49448)
(5.79016,5.0473)
(5.79525,5.45343)
(5.95257,4.97128)
(6.46792,4.85214)
(5.47829,5.3519)
(5.53052,5.54548)
(5.2851,5.49752)
(5.02539,5.631)
(6.00236,5.28425)
(5.5,5.25095)
(6.00163,5.22153)
(5.38514,5.03967)
(5.02029,4.61984)
(4.90717,4.00553)
(5.04345,4.10915)
(4.88966,4.01551)
(4.86433,4.47264)
(5.00766,4.31139)
(4.45864,4.11227)
(4.47253,3.86406)
(2.03717,1.66319)
(2.09276,1.44436)
(1.94155,1.51912)
(2.00422,1.29573)
(1.81536,1.04279)
(1.7318,1.45055)
(1.57969,0.996969)
(1.31138,1.00765)
(1.03505,0.843535)
(1.48348,0.88772)
(1.39353,1.0453)
(1.50156,0.918159)
(1.25721,1.0001)
(1.00937,0.900752)
(1.15684,1.018)
(1.22755,0.49899)
(1.20507,1.00407)
(0.79372,0.0467972)
    \multips(.25,.25)(1,0){10}{
      \psarc[linewidth=.5pt, fillstyle=solid,
	fillcolor=lightgray](.5,-.5){.3}{56.44}{123.56}
      \psarc[linewidth=.5pt, fillstyle=solid,
	fillcolor=lightgray](0,6){.25}{233.13}{306.87}
      \multips(0,0)(0,1){6}{
	\pscircle[linewidth=.5pt, fillstyle=solid, fillcolor=lightgray](0,0){.25}
	\pscircle[linewidth=.5pt, fillstyle=solid, fillcolor=lightgray](.5,.5){.3}
      }
    }
    \multips(.25,.25)(0,1){6}{
      \psarc[linewidth=.5pt, fillstyle=solid,
	fillcolor=lightgray](-.5,.5){.3}{326.44}{33.56}
      \psarc[linewidth=.5pt, fillstyle=solid,
	fillcolor=lightgray](10,0){.25}{143.13}{216.87}
	}

  \end{picture}
  \caption{100 collissions Lorentz trajectory-segment with circular scatterers
    and infinite horizon}
\end{figure}

We note here that though this should be true in
any dimension $d \ge 2$, mathematical results only exist for $d=2$.  In this
paper we will also restrict our attention to this case.  As suggested by the
beautiful --- partially rigorous, partially heuristic --- work of Bleher
\cite{Bleher}, in the infinite horizon case ($d=2$!) the asymptotic behaviour
of the displacement $S_n$, taken in the moment of the $n^{\mbox{\scriptsize th}}$ reflection from a
scatterer, is slightly superdiffusive and $\frac{S_n}{\sqrt{n \log n}}$ was
expected to possess a limiting Gaussian distribution.  The first main aim of
the present work is to provide the first rigorous proof of this statement.

\begin{theorem}[Global limit theorem]\label{thm:GLT}
  Suppose that the direction vectors of infinite, collision-free
  flights span the plane.  Let $A$ be a bounded open set in the plane.
  Then \[ \mu \left( \frac{S_n} {\sqrt {n\log n}} \in A \right)
  \rightarrow \int_A \phi_{\Sigma}(z) dz\] where $\phi$ is a
  nondegenerate gaussian density with zero expectation and covariance
  matrix $\Sigma$.
\end{theorem}

A mostly geometric proof of this theorem was sketched in \cite{SzVi}.
However, before we had completed our paper with the technical proof of Theorem
\ref{thm:GLT}, there appeared a much interesting work of B\'alint and
Gou\"ezel, \cite {BG}: for the stadium billiard they gave a quite analytic
proof of a global limit theorem which also uses the $\sqrt{n \log n}$ scaling.
The coincidence of scalings is explained by the analogous behaviour of long
free flights in our model (i.~e.\ in corridors of the Lorentz process) and
that of the quasi integrable trajectories between the linear sides of the
stadium billiard.  The arguments of \cite {BG} also helped us to simplify our
approach substantially at essentially three points:
\begin{enumerate}
\item once one has a tower construction \`a la Young, their Lemma 3.5 (cf.\ our
  Theorem \ref{theorem:integral}) provides a general, concise condition for
  the validity of a non-standard Gaussian limit law;
\item they reduce the "tower-sums" to a more tractable, still dominant part;
\item for describing excursions from the tail they use a delicate result of
  Chernov, \cite{Ch99} (see in our Lemma \ref{lemma:chernov}).
\end{enumerate}

It is a question, though, whether Chernov's result, a beautiful but quite strong tool,
is indeed, necessary in this proof.

A well-known spectacular property of discrete approximations of the Brownian
motion, like of simple symmetric random walks, is P\'olya's classical theorem,
claiming recurrence in the planar case.

For the diffusive, finite horizon case of the Lorentz process this had been
proved by various authors in \cite{Sch}, \cite{Conze}, \cite{SzVf}.  (As a
matter of fact, the problem was raised by Sinai in 1979, after he, with
Bunimovich, had proved its convergence to the Brownian motion.	In 1985 --- as
a partial solution --- the first named author jointly with A. Kr\'amli could settle a
weaker property: quasi-recurrence of the planar, finite horizon Lorentz
process, cf.\ \cite{KSz1}.)

The arguments of \cite{SzVf} relied on a local version, LCLT of the central
limit theorem (CLT).  Our second main aim here is to first deduce a local
limit theorem (Theorem \ref{thm:LLT}, a LLT), a local version of Theorem
\ref{thm:GLT} and then by using it to establish the recurrence of the planar
Lorentz process with an infinite horizon (Theorem \ref{thm:Rec}).

\begin{theorem}[Local limit theorem]\label{thm:LLT}
  Suppose that the direction vectors of infinite, collision-free
  flights span the plane. Let $k_n\in\mathbb{Z}^2$ such that $\frac
  {k_n} {\sqrt{n\log n}}\rightarrow k$. Then for the discretised position
  vector $S_n^{\kappa}$ the following holds: \[ n \log n \enskip \mu
  (S_n^\kappa = k_n) \rightarrow \phi_{\Sigma}(k)\] where
  $\phi_{\Sigma}$ is a nondegenerate gaussian density with zero
  expectation from Theorem \ref{thm:GLT}.
\end{theorem}

\begin{theorem}[Recurrence]\label{thm:Rec}
  \[ \mu (\exists n_k\rightarrow \infty \quad S_{n_k}^\kappa = 0) = 1\]
\end{theorem}

It is worth mentioning that, for the planar Lorentz process with a
finite horizon but with a finite modification of a periodic scatterer
configuration, the problem of recurrence and of ergodicity was studied
by Lenci \cite{L03}.

The recurrence itself also has an additional interesting conclusion.  Let us
note first that for the Lorentz process strong stochastic properties, like
correlation decay, limit laws, etc.\ could only be obtained in the case of a
periodic configuration of scatterers for then its factor is a Sinai billiard.
For this same case, however, it is an interesting question whether the Lorentz
dynamics is ergodic without this factorization as well (N.~B.\ in this case the
invariant measure is infinite!).  The combination of Theorem \ref{thm:Rec}
with an old result of Sim\'anyi, \cite{Sim 89} also provides the answer:

\begin{theorem}\label{thm:erg}
  The planar Lorentz dynamics with a periodic configuration of scatterers is
  ergodic.
\end{theorem}

The paper is organized as follows.
Section 2 is devoted to the description of the model and to the
study of its important geometric properties. In fact, we recall the notion of corridors
also discussed in Bleher's work; they are
distinguished parts of the phase space in whose neighbourhood the free flight
vector becomes unbounded.
Here we also introduce new coordinates to make
easier the study of the tail behaviour of the free flight vector and its
asymptotic Markov property.  In particular, our geometric probabilistic
estimates are sharper than those of \cite{Bleher}.
Finally Section 2 closes with a brief reminder
about the non-normal domain attraction of the normal law.  Section 3 is
preparatory to the technique used: it contains a reminder on Young towers and
on the Fourier transform of the Perron-Frobenius operator. Section 4 contains
the proof of Theorem \ref{thm:GLT}, while section 5 those of Theorems
\ref{thm:LLT}, \ref{thm:Rec} and \ref{thm:erg}.


\section{The model and its geometry}

\subsection{The model}


Consider finitely many scatterers $\mathcal{O}_i$ on the 2-torus, (also called obstacles)
$\mathbb{T}^2 \supset \mathcal{O}= \cup \mathcal{O}_i$ such that each of the
scatterers is strictly convex with a $\mathcal{C}^3$-smooth boundary.  Let
$n(q)$ denote the unit normal vector of the boundary $\partial \mathcal{O}$ at
the point $q$, directed outwards $\mathcal{O}$.  The phase space of the system
is: \[ X = \{ (q \in \partial \mathcal{O}, v\in\mathbb{R}^2) \mid |v|=1,
\left< v,n(q)\right> \ge 0 \}.\]

The dynamics $T:X\rightarrow X$ is uniform motion with $v$ velocity vector
followed by an elastic collision ($v$ is mirrored to the tangent line at the
point of impact).  This system has a natural invariant measure: if we denote
by $l$ the total length of $\partial \mathcal{O}$, then $d\mu=
\frac1{2l}\left< v,n(q)\right>dqdv$, is an invariant probability measure,
since $\int_X \left< v,n(q)\right> dqdv = 2l$.	The normalizing constant
$\frac1{2l}$ will be denoted by $c_\mu$.

This phase space will be identified with a finite number of cylinders
$\partial \mathcal{O} \times \left[-\frac{\pi}2;\frac{\pi}2 \right]$.
So in this paper if \(v\) denotes a velocity of a phase point it is
meant as \(v\in\left[ -\frac{\pi}2;\frac{\pi}2 \right]\).

The boundary of this phase space consists of tangential collisions denoted by
$S_0$.	The dynamics resp.\ the inverse dynamics is non-continuous in backward
resp.\ forward images of this set.  We will denote $S_i=T^iS_0,\ i \in \mathbb Z$.

The \emph{planar Lorentz process} is the natural $\mathbb{Z}^2$ cover of the
above-described toric billiard.  More precisely: consider $\Pi:\mathbb{R}^2
\to \mathbb{T}^2$ the factorization by $\mathbb{Z}^2$.	Its fundamental domain
$D$ is a square (semi-open, semi-closed) in $\mathbb{R}^2$, so $\mathbb{R}^2 =
\cup_{z \in \mathbb{Z}^2} (D+z)$, where $D+z$ is the translated fundamental
domain.

We lift the obstacles to the plane (i.~e.\ we take
$\tilde{\mathcal{O}}=\Pi^{-1}\mathcal{O}$), and define the phase space $\tilde X$, and
the dynamics $\tilde T$ exactly the same way as above.	The \emph{free flight
  function} $\tilde\psi: \tilde X \to \mathbb{R}^2$ is defined as follows:
$\tilde \psi(\tilde x)=\tilde q(\tilde T\tilde x)-\tilde q (\tilde x)$.  The
\emph{discrete free flight function} $\tilde \kappa : \tilde X \to
\mathbb{Z}^2$ is defined as follows: $ \tilde \kappa (\tilde x) = \iota
(\tilde T \tilde x) - \iota (\tilde x)$, where $ \iota (\tilde x) = z $ if $
\tilde x \in D+z$.  Observe finally that $\tilde\psi$ and $\tilde \kappa$ are
invariant under the $\mathbb{Z}^2$ action, so there are $\psi$ and $\kappa$
functions defined on $X$, such that $\tilde\psi= \Pi^*\psi$ and $\tilde \kappa
= \Pi^* \kappa$.  Actually for our purposes it will be more convenient to
choose the fundamental domain in such a way that $\partial \tilde{\mathcal{O}}
\cap \partial D=\emptyset$.  In this way $\kappa$ will be continuous.

\begin{definition}
  The system is said to have \emph{finite horizon} if the free flight function
  is bounded.  Otherwise the system is said to have \emph{infinite horizon}.
\end{definition}

\subsection{The corridors, their geometry and the tail of the free flight}
\label{sec:geom}

From now on we will be only considering the \emph{infinite horizon case}.  It
had been observed in the physical literature (cf.\ \cite{FM84}, \cite{BD85},
\cite{Bun85} and \cite{ZGNR86}) that, in this case, the anomalous diffusive
behaviour is intimately related to the unboundedness of the free flight
vector.  More precisely it is related to its tail behaviour that is to the
behavior of the free flight vector in the neighborhood of collision-free
orbits.  This motivated Bleher \cite{Bleher} to introduce corridors and to
study probabilistic geometric estimates of the tail behavior of free flight
vectors in these corridors.  Our method, however, requires more delicate
estimates (the results are also sharper), and therefore we are starting to
build up our language.

\begin{figure}[htbp]
  \centering \setlength{\unitlength}{\textwidth}
  \begin{picture}(.935,.08) \psset{unit=\textwidth}

    \multips(.1,.115)(.2,0){5}{\psarc(0,0){.05}{225}{315}}
    \multips(.05,-.035)(.2,0){5}{\psarc(0,0){.05}{45}{135}}
    \psline (.075,.0083)(.875,.0717)

    % \psframe(0,0)(.935,.08)
    \psline{<->}(0,.015)(0,.065)
    \psline{<-|}(.1,.065)(.05,.015)
    \uput[0](.075,.04){\(\tilde q_1 - \tilde q_0\)}
    \uput{2pt}[0](0,.04){$d$}
  \end{picture}
  \caption{Free-flight crossing a corridor, and some geometric constants}
  \label{fig:intcorr}
\end{figure}

In the infinite horizon case the only reason for the unboundedness of
the free flight is the presence of \emph{corridors}.  These are
bi-infinite strips in the billiard-table $\mathbb{R}^2 \setminus
\tilde{\mathcal{O}}$.  The strips are tangent to the obstacles, and
their slope is necessarily rational, and, moreover, - up to $\mathbb{Z}^2$ translations
- there are finitely many of them.  We will suppose the -
geometrically generic - condition: for each corridor, and each side of
the corridor the tangent obstacles are the images of a \emph{single}
scatterer under $\mathbb{Z}^2$ translations.  Our results are also valid in
the excluded cases, but the geometric constants, which we will
calculate would have a more complicated form.

\begin{figure}
  \centering
  \includegraphics[width=\textwidth/2, keepaspectratio]{corridor}
  \caption{A corridor, and the corresponding four phase points.}
  \label{fig:corr-phase}
\end{figure}

For such a corridor there are four corresponding points in the
phase-space, as shown on figure \ref{fig:corr-phase}.  These points
are on the boundary of $X$, and are fixed by the dynamics.  (Without
the previous condition these would be only periodic points.)  Outside
of the neigbourhood of these points the free-flight is bounded.

Let us fix such a fixed point on the boundary as $x_0=(q_0;v_0)$,
where $v_0$ is either $\pi/2$ or $-\pi/2$.  Let us denote by
$\mathcal{O}_0$ the obstacle on which $q_0$ is placed.	The free
flight $\psi(x_0)$ is a lattice vector $\psi(x_0)=\kappa(x_0)$, since
$Tx_0=x_0$.  Denote $\kappa(x_0)=w_0$, and the curvature of
$\mathcal{O}_0$ at $q_0$ by $\xi_0$.  Denote the considered (small
enough) neighbourhood of $x_0$ by $U_0$.

In \(U_0\) (means close enough to \(x_0\)) two types of nonsingular
collisions can happen.	First when the moving particle is ``crossing''
the corridor (see figure \ref{fig:intcorr}).  In this case the
free-flight is long (actually this is the only case), the closer the
phase point lies to \(x_0\) the longer the free-flight can be.	The
next collision happens on the ``other side'' of the corridor.  To make
it precise let us denote by \(x_1=(q_1;v_1)\) the phase point which
corresponds to the same corridor as \(x_0\), but \(v_1=-v_0\) and
\(q_1\neq q_0\) (see figure \ref{fig:corr-phase}).  Deonte by \(\vec
Q_0\) the planar lattice vector \(\iota (\tilde q_1)-\iota(\tilde
q_0)\), where the lifting is such that \(\tilde q_1-\tilde q_0\)
``crosses'' the corridor (see figure \ref{fig:intcorr}).  We also need
to define the ``width'' of the corridor \(d\) which is the length of
that component of \(\tilde q_1-\tilde q_0\) which is perpendicular to
\(w_0\).

 \begin{figure}[htbp]
   \centering \setlength{\unitlength}{\textwidth}
   \begin{picture}(.92,.08)
     \psset{unit=\textwidth}

     \multips(.085,.115)(.2,0){5}{\psarc(0,0){.05}{225}{315}}
     \multips(.035,-.035)(.2,0){5}{\psarc(0,0){.05}{45}{135}}
     \psline (.06,.0083)(.225,.015)(.86,.0717)
     \uput[90] (.06,.0083){$T^{-1}x$}
     \uput[90](.225,.015){$x$}

     %\psframe(0,0)(.92,.08)
   \end{picture}
   \caption{If phase point $T^{-1}x$ is such that $\kappa(x)=w_0$, then if
     $x\in U_0$ the free flight starting in $q(x)$ ``crosses'' the corridor.}
   \label{fig:neighbour}
 \end{figure}

The other type of nonsingular trajectory in \(U_0\) is when the next
collision is on the ``same side'' of the corridor i.~e.\
\(\kappa=w_0\).  The phase point \(Tx\) is then again close to
\(x_0\), but this time it is of the first type, so consecutive ``same
side'' collisions cannot happen.  This can be seen on figure \ref{fig:neighbour}.

\begin{proposition}\label{prop:levelmeasure}
  Let \(U_0 \subset X\) be a sufficiently small neighbourhood of
  \(x_0\) then
  \[\mu\{x\in U_0 \mid \kappa(x)=N w_0+ \vec Q_0\}\sim
  c_{\mu} d^2 |w_0|^{-1} N^{-3}\] The range of $\kappa$ in $U_0$ is $\vec
  Q_0+w_0\mathbb{Z}^+ $ with possibly finitely many exceptions.
\end{proposition}

We postpone the sketchy proof for the first fact to section
\ref{sec:new_coord}.  The second statement was essentially proved in
the above text.

\subsection{The singularity structure}

\begin{figure}
  \centering
  \includegraphics[width=\textwidth,keepaspectratio]{singular}
  \caption{Singularity structure and singular trajectories near $x_0$}
  \label{fig:sing}
\end{figure}

We are going to describe the singularity structure, and the type of
singular trajectories in $U_0$.  The importance of this is that
singularities bound the sets for which we want to derive measure
estimates.  On figure \ref{fig:sing} we also plot some
trajectory-segments, the configuration component of the corresponding
phase point is denoted by a small tick perpendicular to the
trajectory.

There is a singularity curve from $S_{-1}$ which is a preimage of
tangential collisions, denoted by thick line in figure \ref{fig:sing},
starting from $x_0$.  This consists of phase points where the next
collision will be tangential on $\mathcal{O}_0+w_0$.  This is called
the ``main'' singularity.

There are singularity curves printed on the left of this one, starting
on the boundary of the phase space and ending on the main singalarity.
These consist of phase points where the free flight ``crosses'' the
corridor, and the next collision is tangential.  Therefore this is
also a part of $S_{-1}$.  A level-set of the disretized free-flight
function $\kappa$ consists of a curvilinear rectangle bounded by two
neighbouring curves from this singularity family, the edge of the
phase space and the main singularity.

On the right of the main curve there are some curves from $S_{-2}$.  These
also start on the boundary and end on the main curve, but unlike the
previous ones, these curves have zero angle with the main line.  These
consist of phase points, for which the first collision is on
$\mathcal{O}_0+w_0$, and the next one is tangential after crossing the
corridor.  On the right of the main singularity the next collision for
any phase point occurs on $\mathcal{O}_0+w_0$, therefore $\kappa$ is
constant $w_0$ in this half of $U_0$.

These two families of singularity curves have an infinite number of pieces
accumulating in $x_0$.	The closer the curve is to $x_0$ the further
the tangential collision occurs, after the moving particle has
crossed the corridor.  All these singularity curves (including the
main one) have $-\xi_0$ as slope on the boundary of the phase space.

The last singularity curve we want to describe is from $S_{1}$. It
consists of phase points, where the previous collision was tangential
on $\mathcal{O}_0-w_0$.  This is the image of the half of $\partial
X\cap U_0$, namely that half where $\kappa=w_0$ (on the right of $x_0$
on figure \ref{fig:sing}).  Consequently (since $x_0$ is fixed) this
curve starts at $x_0$.	This is drawn with a dotted line on figure
\ref{fig:sing}.  This curve has slope 2 on the boundary.  The sign of
the second derivatives of all the singularity curves can be read from
the picture.

\subsection{New coordinates, and the joint distribution of $\kappa$,
  $\kappa\circ T^{-1}$}
\label{sec:new_coord}

 In this subsection some proofs will be omitted, some will be sketchy
 or require further estimates.	However, since the missing parts rely on
 simple but tedious geometrical calculations and the application of
 these results in later sections does not need sharp estimates, we
 intended to keep this section not too long.

\begin{figure}
  \noindent \setlength{\unitlength}{0.98\textwidth}
  \begin{picture}(1,.15) \psset{unit=\textwidth}
    % \psframe(0,0)(1,.15)
    \psarc(0,-.9){1}{65}{90}
    \psline (0,.1)(1,.1)
    % T^{-1}x -> x trajectory segment
    % \psline{->}(.2688,.09908)(.3188,.04782)
    \psline{->}(.3188,.04782)(0.40395,0.0605925)
    \psline(0.40395,0.0605925)(1,.15)
    % i=(.6812,.10218) 0.08515 0.0127725
    \psline{<-|}(.6667,.11)(0,.11)
    \uput{.15}[4](.67,.1){$\alpha$}
    \uput[240](.3188,.04782){$x$}
    \uput[90](.3333,.11){$zw_0$}
    \uput[270](.9,.1){trajectory of $x_0$}
    \uput[270](.15,.07){$\mathcal{O}_0$}
  \end{picture}
  \caption{The new coordinates $z,\alpha$.}\label{fig:coord}
\end{figure}

Instead of using the original $(q_0,v_0)$ coordinates we are going to introdue
new $(\alpha,z)$ coordinates in $U_0$.	The \emph{new coordinates} $z$ and
$\alpha$ are shown on figure \ref{fig:coord} (these coordinates are also
different from those of \cite{Bleher}).  During the free-flight, bouncing off
the scatterer $\mathcal{O}_0$, the trajectory of $x$ crosses the trajectory of
$x_0$.	This crossing point is therefore $q_0+zw_0$ for some $z\in\mathbb{R}$.
The reader should convince himself that the coordinate $z$ is, in fact, a
periodic one with period $1$.  The other coordinate $\alpha$ is the angle
$\measuredangle (w_0, \psi(x))$.

The reason for this change is that these coordinates are more suitable for
computations in relation with the free-flight since they are more
intrinsically related to the geometry of the model, especially asymptotically
(when the free flight goes to infinity).  For example, the free flight has the
asymptotic form \(|\kappa|\sim\frac{d}{\alpha}\) where \(d\) is the 'width' of
the corridor (cf.\ fig.\ \ref{fig:intcorr}).  Also, the invariant measure is
asymptotically equal to $c_{\mu}|\alpha| |w_0| dz d\alpha$.

We note that the crossing point (which was the base of this
coordinatization) does not exist when the next collision occurs on
$\mathcal{O}_0+w_0$.  So these new coordinates map only the half of
$U_0$ to the $(z,\alpha)$ plane.  Namely that half which is drawn on
the left of the main singularity on figure \ref{fig:sing}.  We will
denote this part by $U'_0$ (remember that $x_0$ and $U_0$ are
fixed).  However, this restriction does not influence the study of
asymptotics, since we miss only the $w_0$-level set of $\kappa$ inside
$U_0$.

\begin{proof}[Proof of Proposition \ref{prop:levelmeasure}]
  The level-set of \(\kappa\) is a curvilinear rectangle in the
  \((z,\alpha)\) plane (cf.\ figure \ref{fig:rescaled}).  We are
  going to multiply the height, the width and the density to get the
  measure.  The width is simply 1.  The height can be obtained from
  the formula \(\alpha\sim \frac{d}{|\kappa|}\).  Writing
  \(\alpha'\sim\frac{d}{|\kappa|+|w_0|}\) we get \(\alpha-\alpha' \sim
  \frac{d|w_0|}{|\kappa|^2}\).	The density is $c_{\mu}|\alpha| |w_0|$
  and by substituting \(\alpha\) we get \(c_{\mu}d\frac{|w_0|}{|\kappa|}\).
  So the measure is \(\sim \frac{c_{\mu}d^2|w_0|^2}{|\kappa|^3}\).
\end{proof}

%   Let $\beta_i=\measuredangle (f_i,e_x)$, where $e_x$ is
%  the direction of the $x$-axis, denote the angle of the
%  $i^{\mathrm{th}}$ corridor.	By definition $\cos (\beta_i)= w_{i,1} /
%  |w_i|$.  Further let us assign another vector to each of the
%  corridors.  This vector $f_i$ is parallel to $w_i$, and its length is
%  equal to the width of the corridor (measured perpendicularly (in
%  $\mathbb{R}^2$) to $w_i$) $|f_i|=d_i$.  Consider the quadratic form
%  defined on the plane by $Q_i(v) = 2 c_\mu |w_i| \left< v, f_i \right>
%  ^2$.  The matrix of $Q_i$ is $2 c_\mu |w_i| d_i^2 \scriptsize\left(
%     \begin{array}{cc}
%	\cos^2\beta_i & \cos \beta_i \sin \beta_i \\
%	\cos \beta_i \sin \beta_i & \sin^2 \beta_i
%     \end{array}
%   \right)$.  The sum $\Sigma$ over all corridors of these quadratic
%   forms is \textbf {the covariance of the limit in Theorems
%     \ref{thm:GLT} and \ref{thm:LLT}}.

%  First of all let us observe that our most important function $\kappa_1$ is
%  the discretized version of $\cos \beta_i ( z + d_i / \alpha ) $ (at least in
%  the case when the next scattering is on the ``other side'' of the corridor).
%  To make the measure estimates transparent, we are going to discuss the phase
%  portrait of $\{x\in X \mid \kappa_1(x) =N, \measuredangle (v(x), f_i) \ll
%  1\}$.

 \begin{figure}[h]
   \centering \setlength{\unitlength}{5cm}
   \begin{picture}(1,1)
     \psset{unit=5cm}
     \pspolygon(1,.5)(.05,.1)(0,.5)(.95,1)
     \pspolygon[fillstyle=hlines](.8,.416)(.7,.868)(.6,.816)(.698,.373)
%%     \pspolygon[fillstyle=hlines](.1,.553)(.05,.526)(.1,.121)(.151,.142)
     \psline [linestyle=dashed](.2,.605)(.252,.185)

     \uput [180](.025,.3){$S_0$}
     \uput [0](.226,.395){$S_1$}
     \uput [116.5](.475,.75){$S_{-1}$}
     \uput [0](.975,.75){$S_{-1}$}
     \uput [296.5](.525,.3){$S_{-1}$}

   \end{picture}
   \caption{Level set of $\kappa$ inside \(U_0\), and its
     intersection with a level set of $\kappa\circ T^{-1}$ (in the $(z,
     \alpha)$ coordinate plane)}
   \label{fig:rescaled}
 \end{figure}

 Let us explain how this $(z, \alpha)$ image on figure
 \ref{fig:rescaled} is related to the phase portrait on figure
 \ref{fig:sing} explained before.  The largest curvilinear rectangle
 on figure \ref{fig:rescaled} is the image of a level-set of $\kappa$
 under the $(z,\alpha)$ coordinate-mapping.  This level set is bounded
 by the boundary of the phase-space on the left, two singularity
 curves from the first family on the top, and on the bottom, and the
 main singularity on the right.  There is also the dashed line, which
 is the singularity line from $S_1$, already explained before, too.

 This latter line plays an important role in the joint distribution.
 On the left of this line $\kappa\circ T^{-1}=w_0$.  On the right of
 this line the mapping \(T^{-1}\) takes values in the neighbourhood of
 another corridor-phase-point \(x_1\) (see subsection \ref{sec:geom}).
 We are going to use \(w_1, \xi_1, U_1, U'_1\) for the point $x_1$ in the
 same sense as \(w_0, \xi_0, U_0, U'_0\) have been used for the point
 \(x_0\).  Using this notation, on the right of the line we are
 describing now, there lies $TU'_1$.

 Talking about the joint distribution in terms of our new coordinate
 functions, note that the \(\alpha\) coordinate function is defined in
 \(U'_0\).  Therefore \(\alpha\circ T^{-1}\) in the domain \(U'_0\cap
 TU'_1\) has to be meant as applying the same coordinatization rule in
 \(U_1\).  Since \(w_1=w_0\), the \(\alpha\) coordinate functions in
 \(U_0\) and \(U_1\) are comparable also as absolute angles: the
 observer only has to change signs.

 By definition the sign of $\alpha$ is positive, and $z$ is mostly
 positive.  More precisely remember that the asymptotic form of the
 invariant measure does not depend on \(z\) meaning that in the
 \(|\kappa|\to\infty\) limit the distribution of \(z\) is uniform.  Now
 consider the range of \(z\) in the domain \(\kappa=\vec N\):
 \[z_{\min}\stackrel{\mathrm{def}}{=} \min \{ z(x) \mid x\in U_0
 ,\quad\kappa(x)=\vec N\} \] and respectively
 \[z_{\max}\stackrel{\mathrm{def}}{=} \max \{ z(x) \mid x\in U_0
 ,\quad\kappa(x)=\vec N\} \]

 \begin{proposition}\label{prop:extz}
   The asymptotics of the range of \(z\) in the domain \(\kappa=\vec
   N\) when \(\vec N\) is in the range of \(\kappa\) (see proposition
   \ref{prop:levelmeasure}) and \(|\vec N|\to\infty \) is
   \[z_{\min}\sim 1-z_{\max}\sim \frac{d}{2|w_0|\xi_0 |\vec N|} \]
 \end{proposition}

 Easy geometrical calculations yield the collision equation:
 \begin{proposition}\label{prop:aoT}
   On $U'_0\cap TU'_1$:
 \[
   \alpha\circ T^{-1}\sim -\alpha +2\sqrt{\alpha^2 +2\alpha z|w_0|\xi_0} \qquad
   (\alpha\rightarrow 0)
 \]
 \end{proposition}

 \begin{proposition}
   \label{prop:range} In \(U_0\) the following holds: \[
   \min |\kappa|\circ T^{-1} \sim \sqrt{\frac {d|\kappa|}{8\xi_0
       |w_0|}} \quad \text{and} \quad \max |\kappa|\circ
   T^{-1} \sim \frac {8\xi_0
     |w_0||\kappa|^2} {d} \qquad |\kappa|\to \infty\]
 \end{proposition}
 \begin{proof}
   Substituting the asymptotic maximum of $z$ ($\max z \to 1$ as
   $\alpha\to 0$) to the collision equation and omitting non-dominant
   terms we get \(\max \alpha\circ T^{-1} \sim 2\sqrt{2\alpha |w_0|\xi_0}\).
   Since \(\alpha\sim \frac{d}{|\kappa|}\) and
   \(\alpha\circ T^{-1} \sim \frac{d}{|\kappa\circ T^{-1}|}\), substituting
   \(\alpha\) and \(\alpha\circ T^{-1}\) and then rearranging yields the
   first statement of the proposition.	Using the time-reversion
   symmetry for this formula we get the second one.
 \end{proof}

 We can also compute the joint distribution of \((\kappa,\kappa\circ
 T^{-1})\).
 \begin{proposition}\label{prop:joint}
   \[ \mu ( \{\kappa = \vec N\} \cap \{\kappa \circ T^{-1} = \vec
   M\}\cap U_0) \lesssim \frac{c_{\mu} d^3|w_0|^2}{4\xi_0}\enskip \frac {|\vec N|+|\vec M|}
   {|\vec N|^3|\vec M|^3}\]
 \end{proposition}
 \begin{proof}
   For a nonempty intersection we are going to multiply the height the
   width and the density to get the measure.  The density and the
   height are the same as in the proof of proposition
   \ref{prop:levelmeasure}.  For the width consider the derivative of
   the collision equation \[\frac {\partial \alpha\circ T^{-1}}
   {\partial z}\sim
   \frac{2\alpha|w_0|\xi_0}{\sqrt{\alpha^2+2\alpha z|w_0|\xi_0}}\]  To
   express the square root in terms of \(\kappa\) and \(\kappa\circ
   T^{-1}\) we can rearrange the collision equation, and substitute
   \(\alpha\) and \(\alpha\circ T^{-1}\): \[\frac{d}{|\kappa\circ
     T^{-1}|} + \frac{d}{|\kappa|} \sim 2 \sqrt{\alpha^2+2\alpha
     z|w_0|\xi_0} \] We can express the increment of \(z\) as the
   inverse of the derivative multiplied by the increment of
   \(\alpha\circ T^{-1}\).  That is \[\frac{\frac{d}{|\kappa\circ
     T^{-1}|} + \frac{d}{|\kappa|}}{4\frac d{\kappa} |w_0|\xi_0}
 \enskip \frac{d|w_0|}{(\kappa\circ T^{-1})^2} \sim d\frac{\kappa +
   \kappa\circ T^{-1}}{4\xi_0(\kappa\circ T^{-1})^3}\]	Hence the proposition.
 \end{proof}
 The measure of the set \(\{\kappa = \vec N\} \cap \{\kappa \circ
 T^{-1} = \vec M\}\cap U_0\) can be zero when \(\vec N\) or \(\vec M\)
 is not in the range of \(\kappa\) inside \(U_0\) (see proposition
 \ref{prop:levelmeasure}) or they fail the range inequality (we only
 gave the asymptotics of this in proposition \ref{prop:range} roughly
 \(c_3\sqrt{|\vec N|} < |\vec M| < c_4 |\vec N|^2\)).  It can be also
 smaller than the expression given in proposition \ref{prop:joint}
 when the pair \((\vec N,\vec M)\) is close to the boundary of the
 range inequality, but we do not want to formulate the validity
 precisely, we just mention that in most part of the domain the
 inequality is sharp.  It can also be checked by summing the right
 hand side, and getting 1 in the limit.

 What this essentially means is that the previous free-flight
 \(|\kappa\circ T^{-1}|\) is mostly in the range of
 \(\sqrt{|\kappa|}\).  The measure of being in any other range can be
 estimated from above with \(|\kappa|\) powers.  To formulate
 precisely what we will use later in subsection \ref{sec:red}:
 \begin{proposition}\label{prop:joint2}
   \[ \mu ( \{\kappa = \vec N\} \cap \{\kappa \circ T^{-1} >
   |\kappa|^{\frac34} \} \cap U_0) = O(|\vec N|^{-3.5})\]
 \end{proposition}
 \begin{proof}
   \(\sum_{M=N^{\frac34}}\frac{N+M}{N^3M^3} = O(N^{-3.5})\)
 \end{proof}

 The other level set of \(\kappa\circ T^{-1}\) which intersects
 \(U_0\) is the \(\kappa\circ T^{-1}=w_0\) set.
 \begin{proposition}\label{prop:joint3}
   \[ \mu ( \{\kappa = \vec N\} \cap \{\kappa \circ T^{-1} = w_0\}\cap
   U_0) =O (|\vec N|^{-4})\]
 \end{proposition}
 \begin{proof}
   As before the measure will be estimated with the product of the
   height, density and the width.  It remained to estimate only the
   width.  The domain is the left-hand side of the dashed line on
   figure \ref{fig:rescaled}.  Going from right to left inside the
   level set in figure \ref{fig:rescaled}, the dashed line is reached
   exactly when \(\alpha\circ T^{-1}\) reaches its minimum.  According
   to proposition \ref{prop:range} we have to estimate what is the
   value of \(z\) for which \(\alpha\circ T^{-1}\) reaches
   \(\mbox{const}\cdot\alpha^2\).  Exact calculations based on the
   derivative of the mapping would give \(O(|\vec N|^{-5})\) in the right
   hand side of the proposition, but here it is sufficient to observe
   that this singularity line denoted by the dashed curve is on the
   left of the \(z=0\) line, where \(\alpha=\alpha\circ T^{-1}\).  So
   the width can be estimated by \(z_{\min}\) which was given in
   proposition \ref{prop:extz}.
 \end{proof}

\subsection{Non-normal domain of attraction of the normal law} \label{sec:nnda}

 It is well known (cf.\ \cite{Feller}) that a random variable $R$ with
 distribution function $\mathbb{P}_R$ belongs to the domain of attraction of a
 normal distribution if its characteristic function satisfies \[ \log \int
 e^{itu} d\mathbb{P}_R(u) = it\nu - \frac12 t^2L(1/|t|) \] for some
 constant $\nu\in\mathbb{R}$ and a slowly varying function $L:\mathbb{R}^+
 \rightarrow \mathbb{R}^+$ which is bounded below.

 The normal (or classical) domain of attraction consists of the class $L_2$,
 and is characterized by the boundedness of the slowly varying function $L$.
 In the ``non-normal'' domain of attraction the function $L$ is unbounded and
 is determined (up to asymptotic equivalence) by the tails of the
 distribution:
 \begin{eqnarray*}
   1-\mathbb{P}_R(x)&\sim& c_1 x^{-2}l(x) \\
   \mathbb{P}_R(x)&\sim& c_2 x^{-2}l(x) \quad x\rightarrow \infty
 \end{eqnarray*}
 for some constants $c_1, c_2>0, c_1+c_2=1$ and some slowly vaying function
 $l$, which in turn determines $L$ by \[ L(x) = \int _{-x}^x u^2 \enskip
 d\mathbb{P}_{R}u. \] and it follows that $l(x)=o(L(x))$.

 For a random variable $R$ in the non-normal domain of attraction of the
 normal law, the independent sum of $\mathbb{P}_R$-distributed random
 variables $S_n^*$ satisfies the limit theorem: $\frac {S_n^*-n\nu}{B_n}
 \stackrel{\mathrm{d}}{\rightarrow } \mathcal{N}(0,1)$ as $n\rightarrow
 \infty$ in distribution, where $B_n$ is the normalizing sequence defined by
 the asymptotics $\frac{nL(B_n)}{B_n^2}\rightarrow 1$.

 The random variable \(\kappa\) is a vector.  It was shown in
 proposition \ref{prop:levelmeasure} that its component function
 belongs to the non-normal domain of attraction of the normal law, if
 that component is not perpendicular to all of the
 corridor-free-flights \(w_i\).  In this case \(l(x)\) is a constant
 function \(l(x)\equiv \mathbf{c}\).  Since the free-flight is
 symmetric, we have $c_1=c_2=\frac12$, and $\nu=0$.  Consequently
 $L(x)\sim 2 \mathbf{c} \log x$, and $B_n = \sqrt{\mathbf{c} n\log n}$
 is a normalizing sequence.  The constant \(\mathbf{c}\) depends on
 which component we are looking at.  If we choose \(\vec v \in
 \mathbb{R}^2\) a unit vector, then the constant of the \(\vec v\) component
 has the following expression in the terms of the geometric constants:
 \begin{equation}
\mathbf{c}=\sum_{x\in\partial X \mid Tx=x} c_{\mu} d_x^2
 \frac{\left<\psi(x), \vec v\right>^2}{2|\psi(x)|}. \label{eq:c}
\end{equation}
 Remember that for
 such points \(\psi(x)=\kappa(x)\), and we used the notation
 \(\psi(x_0)=w_0\) for the fixed corridor we were investigating.  Also
 note, that every term in the above sum appears exactly four times
 (cf.\ figure \ref{fig:corr-phase} in section \ref{sec:geom})!

 Since the configuration is planar, the following is true:
 if the corridor free-flight vectors
 span the plane, then  every component of \(\kappa\), hence the vector itself
 is in the non-normal domain.  If this is not the case, then
 one has to apply
 anisotropic scaling to get a nondegenerate limit distribution.
 Namely it should be \(\left(
 \begin{smallmatrix}
   \sqrt n & 0 \\ 0 & \sqrt {n \log n}
 \end{smallmatrix}\right)
\) in a basis, where the first element is perpendicular to the
corridor free-flights.

 The goal of the forthcoming arguments is to establish Bleher's
 hypothesis: though the (stationary) process of the free flights of
 our model is not an independent process, nevertheless in many
 respects the partial sums behave asymptotically the same way as if
 the variables were independent.

\section{Young towers and the Fourier transform of the Perron-Frobenius operator}

\subsection{Young towers}
 \begin{figure}
   \centering
   \includegraphics[width=\textwidth, keepaspectratio]{Young-towers_text}
   \caption{Young-towers, and Markov-return}
   \label{fig:Young}
 \end{figure}
 According to our recent understanding the most efficient way for constructing
 Markov partitions for billiards is to use Young towers, cf.\ \cite {Young}.
 We are going to introduce the main concepts without giving a full
 description.

 The presence of singularities prevent stable and unstable curves to
 possess a lower bound for their size in any part of the phase-space.
 Therefore the product structure - the key ingredient of several
 hyperbolic argument - can only be introduced in a complicated set.

 First choose an unstable curve $W$, which is short enough to ensure:
 a high amount of the points possesses unstable curve of this length.
 Then define a subset of this curve consisting of points, which remain
 a certain (exponentially shrinking) distance apart from $S_{-1}$ and
 other more technical singularities.  \[ \Omega_{\infty}:=\{y \in
 W\mid d(T^n y,S) >\delta_1\lambda^{-n} \quad \forall n\geq 0\}\]
 where $\lambda$ is the hyperbolicity constant.  If $\delta_1$ is
 chosen small enough this set has positive measure.  By construction
 each point in $\Omega_{\infty}$ possesses a stable curve of length
 $\delta_1$.

 So far we have one unstable curve $W$, and a family of stable curves
 $\{\gamma^s\}$.  Let us consider all the nearby unstable curves,
 which are long enough, and intersect all the stable curves in the
 previous family.  These two families of curves $\{\gamma^s\}$ and
 $\{\gamma^u\}$ define the hyperbolic product-set $\Lambda=(\cup
 \gamma^u ) \cap (\cup \gamma^s)$.

 This set is the base of the hyperbolic Young-tower.  To continue the
 construction of the tower we are going to focus on recurring subsets
 of $\Lambda$.	On figure \ref{fig:Young} we can see that some parts
 of $\Lambda$ are mapped to $\Lambda$.	However we are only interested
 in those retunrs, which respect the product structure.  A subset of
 $\Lambda$ is said to be an \emph{s-subset} if it is the product of
 the full family of stable curves and some part of the unstable
 family.  The notion of \emph{u-subset} is defined -mutatis mutandis-
 in the same way.

 We can see three intersections on the figure, the lower and upper
 ones are u-subsets.  Talking about these intersections black covers
 gray in the unstable direction (when the reader sees black in these
 intersections, then on that unstable curve black covers gray).  On
 the contrary gray covers black in the stable direction (on each
 stable line black can appear only where gray is already there).  The
 inverse image of each of these two intersections is an s-subset.

%  Talking about the number of intersections we can investigate, that
%  when we restrict the inverse mapping to a stable curve in the
%  defining family of $\Lambda$, and on this curve to the intersection
%  with the u-subsets, then the inverse takes values in two distinct
%  stable curves in the defining family.

 A Markov-return is an event when some $T^n\Lambda\cap \Lambda$ is a
 u-subset, and it's inverse image under $T^{-n}$ is an s-subset.  The
 possible non-Markov returns are when the intersection is not a
 u-subset (this is printed as the middle intersection), or when the
 inverse image is not an s-subset.  This latter event occurs when a
 recurring part goes over the edge of $\Lambda$ in the stable
 direction.

 The inverse image of the Markov-recurring part is not necessarily a solid
 rectangle intersected with $\Lambda$.	It can have infinitely many
 ``holes'' in it, as demonstrated on figure \ref{fig:Young}.

 The tower is built using these Markov-type returns.  The basic
 $\Lambda$ set is divided into s-subsets according to Markov-returns,
 and each subset is marked by the return time $R$.  In this way $R$
 will be a function on $\Lambda$ which is constant on these s-subsets.
 Not all Markov-returns are considered, for sophisticated details please
 consult \cite{Young}!	The tower itself
 \[\Delta\stackrel{\mathrm{def}}{=}\{(x,\omega): x\in\Lambda;\enskip
 \omega=0,1,\dots,R(x)-1\}\] and the dynamics on the tower is
 \[F(x,\omega)=\left\{
  \begin{array}{ll}
(x,\omega+1) & \text{if}\quad \omega+1<R(x)\\
(T^Rx,0) & \text{if}\quad \omega+1=R(x)
  \end{array}\right. \]

Note that we have a decomposition into s-subsets which give rise to a
Markov partition on the tower.	This tower is only hyperbolic, and as
a usual tool in this field Young has also introduced a factorized
version of it $\bar \Delta$.  Simply collapse the stable direction!
This is also demonstrated on figure \ref{fig:Young}.  We have the
following commutative diagram of measure preserving transformations:
 \begin{equation}
   \begin{CD}\label{cd:young}
     (\bar\Delta, \bar{\mu}_\Delta)@<\pi_{\bar\Delta}<<(\Delta,
     \mu_\Delta)@>\pi_X>>(X, \mu)\\
     @A\bar FAA @AFAA @ATAA \\
     (\bar\Delta, \bar{\mu}_\Delta)@<\pi_{\bar\Delta}<<(\Delta,
     \mu_\Delta)@>\pi_X>>(X, \mu)
   \end{CD}
 \end{equation}

 The projection to the original phase-space is not 1-1.  On figure
 \ref{fig:Young} the intersection in the middle has at least two
 inverse images.  One of them is in the ground floor, and the other is
 on the first floor.  Since the return is not Markovian these point
 are to be considered as different points on the tower.

 Functions on the original phase space $X$ can be lifted to $\Delta$.
 Functions on $\Delta$ which are constant along stable directions can
 be considered as functions on $\bar \Delta$.  For any function $\psi$
 on $\Delta$ there exists functions $h$ and $\varphi$, such that
 $\varphi-\psi=h-h\circ F$, and $\varphi$ is constant along stable
 directions.  In this equation the regularity of the functions can be
 examined, but we will skip the details, and only introduce distance,
 and function norms on the factorised tower $\bar\Delta$.

 Remember that the factorised tower $\bar \Delta$ has a
 Cantor-structure, and a Markov-partition.  The Cantor-hierarchy can
 be redefined with the separation time $s(x,y)=\min\{k\geq 0\mid \bar
 F^kx \mbox{ and } \bar F^k y\mbox{ lie in different elements of the
   Markov-partition}\}$.  With any $0<\beta<1$ the function $\beta^s$
 is a metric providing the original Cantor topology.

 On $\bar \Delta$ Young uses two kind of norms: the $\mathcal{C}$ norm
 is\[ \left\| \varphi \right\|_{\mathcal{C}}
 \stackrel{\mathrm{def}}{=} \sup_{l,j}\left\| \varphi|_{\Delta_{l,j}}
 \right\|_\infty e^{-l\epsilon}\] where $\left\|\,.\,\right\|_\infty$
 is the essential supremum wrt $\mu$, and the indices $(l,j)$ refer to
 the elements of the Markov-partition.	The $\mathcal{L}$ norm is a
 sum of this, and the $h$-norm:
 \[\left\| \varphi \right\|_h \stackrel{\mathrm{def}}{=} \sup_{l,j} \left(
   \sup_{x,y\in\Delta_{l,j}} \frac {\left| \varphi (x)- \varphi(y)
     \right|} {\beta^{s(x,y)}} \right) e^{-l\epsilon};\] where the
 inner $\sup$ is again essential supremum wrt $\mu\times\mu$.  For a
 H\"older function $f$ on the original billiard phase-space, we can
 associate a function on $\bar\Delta$ as described above, such that
 for any $\beta$ smaller than a certain number (computed from the
 original H\"older exponent of $f$) the resulting $\varphi$ has a
 finite $h$-norm.

 In these definitions the role of $\epsilon$ is the following: without
 $\epsilon$ the Jacobian of the mapping would be 1 except when
 recurring to the base of the tower.  However estimates expressed in
 the terms of this norm see a uniform expansion.  Not to do harm the
 mapping should be expanding, when recurring to the base, so we have
 to choose $\epsilon$ smaller then the Lyapunov-exponent.

 The Perron-Frobenius operator $P$ is defined on functions on
 $\bar\Delta$ with finite ${\cal L}$-norm as the adjoint of $\bar F$
 wrt the measure $\bar\mu_\Delta$.  \[\int f\cdot g\circ \bar F
 \enskip d \bar \mu_{\Delta} = \int P(f)\cdot g \enskip d \bar
 \mu_{\Delta} \qquad f,g\in\mathcal{L}\] It also has an algebraic form
 \[P(f)(x)= \sum_{y\mid \bar F y =x} \frac{f(y)}{J(y)} \qquad
 f\in\mathcal{L}\] where \(J\) in the denominator is the Jacobian
 \(\frac {\partial \bar\mu_{\Delta}^*} {\partial \bar\mu_{\Delta}}\)
 the Radon-Nikodym derivative of the pullback measure wrt the original
 measure.  On the top of the tower the number of inverse images is
 infinite, otherwise there is a single preimage, and the Jaocbian is
 1.

 The main issue here is that the transfer operator \(P\) possesses a
 spectral gap.	This is the main reason for introducing this rather
 complicated and implicit symbolic dynamics.  This gives those
 analytical tools in our hands which we describe now.  Although
 \(\kappa\) is defined in the original phase-space \(X\), we will use
 the same notation for the function lifted to the tower.  Since
 \(\kappa\) is locally constant it can also be considered as a
 function on \(\bar \Delta\).

\subsection{Fourier transform of the Perron-Frobenius operator}
In our case the Birkhoff sum $S_n=\sum_k \kappa \circ T^k$ is not an
independent sum. Since Nagaev's 1957 work, \cite{Nag}, for concluding
a limit theorem, one traditionally uses the Fourier-transform of the
transfer operator.  The Fourier transform operator is defined on the
Young-tower, since that is the symbolic space, on which we have the
full power of analytical tools built on the transfer operator:
\[P_t(h) \stackrel {\mathrm{def}} {=} P (e^{i \left<t, \kappa\right>}
h) \qquad (h\in\mathcal{L}, t\in\mathbb{R}^2)\] It has the following
simple connection with the characteristic function of the
Birkhoff-sum: \[\int \exp (i\left<t,S_n\right>) d\mu = \int
P_t^n(1) d\bar\mu_{\Delta}.\]

For small values of $t$, $P_t$ can be considered as a perturbation of
$P$, since \(P_0=P\).  Then one, in general, proves that $P_t$ possesses
a gap between the leading simple eigenvalue $\lambda_t$ and the rest
of the spectrum and the gap is uniformly bounded away from zero.

For large values of \(t\) one needs to know exactly for which \(t\)
values will the unit circle intersect the spectrum.  In our case for
the continuous free flight function this occurs when \(t\in
2\pi\mathbb{Z}^2\).  For that reason we swiched to the discretized
function \(\kappa\), since the latter one is an integer valued vector
function, and thus \(P_t=P\) when \(t\in 2\pi\mathbb{Z}^2\), so we can
factorize, and consider \(t\in 2\pi \mathbb{T}^2\).  This is the
question of minimality which is completely described in \cite{SzVf}.

Moreover, if our interest is a global limit law, then it is sufficient
to derive an appropriate expansion for $\lambda_t$ for small values of
$t$.

Indeed, this is also contained in the statement of Theorem
\ref{theorem:integral} from \cite{BG}.	As a matter of fact, our main
task will be to check the key condition of that theorem and thus we
will actually derive a simple asymptotics $P_t^n = \lambda_t^n +
O(\vartheta^n)$, for a suitable $\vartheta<1$.	Consequently, the
characteristic function of the dependent sum can be approximated with
a power.  Thus it is only the asymptotics of $\lambda_t$ that has
remained to be investigated, and we expect the same behaviour what we
have seen in the single term characteristic function. This will mean
that the effect of dependence is negligible: both the independent and
the dependent sums have the same asymptotic expansion for the Fourier
transform, namely $1+\mathbf{c} n |t|^2 \log |t|$.  (In this formula
\(\mathbf{c}\) describes the direction-dependence, and \(|t|\) the
length, remember the definition of \(\mathbf{c}\)) in \ref{eq:c}!  Further, relying
upon the method of \cite {SzVf}, we will also be able to handle the
local version of the global limit law.


\section{Proof of Theorem \ref{thm:GLT}:
 The asymptotics of $\lambda_t$}
\label{sec:lambda_t}

In the forthcoming section we are going to establish the global limit law
of Theorem \ref{thm:GLT} via an
asymptotic expression at $t\to 0$ of $\lambda_t$, the leading eigenvalue
of the Fourier-transform of the Perron-Frobenius operator. We will rely
upon ideas of \cite{BG} and of our work \cite {SzVi}.

The following theorem of \cite{BG} provides a condition for a limit
law in the non-standard domain of attraction of the gaussian law for
models possessing a Young tower with an exponential tail bound for the
height function, in general.

\begin{theorem} \label{theorem:integral} (\cite{BG}, Theorem 3.5)
  Assume that the distribution of $g:\bar \Delta\rightarrow\mathbb{R}$
  is in the nonstandard domain of attraction of the normal law.
  Remember that \(\omega\) was the level function of the tower.  Denote
  the ``tower-sum'' by $G=\sum_{k=1}^\omega g\circ \bar F^{-k}$. Let $L,l$
  be as in subsection \ref{sec:nnda}. Assume, moreover, that $l(x \log
  x)/l(x) \rightarrow 1, \quad L(x\log x)/L(x) \rightarrow1$ when
  $x\rightarrow \infty$. Finally, assume that there exists a real
  number $a \not= -1/2$ such that
  \begin{equation}
    \label{eq:integral}
    \int g(e^{itG}-1) = (a+o(1))itL(1/|t|).
  \end{equation}
  Write $L_1(x)=(2a+1)L(x)$, and choose a sequence $B_n \rightarrow \infty$
  such that $\frac n{B_n^2} L_1(B_n) \rightarrow 1$. Then for
  \(\lambda_t\) the leading eigenvalue of the \(P_t(h)=P(e^{itg}h)\)
  Fourier-transform-operator: \[\lambda_t = 1-
  \frac {t^2}2 L_1(1/|t|)(1+o(1))\] and consequently for the
  \(S_n=\sum_{k=0}^{n-1} g\circ\bar F^k\) Birkhoff-sum: \[ \frac{S_n - n\int
    g}{B_n} \stackrel {\mathrm{d}} {\rightarrow} \mathcal{N}(0,1). \]
\end{theorem}

We will indeed show that in our case the integral condition (\ref{eq:integral})
 of the above theorem holds for \(g=\kappa\)
with $a=0$.  (This is actually the case discussed by \cite{ad2}.)
We note that this case will allow a simpler treatment than that of the stadium
because here the expansion rate is much larger (though the logarithm
of the free flight function in a corridor does not form a random walk
as it is the case in the stadium).

Our arguments for the local limit theorem will use again the asymptotics
of the main eigenvalue $\lambda_t$,
which is expressed for our case by the next Corollary.

\begin{corollary}
  The Fourier transform operator of the discretized free-flight
  function has the following expansion for its leading eigenvalue:
  $\lambda_t \sim 1 + \mathbf{c} n |t|^2 \log |t|$.
\end{corollary}

Turn to the proof of the integral condition (\ref{eq:integral}).
In our case the function $\kappa$ is locally constant, so we can pass
the integral immediately to $\Delta$.  Denote the ``tower-sum'' by
$K=\sum_{k=1}^\omega \kappa \circ F^{-k}$.  It is easy to see that
the dominating terms of the integral in (\ref{eq:integral}) are those
corresponding to parts of the phase space when the process is close to
a singular point say \(x_0\) (discussed in \ref{sec:geom}).

The estimate of this integral is based on the following fact.  We have
already observed that high values of \(\kappa\) are typically reached
rapidly: \(\kappa\circ T^{-1}\) is in the order of \(\sqrt{|\kappa|}\).
During this fast trajectory segment the tower-sum can be estimated
with the last term, hence it is also of order \(\sqrt{|\kappa|}\).
Since \(|e^{it\bar K}-1|\leq t \bar K\), the integral can be estimated
by \(t\sum_n n\sqrt{n}\cdot \mu\{|\kappa|=n\} =O(t)\).	The trajectories
which do not provide fast reach have polinomially small (in
\(|\kappa|\)) relative measure in the level-sets.  These domains can
be discarded due to the following lemma:

 \begin{lemma}
   Any part of the integration domain $A$ with measure $\mu(A\cap
   \{|\kappa|=N\})=O(N^{-3-\alpha})$ with any $\alpha>0$ can be thrown away:
   \[ \int_{\Delta} \kappa (e^{i\left<t,K\right>}-1) =
   \int_{\Delta\setminus A} \kappa (e^{i\left<t,K\right>}-1) + O(|t|) \]
   \label{lem:discard}
 \end{lemma}
This is proved in proposition (4.17) of \cite{BG}.
%  \begin{proof}
%    \[ \left| \int_{A} \bar{\kappa}_1 (e^{it\bar{K}}-1) \right| \leq \int 1_A
%    |\bar{\kappa}_1| t |\bar{K}| \leq |t| \left( \int (1_A |\bar{\kappa}_1|)^p
%    \right)^{1/p} \left( \int |\bar{K}|^q \right)^{1/q}. \] By the condition
%    the first integral $\int (1_A |\bar{\kappa}_1|)^p$ is finite for $p < 2 +
%    \alpha$. We can choose such a $p>2$. Thus $q=(1-1/p)^{-1}<2$. We are going
%    to show that for any $1 < q<2$, $ \bar{K}$ belongs to $L^q$. Let us
%    introduce for $x\in\Delta$ the return function $\varphi(x) =
%    \min\{k\in\mathbb{N}\mid \omega(U^kx)=0\}$. Set also
%    $\psi(x)=\varphi(\pi_0x)$, where $\pi_0$ is the projection $U^{-\omega}$ to
%    the basis. \[|\bar{K}|^q = \left| \sum_{k=0}^{\omega(x)-1}
%      \bar{\kappa}_1(U^k\pi_0x) \right| ^q \leq \omega(x)^{q-1}
%    \sum_{k=0}^{\omega(x)-1} |\bar{\kappa}_1(U^k\pi_0x)| ^q. \] Changing
%    variables, we get \[ \int |\bar{K}|^q \leq \int |\bar{\kappa}_1(y)|^q
%    \sum_{k=1}^{\varphi(y)-1} \omega(U^ky)^{q-1} \leq \int
%    |\bar{\kappa}_1(y)|^q \psi(y)^q. \] Since the tower has exponentially small
%    tails, the function $\psi$ belongs to $L^{p'}$ for any $p'<\infty$.  Using
%    the H\"older inequality with a sufficiently large $p'$, we obtain $\int
%    |\bar{K}|^q < \infty$.
%  \end{proof}
Though the integration domains are in the hyperbolic Young-tower, if
we identify the sets to be disregarded on the original phase-space
\(X\), then by measure preservation their pullbacks will satisfy the
lemma.


 \subsection{Reduction of the integration domain}
 \label{sec:red}

First we are going to discard that part $A_1$ of the neighbourhood of
\(x_0\) where the last step was not fast enough, i.~e.\	$ A_1 =
\{x\in U_0 \mid |\kappa\circ T^{-1}| > |\kappa|^{\frac 34}\} \subset X$. We
 also
discard the set $A_2$ of those points where \(\kappa\circ T^{-1}
=w_0\), i.~e.\ 
  \(A_2=U_0\setminus U'_0\).


 \begin{figure}[h]
   \centering \setlength{\unitlength}{5cm}
   \begin{picture}(1,1)
     \psset{unit=5cm}
     \pspolygon (1,.5)(.05,.1)(0,.5)(.95,1)
     \psline [linestyle=dashed](.2,.605)(.252,.185)
     \psline (.3,.658)(.357,.229)
     \rput (.1,.3){\(A_2\)}
     \rput (.27,.4){\(A_1\)}
     \psline[linecolor=red](.3057,.6151)(.955,.95)
     \psline[linecolor=red](.3114,.5722)(.96,.9)
     \psline[linecolor=red](.3171,.5293)(.965,.85)
     \psline[linecolor=red](.3228,.4864)(.97,.8)
     \psline[linecolor=red](.3285,.4435)(.975,.75)
     \psline[linecolor=red](.3342,.4006)(.98,.7)
     \psline[linecolor=red](.3399,.3577)(.985,.65)
     \psline[linecolor=red](.3456,.3148)(.99,.6)
     \psline[linecolor=red](.3513,.2719)(.995,.55)

     \end{picture}
   \caption{The discarded sets $A_1$ and \(A_2\) in the level set of
     $\kappa$ and the foliation with nearly unstable curves}
   \label{fig:discarded}
 \end{figure}
We already know that the relative measure of $(A_1\cup A_2)$ inside
$\{|\kappa|=N\}$ is $O(N^{-1/2})$ (cf.\ propositions \ref{prop:joint2}
and \ref{prop:joint3}).

%  The second discarded set $\mathcal{T}_2$ will consist of those $\{ \kappa_1
%  \circ T^{-1} = M \} \cap \{\kappa_1 = N\}$ strips which intersect $S_{-1}$
%  on the right i.~e.\ which do not intersect in a Markovian manner.  To
%  estimate the relative measure we need to know the variation of $\alpha\circ
%  T^{-1}$ on the singularity bounding on the right.  The asymptotics of the
%  derivative:
%  \begin{multline} \label{eq:matrix}
%    DT^{-1}(z,\alpha)=
%    \begin{pmatrix}
%      \frac {\partial z\circ T^{-1}} {\partial z}& \frac {\partial\alpha\circ
%	 T^{-1}} {\partial z}
%      \\
%      \frac {\partial z\circ T^{-1}} {\partial\alpha} & \frac
%      {\partial\alpha\circ T^{-1}} {\partial\alpha}
%    \end{pmatrix}
%    \sim \\
%      \begin{pmatrix}
%	 -\frac {d} {(\alpha\circ T^{-1})^2} \frac {4\alpha\gamma_l} {\alpha -
%	   \alpha\circ T^{-1}} & \frac {-4\alpha\gamma_l} {\alpha - \alpha\circ
%	   T^{-1}}
%	 \\
%	 \frac 1 {4\gamma_l} - \frac {\alpha} {4\gamma_l \alpha\circ T^{-1}}
%	 -\frac {d} {(\alpha\circ T^{-1})^2} \frac {3\alpha + \alpha\circ T^{-1}
%	   + 4z\gamma_l} {\alpha - \alpha\circ T^{-1}} & -\frac {3\alpha +
%	   \alpha\circ T^{-1} + 4z\gamma_l} {\alpha - \alpha\circ T^{-1}}
%      \end{pmatrix}
%  \end{multline}
%  Remember that we have already excluded the $\kappa_1\circ T^{-1}=1$
%  set, therefore $\alpha$ and $\alpha\circ T^{-1}$ has opposite sign.
%  To estimate the relative measure of $\mathcal{T}_2$, consider the
%  axis projections of the considered part of $S_{-1}$.  Since the slope
%  is bounded away from zero and infinity both of the widths are of
%  order $N^{-2}$.  From the derivative matrix one can calculate that
%  the variation of the non-disretized free-flight $\psi\circ T^{-1}$ on
%  such a set tends to zero polynomially in $N$.  It follows then that
%  if $N$ is large there are at most two level sets of $\kappa_1\circ
%  T^{-1}$ which can intersect $\mathcal{T}_2$.  From equations
%  (\ref{eq:range}) and (\ref{eq:joint}) we can see that the relative
%  measure of $\mathcal{T}_2$ is of order $N^{-1/2}$.

 Let us foliate the remaining part with curves whose direction is
 nearly unstable (the derivative is in the unstable cone for
 $T^{-1}$).%  The set $\mathcal{T}_3$ will consist of the union of such
%  curves which intersect $S_{-1}$ either on the top or at the bottom of
%  the picture.  From (\ref{eq:matrix}) it can be read that the unstable
%  slope is asymptotically $\alpha^2/d$.  Deviations can also be easily
%  calculated.	The estimate of the relative measure is based on the
%  observation that by using the -also measure preserving-
%  time-reversing transformation $\mathcal{T}_3$ can be covered by
%  images of $\mathcal{T}_1$ and $\mathcal{T}_2$ of the same level set
%  -but opposite $\alpha$ sign, so swapping ``upper'' and ``lower''
%  side-, for which we already have the polynomial estimate.

 The third discarded set $A_3$ will consist of points, for which the
 backward $Z\log N$-step trajectory meets the $\{|\kappa| > N^{\frac
   45}\}$ set, where \(Z\) is a large number to be chosen later.  To
 estimate the relative measure of $A_3$ we prove the following lemma:

 \begin{lemma}\label{lemma:chernov}
   There exists a constant $C$ such that, for any large enough integer
   $Z$ it is true: for any large enough $N$, given any unstable curve
   (for the mapping $T^{-1}$) in the set $\{|\kappa| = N\} \setminus
   \bigcup_{i=1,2} A_i$, the points for which $|\kappa|$ increases above
   $N^{4/5}$ within $Z\log{N}$ iterations of $T^{-1}$ occupy a subset
   whose relative
   measure is less than $CN^{-1/11}$ in that curve.
 \end{lemma}
 \begin{proof} The proof is a suitable modification of Lemma 4.14 of
   \cite{BG}.  Note first that in the set $\{|\kappa| = N\} \setminus
   A_1$ one has $|\kappa \circ T^{-1}| < N^{\frac{3}{4}}.$ The points
   which reach $|\kappa|>N^{4/5}$ get closer to the singularity than
   \(\mathrm{const}\cdot N^{-8/5}\).  We are going to measure the set of
   points of the latter type.

   The map $T^{-1}$ satisfies Chernov's axioms \cite{Ch99} as this was checked
   for our infinite horizon case
   by Chernov in section 8 of the same article. Using exactly the same ideas
   as in \cite{BG} we choose
   $\delta=(Z[\mathcal{D},\mathcal{D},0]n)^{-1/\sigma}$ and apply Theorem 3.1
   in \cite {Ch99}.

   We obtain a decreasing sequence $W_0^1\supset W_1^1\supset \cdots\supset
   W_{[Z\log{N}]}^1$ of subsets of the given LUM such that
   \begin{multline*}
     \forall c>0,\forall 0\leq p \leq Z\log{N} \\
     \mathrm{Leb}\{ x\in W_p^1 \mid \mathrm{dist} (T^{-p}x, S_0) \leq
     c N^{-8/5} \} \leq CcN^{-8/5}
   \end{multline*}
   (by equation (3.3) in \cite{Ch99}), and \[ \forall 0\leq p \leq
   Z\log{N}, \quad \mathrm{Leb} (W_p^1\setminus W_{p+1}^1) \leq \frac
   CN \mathrm{Leb} (\mathrm{LUM}) \] (By (iv), (3.5) in \cite {Ch99}
   and our choice of $\delta$).

   The second estimate is itself a relative measure estimate. For the first
   one we observe that $N^{-8/5}=N^{-1/10}N^{-6/4} \leq N^{-1/10}
   \mathrm{const}\cdot\mathrm{Leb}(\mathrm{LUM})$. This gives a measure at most
   $C\log{N}\enskip N^{-1/10}$, hence the lemma.
 \end{proof}

%  So far we have defined the set $Y$, and showed that the relative measure of
%  its complement in the set $\{\kappa_1 = N\}$ is less than $CN^{-1/11}$. We
%  also know that on $Y$ backward trajectories does not reach the $\{\kappa_1 >
%  N^{4/5}\}$ set for $K\log N$ iterations.

%  Next we are going to show that the polynomial estimate of the relative
%  measure of the $\cup\mathcal{T}_i$ thrown-away set ensures that this set is
%  really negligible. In fact, the estimates of Propositions 4.12 and 4.13 boil
%  down to the following lemma:

 The last discarded set will be defined on the tower: We are going to
 throw away that part $A_4$ of the integration domain, which is too
 high on the tower $\omega>Z\log|\kappa|$.  Since the tower has
 exponentially small tails, if $Z$ was chosen large enough, then the
 discarded set has measure $\mu_{\Delta}(A_4\cap
 \{|\kappa|=N\})=O(N^{-4})$, and thus by lemma \ref{lem:discard} the
 integral can be restricted to its complement.

 Now it remained to estimate the integral on the non-discarded set.
 \begin{lemma}
   \[ \int_{\pi_X^{-1}(X\setminus\bigcup_{i=1}^3 A_i)\setminus A_4} \kappa
   (e^{i\left<t,K\right>}-1) = O(|t|)\]
 \end{lemma}
 \begin{proof}
   Consider the integral on the left.  By the definition of the
   discarded sets we have:
   \begin{multline*}
     \left| \int_{\pi_X^{-1}(X\setminus\bigcup_{i=1}^3 A_i)\setminus
	 A_4} \kappa (e^{i\left<t,K\right>}-1) \right| \leq \\ \leq
     |t| \int_{\pi_X^{-1}(X\setminus\bigcup_{i=1}^3 A_i)\setminus A_4}
     |\kappa| |K| \leq C |t| \sum_n \mu\{|\kappa| = n\} n \log n \;
     n^{4/5} \leq C|t|
   \end{multline*}
 \end{proof}


\section{Proof of Theorems \ref{thm:LLT}, \ref{thm:Rec} and \ref{thm:erg}}

The proof of the local limit theorems (Theorems \ref{thm:LLT2} and
\ref{thm:joint} below) and that of the recurrence is -mutatis mutandis-
the same as for the finite horizon case \cite{SzVf}. Here we are going
to state the theorems only, and comment just the beginning, where the
different norms used by the different approaches (\cite{BG} and
\cite{SzVf}) could lead to a confusion.

\begin{theorem}[Nagaev-type theorem, modification of \cite{SzVf}
  Theorem 3.3]\label{thm:nag}
  There are constants $\epsilon>0$, $K>0$ and $\theta<1$ and a
  function $\rho:(-\epsilon, \epsilon)\to \mathcal{L}$ such that
  \begin{equation}
    \label{eq:nag}
      \left\| P_t^n h - \lambda_t^n \rho_t \int_{\bar\Delta} h
    d\bar\mu_\Delta \right\|_{L^1} \leq K \theta^n \left\| h
  \right\|_{\mathcal{L}} \quad \forall |t|<\epsilon, n\ge 1,
  h\in\mathcal{L}
  \end{equation}
 and \[ \|\rho_t-1\|_{L^1}\to 0 \enskip (t\to 0),
  \enskip \lambda_t = 1 +  (1+o(1)) \mathbf{c} |t|^2 \log |t| \]
\end{theorem}

The statement in \cite{SzVf} was stronger in the sense of norms, but
inequality (\ref{eq:nag}) is completely enough for the proof of our
local limit theorems. The proof of Theorem \ref{thm:nag} can also be
straightforwardly derived from considerations in \cite{BG}, namely the
proof of their theorem 3.5.

\begin{theorem}[Local limit theorem]\label{thm:LLT2}
  Suppose that the corridor free flights \(\{\kappa(x) \mid
  x\in\partial X,\enskip Tx=x\}\) span the plane.  Let
  $k_n\in\mathbb{Z}^2$ be such that $\frac{k_n}{\sqrt{n\log
      n}}\rightarrow k \in \mathbb{R}^2$.  Then \[ n\log n \enskip
  \mu\{S_n = k_n\} \rightarrow \varphi(k)\] where $\varphi$ is a
  non-degenerate normal density function with zero expectation and
  covariance matrix \[\sum_{x\in\partial X\mid Tx=x} \frac{c_{\mu}
    d_x^2} {2|\kappa(x)|}
  \begin{pmatrix}
    \kappa_1^2(x) & \kappa_1(x)\kappa_2(x) \\ \kappa_1(x)\kappa_2(x) &
    \kappa_2^2(x)
  \end{pmatrix}
\] where \(\kappa=(\kappa_1,\kappa_2)\) is the notation for the
component functions.
\end{theorem}

The proof of recurrence follows a version of the Borel-Cantelli lemma
due to Lamperti. See \cite{SzVf} for the statement, conditions and the
details of application. For this part of the Borel-Cantelli lemma one
needs some kind of independence. Lamperti's condition can be fulfilled
when one proves an asymptotic independence statement:

\begin{theorem}\label{thm:joint}
  Let $j_n\in \mathbb{Z}^2$ be such that $\frac{j_n} {\sqrt{n\log
      n}}\rightarrow j\in\mathbb{R}^2$, and $k_n\in \mathbb{Z}^2$ be such that
  $\frac{k_n} {\sqrt{n\log n}}\rightarrow k\in\mathbb{R}^2$.  If the
  corridor free flights span the plane, then \[ \lim_{m,n-m\rightarrow\infty}
  m\log m \enskip (n-m) \log (n-m) \enskip \mu\{S_m = j_m, S_n = j_m + k_{n-m}
  \} = \varphi(j) \varphi(k). \]
\end{theorem}

The proof consists of repeating twice the same integral
transformations as in the proof of the local limit theorem (again see
the proof of Theorem 4.2 in \cite{SzVf} for details; we note, however,
that the claim of Theorem 4.2 in \cite{SzVf} contains a misprint, in fact
it ought
to be analogous with that of Theorem \ref{thm:joint}).


\begin{theorem}
The invariant (infinite) measure of the Lorentz process $d\tilde\mu =
\left< v,n(q) \right> dqdv$ (where $dq$ is the arclength measure on the
boundary of infinitely many scatterers) is ergodic i.~e.\ for any
invariant set $A$ either $\tilde\mu(A)=0$ or $\tilde\mu(\tilde X
\setminus A)=0$.
\end{theorem}

This follows from recurrence and \cite{Sim 89}, where the author showed
the equivalence between recurrence and the ergodicity of the
infinite measure (see also \cite{Pene}).

\smallskip
\noindent{\bf Acknowledgement.}
  The authors express their sincere thanks to P\'eter B\'alint and
  Sebastien Gou\"ezel for making the first versions of their paper
  \cite{BG} available in statu nascendi.

\begin{thebibliography}{BChS 91}

\bibitem[AD 01a]{Aa} Jon Aaronson and Manfred Denker. Local limit theorems for
  partial sums of stationary sequences generated by {G}ibbs-{M}arkov maps.
  {\it Stochastic Dynamics} 1(2):193--237, 2001.

\bibitem[AD 01b]{ad2} Jon Aaronson and Manfred Denker. A local limit theorem
  for stationary processes in the domain of attraction of a normal
  distribution. In N. Balakrishnan, I. A. Ibragimov, and V. B. Nevzorov,
  editors, \textit{Asymptotic methods in probability and statistics with
  applications. Papers form the interbational conference, St. Petersburg,
  Russia, 1998}, pages 215--224, Birkh\"auser, 2001

%% \bibitem[AD 93]{Aa93} Jon Aaronson, Manfred Denker and Mariusz Urbanski.
%%   Ergodic Theory for Markov Fibred Systems ans Parabolic Rational Maps. {\it
%%     Transactions of AMS} 337(2):495-548, 1993.

%% \bibitem[BChSzT 03]{4geom} P. B\'alint and N. Chernov and D. Sz\'asz and I. P.
%%   T\'oth. Geometry of multidimensional dispersing billiards. Ast\'erisque,
%%   286, (2003), 119-150

\bibitem[BG 06]{BG} P. B\'alint and S\'ebastien Gou\"ezel. Limit theorems in
  the stadium biliard. Commun. Math. Phys. 263:461-512, 2006

\bibitem[B 92]{Bleher} P. M. Bleher. Statistical Properties of Two-Dimensional
  Periodic Lorentz Gas with Infinite Horizon. \textit{J. of Stat.\ Physics}
  66(1):315--373, 1992.

%% \bibitem[Bre 68]{Bre} L. Breiman. Probability. chap.\ 10 {\it Addison-Wesley},
%%   1968.

%% \bibitem[Bro 96]{Bro} A. Broise. Transformations dilatante de l'intervalle et
%%   th\'eor\`emes limites. {\it Ast\`erisque} 238:1--110, 1996.

\bibitem[BD 85]{BD85} J.-P. Bouchaud and P. Le Doussal.  Numerical study of
  the $D$-dimensional periodic Lorentz gas with universal properties.  {\it J.
    Stat. Phys.} 41:225-248, 1985.

%% \bibitem[B 00]{BinSz} L. A. Bunimovich. Existence of Transport Coefficients.
%%   {\it Springer Encycl.\ of Math.\ Sci.} 101:145--178, ed. D. Sz\'asz, 2000.

\bibitem[Bun 85]{Bun85} L. A. Bunimovich. Decay of correlations in dynamical
  systems with chaotic behaviour. {\it Zh. Eksp. Teor. Fiz.} 89:1452-1471,
  1985 [Sov. Phys. JETP 62:842-852, 1985].

\bibitem[BChS 91]{BSCH91} L. A. Bunimovich and N. I. Chernov and Ya.\ G.
  Sinai. Statistical properties of two-dimensional hyperbolic billiards. {\it
    Russ.\ Math.\ Surveys} 46:47--10

\bibitem[BS 80]{BS80} L. A. Bunimovich and Ya.\ G. Sinai. Markov partitions
  for dispersed billiards.  {\it Comm.\ Math.\ Phys.} 73:247--280, 1980.

\bibitem[BS 81]{BS81} L. A. Bunimovich and Ya.\ G. Sinai. Statistical
  properties of {L}orentz gas with periodic configuration of scatterers. {\it
    Comm.\ Math.\ Phys.} 78:479--497, 1981.

\bibitem[Ch 99]{Ch99} N. I. Chernov. Decay of correlations and dispersing
  billiards.  {\it Journal of Statistical Physics} 94:513-556, 1999.

\bibitem[Con 99]{Conze} J.-P. Conze. Sur un crit\`ere de récurrence en
  dimension 2 pour les marches stationnaires, applications. {\it Ergodic
    Theory and Dynamical Systems} 19(5):1233--1245, 1999.

\bibitem[F 66]{Feller} W. Feller. {\it An Introduction to Probability Theory
and its Applications. Volume II.} Wiley and Sons, 1966


\bibitem[FM 84]{FM84} B. Friedman and R. F. Martin, Jr. Decay of the velocity
  autocorrelation function for the periodic Lorentz gas. {\it Phys. Lett.}
  105A:23-26, 1984.

\bibitem[GH 88]{GH} Y. Guivarc'h and J. Hardy. Th\'eor\`emes limites pour une
  classe de cha\^\i nes de {M}arkov et applications aux diff\'eomorphismes
  d'{A}nosov. {\it Ann.\ Inst.\ Henri Poincar\'e} 24(1):73--98, 1988.

%% \bibitem[I-TM 50]{IT-M} C. T. Ionescu-Tulcea and G. Marinescu.  Th\'eorie
%%   ergodique pour des classes d'op\'erations non compl\`etement continues. {\it
%%     Ann.\ of Math.} 52(2):140--147, 1950.

\bibitem[KSSz 90]{KSSz} A. Kr\'amli and N. Sim\'anyi and D. Sz\'asz. A
  "transversal" fundamental theorem for semi-dispersing billiards.
  \textit{Comm.\ Math.\ Phys.} 129:535--560, 1990.

\bibitem[KSz 83]{KSz2} Andr\'as Kr\'amli and Domokos Sz\'asz. Random walks
  with internal degrees of freedom. {I}. {L}ocal limit theorems. {\it Z.
    Wahrscheinlichkeitstheorie} 63:85--95, 1983.

\bibitem[KSz 85]{KSz1} Andr\'as Kr\'amli and Domokos Sz\'asz. The Problem of
  Recurrence for {L}orentz Processes. {\it Comm.\ in Math.\ Phys.}
  98:539--552, 1985.

\bibitem[L 03]{L03} Marco Lenci, Aperiodic Lorentz gas:recurrence and
ergodicity, {\it Ergodic Theory Dynam. Systems} 23:869-883, 2003

%% \bibitem[Mor 94]{M94} T. Morita. Local limit theorem and distribution of
%%   periodic orbits of {L}asota-{Y}orke transformations with infinite {M}arkov
%%   partition. {\it J.\ Math.\ Soc.\ Japan} 46:309--343, 1994.

\bibitem[Nag 57]{Nag} S. V. Nagaev. Some limit theorems for stationary
  {M}arkov chains. {\it Theor.\ Probab.\ Appl.}  2:378--406, 1957.

%% \bibitem[PP 90]{PP} W. Parry and M. Policott. Zeta functions and the periodic
%%   orbit structure of hyperbolic dynamics. \textit{Ast\'erisque} vol.\ 187-188,
%%   1990.

\bibitem[Pen 00]{Pene} F. P\`ene. Applications des propri\'et\'es
  stochastiques du billiard dispersif. {\it C. R. Acad.\ Sci.\ Paris S\'er.\ I
    Math.} 330:1103--1106, 2000.

%% \bibitem[R-E 83]{RE83} J. Rousseau-Egele. Un th\'eor\`eme de la limite locale
%%   pour une classe de transformations dilatantes et monotones par morceaux {\it
%%     Ann.\ of Prob.} 11:772--788, 1983.

\bibitem[Sch 98]{Sch} Klaus Schmidt. On joint recurrence. {\it C. R. Acad.\
    Sci.\ Paris Sér.\ 1 Math} 327(9):837--842, 1998.

\bibitem[Sim 89]{Sim 89} N. Sim\'anyi. Toward a proof of recurrence for the
  Lorentz process {\it Banach Center Publications, PWN, Warsaw} 23:265--276,
  1989.

\bibitem[Spi 64]{S} F. Spitzer. Principles of random walks. chap.\ 6 § 26.
  Prop 3. {\it Van Nostrand}, 1964.

%% \bibitem[Sz 00]{Sz00} D. Sz\'asz (ed.). Hard Ball Systems and the Lorentz Gas.
%%   \textit{Springer} vol.\ 101 of EMS. Springer, 2000.

\bibitem[SzV 04a]{SzVf} D. Sz\'asz and T. Varj\'u.  Local limit theorem for
  the Lorentz process and its recurrence in the plane \textit{Ergodic Theory
    and Dynamical Systems} 24:257--278, 2004.

\bibitem[SzV 04b]{SzVi} D. Sz\'asz and T. Varj\'u. Markov Towers and
  Stochastic Properties of Billiards \textit{Modern dynamical systems and
    applications} 433--445, Cambridge-Univ. Press, Cambridge 2004.

\bibitem [You 98]{Young} Lai-Sang Young. Statistical properties of systems
  with some hyperbolicity including certain billiards. {\it Ann.\ of Math.}
  147:585--650, 1998.

\bibitem[ZGNR 86]{ZGNR86} A. Zacherl and T. Geisel and J. Nierwetberg and G.
  Radons. Power spectra for anomalous diffusion in the extended billiard. {\it
    Phys. Lett} 114A:317-321, 1986.

\end{thebibliography}

\noindent Domokos Sz\'asz, Tam\'as Varj\'u\\
Budapest University of Technology, Mathematical Intitute. \\ Budapest, Egry J. u. 1 Hungary H-1111\\
szasz@renyi.hu, kanya@math.bme.hu



\end{document}

---------------0610021643437
Content-Type: application/postscript; name="Young-towers_text.eps"
Content-Transfer-Encoding: 7bit
Content-Disposition: inline; filename="Young-towers_text.eps"

%!PS-Adobe-3.0 EPSF-3.0
%%Creator: inkscape 0.43
%%Pages: 1
%%Orientation: Portrait
%%BoundingBox: 51 378 545 819
%%HiResBoundingBox: 51.6 378.49464 544.46319 818.0835
%%EndComments
%%Page: 1 1
0 842 translate
0.8 -0.8 scale
gsave [1 0 0 1 0 0] concat
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
0.49803922 0.49803922 0.49803922 setrgbcolor
newpath
20.357931 569.14551 moveto
133.3477 569.14551 lineto
133.3477 665.27653 lineto
20.357931 665.27653 lineto
20.357931 569.14551 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
107.54688 567.78882 moveto
108.43657 567.78882 lineto
108.43657 666.63322 lineto
107.54688 666.63322 lineto
107.54688 567.78882 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
77.96492 567.78882 moveto
79.299445 567.78882 lineto
79.299445 667.02084 lineto
77.96492 667.02084 lineto
77.96492 567.78882 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
26.585714 562.55591 moveto
29.254764 562.55591 lineto
29.254764 669.54044 lineto
26.585714 669.54044 lineto
26.585714 562.55591 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
67.955994 567.59503 moveto
72.404403 567.59503 lineto
72.404403 666.43944 lineto
67.955994 666.43944 lineto
67.955994 567.59503 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
43.934559 567.59503 moveto
49.272657 567.59503 lineto
49.272657 667.21468 lineto
43.934559 667.21468 lineto
43.934559 567.59503 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
0 0 0 setrgbcolor
newpath
-37.800468 627.81219 moveto
46.613663 627.81219 lineto
46.613663 634.75176 lineto
-37.800468 634.75176 lineto
-37.800468 627.81219 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
95.981018 564.88165 moveto
101.31912 564.88165 lineto
101.31912 674.19193 lineto
95.981018 674.19193 lineto
95.981018 564.88165 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
117.3334 564.88165 moveto
121.78181 564.88165 lineto
121.78181 671.86618 lineto
117.3334 671.86618 lineto
117.3334 564.88165 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
9.681736 572.63416 moveto
138.68579 572.63416 lineto
138.68579 575.73516 lineto
9.681736 575.73516 lineto
9.681736 572.63416 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
0 0 0 setrgbcolor
newpath
-80.176262 603.27667 moveto
240.99934 603.27667 lineto
240.99934 610.26065 lineto
-80.176262 610.26065 lineto
-80.176262 603.27667 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
0 0 0 setrgbcolor
newpath
-80.398689 591.62775 moveto
241.66662 591.62775 lineto
241.66662 600.11923 lineto
-80.398689 600.11923 lineto
-80.398689 591.62775 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-81.075348 592.79065 moveto
243.42188 592.79065 lineto
243.42188 597.44215 lineto
-81.075348 597.44215 lineto
-81.075348 592.79065 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
0 0 0 setrgbcolor
newpath
-80.176262 612.18469 moveto
240.10969 612.18469 lineto
240.10969 620.67617 lineto
-80.176262 620.67617 lineto
-80.176262 612.18469 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
32.813496 561.78064 moveto
36.372229 561.78064 lineto
36.372229 668.76517 lineto
32.813496 668.76517 lineto
32.813496 561.78064 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
53.276234 562.55591 moveto
56.834967 562.55591 lineto
56.834967 673.41669 lineto
53.276234 673.41669 lineto
53.276234 562.55591 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
89.308388 564.88165 moveto
92.422279 564.88165 lineto
92.422279 671.09092 lineto
89.308388 671.09092 lineto
89.308388 564.88165 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
110.21593 563.33112 moveto
112.88498 563.33112 lineto
112.88498 674.96713 lineto
110.21593 674.96713 lineto
110.21593 563.33112 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
125.34054 566.43213 moveto
128.00959 566.43213 lineto
128.00959 670.31566 lineto
125.34054 670.31566 lineto
125.34054 566.43213 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
0 0 0 setrgbcolor
newpath
-178.93111 653.20074 moveto
282.81444 653.20074 lineto
282.81444 655.66219 lineto
-178.93111 655.66219 lineto
-178.93111 653.20074 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
0 0 0 setrgbcolor
newpath
-179.37595 648.81525 moveto
282.81445 648.81525 lineto
282.81445 651.2767 lineto
-179.37595 651.2767 lineto
-179.37595 648.81525 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-179.98254 655.58594 moveto
284.51297 655.58594 lineto
284.51297 657.91169 lineto
-179.98254 657.91169 lineto
-179.98254 655.58594 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-39.319267 626.90167 moveto
137.79612 626.90167 lineto
137.79612 629.22742 lineto
-39.319267 629.22742 lineto
-39.319267 626.90167 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-38.522911 633.87891 moveto
137.79612 633.87891 lineto
137.79612 635.42941 lineto
-38.522911 635.42941 lineto
-38.522911 633.87891 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
14.130149 581.16187 moveto
143.13421 581.16187 lineto
143.13421 581.93712 lineto
14.130149 581.93712 lineto
14.130149 581.16187 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
15.019843 585.81342 moveto
140.46519 585.81342 lineto
140.46519 588.91442 lineto
15.019843 588.91442 lineto
15.019843 585.81342 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
60.393669 564.10638 moveto
62.173036 564.10638 lineto
62.173036 670.31565 lineto
60.393669 670.31565 lineto
60.393669 564.10638 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
104.87784 564.10638 moveto
106.6572 564.10638 lineto
106.6572 668.76517 lineto
104.87784 668.76517 lineto
104.87784 564.10638 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-182.16165 652.87256 moveto
285.53174 652.87256 lineto
285.53174 653.64781 lineto
-182.16165 653.64781 lineto
-182.16165 652.87256 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-39.085976 630.77789 moveto
139.79789 630.77789 lineto
139.79789 631.94077 lineto
-39.085976 631.94077 lineto
-39.085976 630.77789 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
22.359724 565.26923 moveto
22.804566 565.26923 lineto
22.804566 666.827 lineto
22.359724 666.827 lineto
22.359724 565.26923 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
63.730003 566.04449 moveto
64.619687 566.04449 lineto
64.619687 672.25376 lineto
63.730003 672.25376 lineto
63.730003 566.04449 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
130.45622 566.81976 moveto
131.79075 566.81976 lineto
131.79075 668.37754 lineto
130.45622 668.37754 lineto
130.45622 566.81976 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
114.44196 566.81976 moveto
114.8868 566.81976 lineto
114.8868 667.21468 lineto
114.44196 667.21468 lineto
114.44196 566.81976 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-80.857559 599.76788 moveto
242.93886 599.76788 lineto
242.93886 600.54313 lineto
-80.857559 600.54313 lineto
-80.857559 599.76788 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
18.800985 583.87524 moveto
135.34949 583.87524 lineto
135.34949 584.65049 lineto
18.800985 584.65049 lineto
18.800985 583.87524 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
17.91131 570.30841 moveto
135.34949 570.30841 lineto
135.34949 571.47129 lineto
17.91131 571.47129 lineto
17.91131 570.30841 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
18.15464 661.27264 moveto
137.68384 661.27264 lineto
137.68384 662.64311 lineto
18.15464 662.64311 lineto
18.15464 661.27264 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-81.632767 611.39667 moveto
241.30553 611.39667 lineto
241.30553 616.43576 lineto
-81.632767 616.43576 lineto
-81.632767 611.39667 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-181.10864 643.95715 moveto
284.43204 643.95715 lineto
284.43204 649.3839 lineto
-181.10864 649.3839 lineto
-181.10864 643.95715 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
17.021616 576.70422 moveto
138.01853 576.70422 lineto
138.01853 577.8671 lineto
17.021616 577.8671 lineto
17.021616 576.70422 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
17.466463 589.88342 moveto
137.5737 589.88342 lineto
137.5737 590.65867 lineto
17.466463 590.65867 lineto
17.466463 589.88342 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-81.118149 598.41119 moveto
242.97044 598.41119 lineto
242.97044 598.79882 lineto
-81.118149 598.79882 lineto
-81.118149 598.41119 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
37.92918 566.23834 moveto
38.818863 566.23834 lineto
38.818863 668.959 lineto
37.92918 668.959 lineto
37.92918 566.23834 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
24.139093 567.40118 moveto
24.583935 567.40118 lineto
24.583935 667.02084 lineto
24.139093 667.02084 lineto
24.139093 567.40118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
30.366877 566.23834 moveto
31.25656 566.23834 lineto
31.25656 667.40849 lineto
30.366877 667.40849 lineto
30.366877 566.23834 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-180.78046 651.12823 moveto
284.73538 651.12823 lineto
284.73538 651.51586 lineto
-180.78046 651.51586 lineto
-180.78046 651.12823 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
18.356157 659.65601 moveto
137.57371 659.65601 lineto
137.57371 660.43126 lineto
18.356157 660.43126 lineto
18.356157 659.65601 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
18.800985 663.91986 moveto
135.79433 663.91986 lineto
135.79433 664.30749 lineto
18.800985 664.30749 lineto
18.800985 663.91986 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
18.800985 578.64233 moveto
137.5737 578.64233 lineto
137.5737 579.02996 lineto
18.800985 579.02996 lineto
18.800985 578.64233 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
57.947067 567.40118 moveto
58.836751 567.40118 lineto
58.836751 667.40846 lineto
57.947067 667.40846 lineto
57.947067 567.40118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
87.306595 567.78882 moveto
87.751436 567.78882 lineto
87.751436 667.40847 lineto
87.306595 667.40847 lineto
87.306595 567.78882 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
82.8582 567.78882 moveto
83.747883 567.78882 lineto
83.747883 665.85796 lineto
82.8582 665.85796 lineto
82.8582 567.78882 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-82.5606 603.06268 moveto
242.63355 603.06268 lineto
242.63355 603.83793 lineto
-82.5606 603.83793 lineto
-82.5606 603.06268 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
18.800985 624.38208 moveto
138.01854 624.38208 lineto
138.01854 625.15733 lineto
18.800985 625.15733 lineto
18.800985 624.38208 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-81.041801 618.18005 moveto
241.92817 618.18005 lineto
241.92817 618.9553 lineto
-81.041801 618.9553 lineto
-81.041801 618.18005 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-81.540359 620.50586 moveto
241.26534 620.50586 lineto
241.26534 620.89348 lineto
-81.540359 620.89348 lineto
-81.540359 620.50586 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
19.023409 622.05634 moveto
136.90644 622.05634 lineto
136.90644 622.44396 lineto
19.023409 622.44396 lineto
19.023409 622.05634 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
84.859993 567.40118 moveto
85.749676 567.40118 lineto
85.749676 666.63321 lineto
84.859993 666.63321 lineto
84.859993 567.40118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
80.856407 567.40118 moveto
81.301249 567.40118 lineto
81.301249 667.40846 lineto
80.856407 667.40846 lineto
80.856407 567.40118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
93.756821 567.78882 moveto
94.201662 567.78882 lineto
94.201662 667.7961 lineto
93.756821 667.7961 lineto
93.756821 567.78882 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
103.09849 568.17645 moveto
103.98817 568.17645 lineto
103.98817 665.85798 lineto
103.09849 665.85798 lineto
103.09849 568.17645 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
123.11634 568.17645 moveto
124.00602 568.17645 lineto
124.00602 668.57137 lineto
123.11634 668.57137 lineto
123.11634 568.17645 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
18.578562 601.51221 moveto
135.57191 601.51221 lineto
135.57191 601.89983 lineto
18.578562 601.89983 lineto
18.578562 601.51221 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
39.930973 568.56409 moveto
40.820656 568.56409 lineto
40.820656 666.63323 lineto
39.930973 666.63323 lineto
39.930973 568.56409 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
42.15517 567.40118 moveto
42.600012 567.40118 lineto
42.600012 666.24558 lineto
42.15517 666.24558 lineto
42.15517 567.40118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
73.73893 567.78882 moveto
74.628613 567.78882 lineto
74.628613 666.2456 lineto
73.73893 666.2456 lineto
73.73893 567.78882 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-80.925011 591.43396 moveto
242.44276 591.43396 lineto
242.44276 591.82159 lineto
-80.925011 591.82159 lineto
-80.925011 591.43396 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-81.003654 604.61322 moveto
245.21973 604.61322 lineto
245.21973 605.00085 lineto
-81.003654 605.00085 lineto
-81.003654 604.61322 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-83.335808 606.55133 moveto
242.33479 606.55133 lineto
242.33479 607.71421 lineto
-83.335808 607.71421 lineto
-83.335808 606.55133 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-82.077614 610.03998 moveto
241.26089 610.03998 lineto
241.26089 610.4276 lineto
-82.077614 610.4276 lineto
-82.077614 610.03998 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
20.357931 639.11182 moveto
134.4598 639.11182 lineto
134.4598 640.4685 lineto
20.357931 640.4685 lineto
20.357931 639.11182 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
19.69068 642.01904 moveto
134.45981 642.01904 lineto
134.45981 642.40667 lineto
19.69068 642.40667 lineto
19.69068 642.01904 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
19.69068 636.97992 moveto
134.01497 636.97992 lineto
134.01497 637.36754 lineto
19.69068 637.36754 lineto
19.69068 636.97992 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
50.710617 568.0813 moveto
51.339718 568.0813 lineto
51.339718 666.34341 lineto
50.710617 666.34341 lineto
50.710617 568.0813 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
65.809036 568.49243 moveto
66.123587 568.49243 lineto
66.123587 667.16567 lineto
65.809036 667.16567 lineto
65.809036 568.49243 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
76.189217 568.49243 moveto
76.503767 568.49243 lineto
76.503767 666.0693 lineto
76.189217 666.0693 lineto
76.189217 568.49243 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
68.562538 591.27441 moveto
69.229801 591.27441 lineto
69.229801 621.50917 lineto
68.562538 621.50917 lineto
68.562538 591.27441 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
70.763206 591.31055 moveto
71.392308 591.31055 lineto
71.392308 621.4607 lineto
70.763206 621.4607 lineto
70.763206 591.31055 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
48.036934 591.44763 moveto
48.351484 591.44763 lineto
48.351484 621.52927 lineto
48.036934 621.52927 lineto
48.036934 591.44763 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
45.205963 591.51617 moveto
45.520514 591.51617 lineto
45.520514 621.11815 lineto
45.205963 621.11815 lineto
45.205963 591.51617 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
26.962027 591.37909 moveto
27.433852 591.37909 lineto
27.433852 621.52925 lineto
26.962027 621.52925 lineto
26.962027 591.37909 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
100.40957 591.51617 moveto
100.88139 591.51617 lineto
100.88139 621.25519 lineto
100.40957 621.25519 lineto
100.40957 591.51617 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
118.81079 591.51617 moveto
119.12534 591.51617 lineto
119.12534 621.25519 lineto
118.81079 621.25519 lineto
118.81079 591.51617 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
96.949509 591.37909 moveto
97.264059 591.37909 lineto
97.264059 621.25515 lineto
96.949509 621.25515 lineto
96.949509 591.37909 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
95.981018 648.75391 moveto
101.31912 648.75391 lineto
101.31912 656.10184 lineto
95.981018 656.10184 lineto
95.981018 648.75391 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
43.934559 648.17816 moveto
49.272657 648.17816 lineto
49.272657 656.52506 lineto
43.934559 656.52506 lineto
43.934559 648.17816 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
77.96492 649.19427 moveto
79.299445 649.19427 lineto
79.299445 656.05718 lineto
77.96492 656.05718 lineto
77.96492 649.19427 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
27.512506 648.93848 moveto
27.827057 648.93848 lineto
27.827057 656.20192 lineto
27.512506 656.20192 lineto
27.512506 648.93848 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
34.118065 649.07556 moveto
35.061716 649.07556 lineto
35.061716 656.33901 lineto
34.118065 656.33901 lineto
34.118065 649.07556 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
53.620197 648.66443 moveto
54.249298 648.66443 lineto
54.249298 656.20197 lineto
53.620197 656.20197 lineto
53.620197 648.66443 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
68.954514 648.52734 moveto
69.269064 648.52734 lineto
69.269064 656.47602 lineto
68.954514 656.47602 lineto
68.954514 648.52734 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
71.156403 648.80145 moveto
71.628228 648.80145 lineto
71.628228 656.33899 lineto
71.156403 656.33899 lineto
71.156403 648.80145 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
90.579865 648.66443 moveto
90.894415 648.66443 lineto
90.894415 656.47606 lineto
90.579865 656.47606 lineto
90.579865 648.66443 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
118.02441 648.66443 moveto
118.33896 648.66443 lineto
118.33896 656.20197 lineto
118.02441 656.20197 lineto
118.02441 648.66443 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
120.06897 648.80145 moveto
120.69807 648.80145 lineto
120.69807 656.20195 lineto
120.06897 656.20195 lineto
120.06897 648.80145 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
126.83184 648.66443 moveto
127.30367 648.66443 lineto
127.30367 656.06492 lineto
126.83184 656.06492 lineto
126.83184 648.66443 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
110.94704 648.93848 moveto
111.26159 648.93848 lineto
111.26159 655.92783 lineto
110.94704 655.92783 lineto
110.94704 648.93848 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
17.745619 591.20734 moveto
18.940158 591.20734 lineto
18.940158 621.3933 lineto
17.745619 621.3933 lineto
17.745619 591.20734 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
14.759275 591.55432 moveto
15.157455 591.55432 lineto
15.157455 621.04636 lineto
14.759275 621.04636 lineto
14.759275 591.55432 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
12.768373 591.3808 moveto
13.365642 591.3808 lineto
13.365642 621.04632 lineto
12.768373 621.04632 lineto
12.768373 591.3808 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
4.8047824 591.3808 moveto
7.7228148 591.3808 lineto
7.7228148 621.2198 lineto
4.8047824 621.2198 lineto
4.8047824 591.3808 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
2.4156919 591.55432 moveto
3.2120517 591.55432 lineto
3.2120517 620.87288 lineto
2.4156919 620.87288 lineto
2.4156919 591.55432 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-1.9642819 591.3808 moveto
-1.566102 591.3808 lineto
-1.566102 620.69935 lineto
-1.9642819 620.69935 lineto
-1.9642819 591.3808 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-5.5479178 591.55432 moveto
-4.3533781 591.55432 lineto
-4.3533781 620.87288 lineto
-5.5479178 620.87288 lineto
-5.5479178 591.55432 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
0.22570501 591.55432 moveto
0.62388493 591.55432 lineto
0.62388493 620.87288 lineto
0.22570501 620.87288 lineto
0.22570501 591.55432 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
9.0852041 591.3808 moveto
9.483384 591.3808 lineto
9.483384 621.04632 lineto
9.0852041 621.04632 lineto
9.0852041 591.3808 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-42.678181 591.3808 moveto
-39.890921 591.3808 lineto
-39.890921 621.2198 lineto
-42.678181 621.2198 lineto
-42.678181 591.3808 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-37.900021 591.3808 moveto
-37.501841 591.3808 lineto
-37.501841 622.08721 lineto
-37.900021 622.08721 lineto
-37.900021 591.3808 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-32.922771 591.3808 moveto
-31.529142 591.3808 lineto
-31.529142 620.69935 lineto
-32.922771 620.69935 lineto
-32.922771 591.3808 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-35.112759 591.3808 moveto
-34.913669 591.3808 lineto
-34.913669 621.2198 lineto
-35.112759 621.2198 lineto
-35.112759 591.3808 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-28.741884 591.20734 moveto
-28.343704 591.20734 lineto
-28.343704 621.74027 lineto
-28.741884 621.74027 lineto
-28.741884 591.20734 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-22.171923 591.20734 moveto
-20.778293 591.20734 lineto
-20.778293 621.56679 lineto
-22.171923 621.56679 lineto
-22.171923 591.20734 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-13.013787 591.72778 moveto
-12.814697 591.72778 lineto
-12.814697 620.87285 lineto
-13.013787 620.87285 lineto
-13.013787 591.72778 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-15.801047 591.3808 moveto
-15.402867 591.3808 lineto
-15.402867 620.87283 lineto
-15.801047 620.87283 lineto
-15.801047 591.3808 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-18.588306 591.3808 moveto
-18.190127 591.3808 lineto
-18.190127 620.69935 lineto
-18.588306 620.69935 lineto
-18.588306 591.3808 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-8.036541 591.3808 moveto
-7.837451 591.3808 lineto
-7.837451 620.69935 lineto
-8.036541 620.69935 lineto
-8.036541 591.3808 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-11.086478 591.5152 moveto
-10.664145 591.5152 lineto
-10.664145 620.95617 lineto
-11.086478 620.95617 lineto
-11.086478 591.5152 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-9.2563639 591.5152 moveto
-8.9748082 591.5152 lineto
-8.9748082 620.95617 lineto
-9.2563639 620.95617 lineto
-9.2563639 591.5152 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-23.756483 591.5152 moveto
-23.615705 591.5152 lineto
-23.615705 621.07883 lineto
-23.756483 621.07883 lineto
-23.756483 591.5152 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-26.572042 591.14716 moveto
-26.290487 591.14716 lineto
-26.290487 620.95614 lineto
-26.572042 620.95614 lineto
-26.572042 591.14716 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-62.681568 591.02448 moveto
-61.766512 591.02448 lineto
-61.766512 621.14013 lineto
-62.681568 621.14013 lineto
-62.681568 591.02448 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-57.261623 591.14716 moveto
-56.83929 591.14716 lineto
-56.83929 621.01747 lineto
-57.261623 621.01747 lineto
-57.261623 591.14716 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-59.795612 591.57654 moveto
-59.654834 591.57654 lineto
-59.654834 621.14017 lineto
-59.795612 621.14017 lineto
-59.795612 591.57654 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-52.615948 591.33118 moveto
-50.50428 591.33118 lineto
-50.50428 621.14016 lineto
-52.615948 621.14016 lineto
-52.615948 591.33118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-45.717838 591.33118 moveto
-45.57706 591.33118 lineto
-45.57706 621.14016 lineto
-45.717838 621.14016 lineto
-45.717838 591.33118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-48.39262 591.45386 moveto
-47.970287 591.45386 lineto
-47.970287 620.89482 lineto
-48.39262 620.89482 lineto
-48.39262 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-54.30529 591.69922 moveto
-54.164512 591.69922 lineto
-54.164512 621.26286 lineto
-54.30529 621.26286 lineto
-54.30529 591.69922 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-66.975296 591.33118 moveto
-66.834518 591.33118 lineto
-66.834518 621.14016 lineto
-66.975296 621.14016 lineto
-66.975296 591.33118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-70.776299 591.57654 moveto
-70.494743 591.57654 lineto
-70.494743 621.8762 lineto
-70.776299 621.8762 lineto
-70.776299 591.57654 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-74.295731 591.45386 moveto
-73.591841 591.45386 lineto
-73.591841 621.26284 lineto
-74.295731 621.26284 lineto
-74.295731 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-77.955963 591.2085 moveto
-77.674407 591.2085 lineto
-77.674407 621.01748 lineto
-77.955963 621.01748 lineto
-77.955963 591.2085 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-75.703522 591.45386 moveto
-75.421966 591.45386 lineto
-75.421966 620.77215 lineto
-75.703522 620.77215 lineto
-75.703522 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-65.004402 591.45386 moveto
-64.722846 591.45386 lineto
-64.722846 621.01749 lineto
-65.004402 621.01749 lineto
-65.004402 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-68.101517 591.69922 moveto
-67.960739 591.69922 lineto
-67.960739 621.01752 lineto
-68.101517 621.01752 lineto
-68.101517 591.69922 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
134.54822 591.45386 moveto
136.09677 591.45386 lineto
136.09677 621.14017 lineto
134.54822 621.14017 lineto
134.54822 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
138.63075 591.45386 moveto
138.77153 591.45386 lineto
138.77153 621.01749 lineto
138.63075 621.01749 lineto
138.63075 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
142.43178 591.33118 moveto
142.71333 591.33118 lineto
142.71333 621.01748 lineto
142.43178 621.01748 lineto
142.43178 591.33118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
147.64055 591.2085 moveto
148.20366 591.2085 lineto
148.20366 621.38549 lineto
147.64055 621.38549 lineto
147.64055 591.2085 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
152.70853 591.57654 moveto
155.94227 591.57654 lineto
155.94227 620.89483 lineto
152.70853 620.89483 lineto
152.70853 591.57654 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
157.21346 591.45386 moveto
157.49501 591.45386 lineto
157.49501 620.77215 lineto
157.21346 620.77215 lineto
157.21346 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
149.89299 591.45386 moveto
150.03377 591.45386 lineto
150.03377 620.64948 lineto
149.89299 620.64948 lineto
149.89299 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
144.40266 591.5152 moveto
144.68422 591.5152 lineto
144.68422 620.64949 lineto
144.40266 620.64949 lineto
144.40266 591.5152 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
140.46089 591.57654 moveto
141.30556 591.57654 lineto
141.30556 620.77217 lineto
140.46089 620.77217 lineto
140.46089 591.57654 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
158.62125 591.57654 moveto
158.9028 591.57654 lineto
158.9028 620.89483 lineto
158.62125 620.89483 lineto
158.62125 591.57654 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
219.43726 591.57654 moveto
220.00037 591.57654 lineto
220.00037 620.89483 lineto
219.43726 620.89483 lineto
219.43726 591.57654 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
209.72357 591.33118 moveto
209.86435 591.33118 lineto
209.86435 621.14016 lineto
209.72357 621.14016 lineto
209.72357 591.33118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
204.23325 591.33118 moveto
204.93714 591.33118 lineto
204.93714 621.14016 lineto
204.23325 621.14016 lineto
204.23325 591.33118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
213.3838 591.45386 moveto
213.80614 591.45386 lineto
213.80614 620.89482 lineto
213.3838 620.89482 lineto
213.3838 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
216.34013 591.57654 moveto
216.48091 591.57654 lineto
216.48091 620.77217 lineto
216.34013 620.77217 lineto
216.34013 591.57654 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
196.34969 591.57654 moveto
196.63124 591.57654 lineto
196.63124 621.01751 lineto
196.34969 621.01751 lineto
196.34969 591.57654 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
198.60213 591.45386 moveto
198.88368 591.45386 lineto
198.88368 621.01749 lineto
198.60213 621.01749 lineto
198.60213 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
188.60689 591.45386 moveto
188.88844 591.45386 lineto
188.88844 620.89482 lineto
188.60689 620.89482 lineto
188.60689 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
191.42247 591.57654 moveto
191.8448 591.57654 lineto
191.8448 621.01751 lineto
191.42247 621.01751 lineto
191.42247 591.57654 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
200.85457 591.45386 moveto
201.13612 591.45386 lineto
201.13612 621.14017 lineto
200.85457 621.14017 lineto
200.85457 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
223.37904 591.45386 moveto
225.51072 591.45386 lineto
225.51072 621.50818 lineto
223.37904 621.50818 lineto
223.37904 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
205.92255 591.45386 moveto
208.31577 591.45386 lineto
208.31577 620.77215 lineto
205.92255 620.77215 lineto
205.92255 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
192.54866 591.33118 moveto
193.11177 591.33118 lineto
193.11177 621.26283 lineto
192.54866 621.26283 lineto
192.54866 591.33118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
195.22345 591.33118 moveto
195.36423 591.33118 lineto
195.36423 621.75351 lineto
195.22345 621.75351 lineto
195.22345 591.33118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
185.65056 591.45386 moveto
185.93211 591.45386 lineto
185.93211 620.77215 lineto
185.65056 620.77215 lineto
185.65056 591.45386 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
229.78441 591.33118 moveto
230.62908 591.33118 lineto
230.62908 621.26283 lineto
229.78441 621.26283 lineto
229.78441 591.33118 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
226.54652 591.69922 moveto
226.82808 591.69922 lineto
226.82808 621.14019 lineto
226.54652 621.14019 lineto
226.54652 591.69922 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
217.53677 591.2085 moveto
218.09989 591.2085 lineto
218.09989 620.77213 lineto
217.53677 620.77213 lineto
217.53677 591.2085 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
234.00778 591.7605 moveto
234.85245 591.7605 lineto
234.85245 620.89479 lineto
234.00778 620.89479 lineto
234.00778 591.7605 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
238.37186 591.2085 moveto
238.65341 591.2085 lineto
238.65341 620.64946 lineto
238.37186 620.64946 lineto
238.37186 591.2085 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
239.92044 591.2085 moveto
241.75055 591.2085 lineto
241.75055 621.01748 lineto
239.92044 621.01748 lineto
239.92044 591.2085 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
162.84662 591.57654 moveto
166.05621 591.57654 lineto
166.05621 621.01751 lineto
162.84662 621.01751 lineto
162.84662 591.57654 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
160.52173 591.57654 moveto
160.66251 591.57654 lineto
160.66251 620.8335 lineto
160.52173 620.8335 lineto
160.52173 591.57654 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
168.68684 591.39252 moveto
169.81307 591.39252 lineto
169.81307 621.07882 lineto
168.68684 621.07882 lineto
168.68684 591.39252 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
179.38594 591.39252 moveto
179.52672 591.39252 lineto
179.52672 621.32417 lineto
179.38594 621.32417 lineto
179.38594 591.39252 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
174.45871 591.26984 moveto
175.02182 591.26984 lineto
175.02182 620.83347 lineto
174.45871 620.83347 lineto
174.45871 591.26984 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
182.76462 591.63788 moveto
183.04617 591.63788 lineto
183.04617 621.07885 lineto
182.76462 621.07885 lineto
182.76462 591.63788 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
176.99274 591.63788 moveto
177.27429 591.63788 lineto
177.27429 621.07885 lineto
176.99274 621.07885 lineto
176.99274 591.63788 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-80.771523 591.5152 moveto
-79.926855 591.5152 lineto
-79.926855 621.07883 lineto
-80.771523 621.07883 lineto
-80.771523 591.5152 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
135.50732 649.06378 moveto
136.10459 649.06378 lineto
136.10459 656.17657 lineto
135.50732 656.17657 lineto
135.50732 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
139.29002 649.06378 moveto
140.08638 649.06378 lineto
140.08638 656.35005 lineto
139.29002 656.35005 lineto
139.29002 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
142.07729 648.89032 moveto
142.27638 648.89032 lineto
142.27638 656.00311 lineto
142.07729 656.00311 lineto
142.07729 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
147.4527 648.54333 moveto
149.84178 648.54333 lineto
149.84178 656.35005 lineto
147.4527 656.35005 lineto
147.4527 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
153.22632 648.7168 moveto
153.6245 648.7168 lineto
153.6245 656.17655 lineto
153.22632 656.17655 lineto
153.22632 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
160.19449 648.89032 moveto
165.37083 648.89032 lineto
165.37083 656.17659 lineto
160.19449 656.17659 lineto
160.19449 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
158.20357 648.89032 moveto
158.60175 648.89032 lineto
158.60175 656.17659 lineto
158.20357 656.17659 lineto
158.20357 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
170.54715 648.89032 moveto
171.34351 648.89032 lineto
171.34351 656.00311 lineto
170.54715 656.00311 lineto
170.54715 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
168.35716 649.06378 moveto
168.55625 649.06378 lineto
168.55625 656.35005 lineto
168.35716 656.35005 lineto
168.35716 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
174.72803 648.89032 moveto
174.92712 648.89032 lineto
174.92712 656.17659 lineto
174.72803 656.17659 lineto
174.72803 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
178.11256 649.06378 moveto
179.50619 649.06378 lineto
179.50619 655.8296 lineto
178.11256 655.8296 lineto
178.11256 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
182.69164 649.06378 moveto
183.08982 649.06378 lineto
183.08982 656.00308 lineto
182.69164 656.00308 lineto
182.69164 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
186.07617 648.89032 moveto
186.47435 648.89032 lineto
186.47435 656.00311 lineto
186.07617 656.00311 lineto
186.07617 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
187.66888 648.7168 moveto
187.86797 648.7168 lineto
187.86797 655.82958 lineto
187.66888 655.82958 lineto
187.66888 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
191.65068 648.89032 moveto
194.23885 648.89032 lineto
194.23885 656.17659 lineto
191.65068 656.17659 lineto
191.65068 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
195.83159 648.89032 moveto
196.22977 648.89032 lineto
196.22977 656.00311 lineto
195.83159 656.00311 lineto
195.83159 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
200.41063 648.54333 moveto
202.00335 648.54333 lineto
202.00335 656.17657 lineto
200.41063 656.17657 lineto
200.41063 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
211.1615 648.89032 moveto
211.55968 648.89032 lineto
211.55968 656.17659 lineto
211.1615 656.17659 lineto
211.1615 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
207.97607 648.7168 moveto
209.56879 648.7168 lineto
209.56879 656.00306 lineto
207.97607 656.00306 lineto
207.97607 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
205.18881 649.06378 moveto
205.58699 649.06378 lineto
205.58699 656.00308 lineto
205.18881 656.00308 lineto
205.18881 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
215.54147 648.89032 moveto
215.74056 648.89032 lineto
215.74056 656.17659 lineto
215.54147 656.17659 lineto
215.54147 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
217.13419 648.89032 moveto
217.73146 648.89032 lineto
217.73146 655.82962 lineto
217.13419 655.82962 lineto
217.13419 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
220.31966 648.54333 moveto
220.51875 648.54333 lineto
220.51875 656.17657 lineto
220.31966 656.17657 lineto
220.31966 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
229.47777 648.89032 moveto
230.07504 648.89032 lineto
230.07504 655.82962 lineto
229.47777 655.82962 lineto
229.47777 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
225.69507 649.06378 moveto
225.89416 649.06378 lineto
225.89416 655.8296 lineto
225.69507 655.8296 lineto
225.69507 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
236.04773 648.54333 moveto
236.44591 648.54333 lineto
236.44591 656.00309 lineto
236.04773 656.00309 lineto
236.04773 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
242.61769 648.36987 moveto
244.60859 648.36987 lineto
244.60859 656.17659 lineto
242.61769 656.17659 lineto
242.61769 648.36987 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
232.8623 648.7168 moveto
233.45957 648.7168 lineto
233.45957 656.00306 lineto
232.8623 656.00306 lineto
232.8623 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
282.03754 648.19635 moveto
283.23208 648.19635 lineto
283.23208 656.52351 lineto
282.03754 656.52351 lineto
282.03754 648.19635 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
279.84753 648.7168 moveto
280.24571 648.7168 lineto
280.24571 656.69699 lineto
279.84753 656.69699 lineto
279.84753 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
271.48578 648.7168 moveto
272.08305 648.7168 lineto
272.08305 656.35003 lineto
271.48578 656.35003 lineto
271.48578 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
260.73489 648.63007 moveto
260.93398 648.63007 lineto
260.93398 656.35004 lineto
260.73489 656.35004 lineto
260.73489 648.63007 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
252.9704 648.89032 moveto
253.96583 648.89032 lineto
253.96583 656.17658 lineto
252.9704 656.17658 lineto
252.9704 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
249.78497 648.7168 moveto
249.98406 648.7168 lineto
249.98406 656.17655 lineto
249.78497 656.17655 lineto
249.78497 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
240.82591 648.54333 moveto
241.22409 648.54333 lineto
241.22409 656.00309 lineto
240.82591 656.00309 lineto
240.82591 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
264.91577 648.89032 moveto
268.49939 648.89032 lineto
268.49939 656.00311 lineto
264.91577 656.00311 lineto
264.91577 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
256.95221 648.7168 moveto
257.74857 648.7168 lineto
257.74857 656.00306 lineto
256.95221 656.00306 lineto
256.95221 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
246.99771 648.7168 moveto
247.1968 648.7168 lineto
247.1968 656.35003 lineto
246.99771 656.35003 lineto
246.99771 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-2.2629182 648.19635 moveto
1.3207009 648.19635 lineto
1.3207009 656.17655 lineto
-2.2629182 656.17655 lineto
-2.2629182 648.19635 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
5.1033998 648.89032 moveto
6.2979394 648.89032 lineto
6.2979394 655.65614 lineto
5.1033998 655.65614 lineto
5.1033998 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
7.6915746 648.54333 moveto
7.8906645 648.54333 lineto
7.8906645 655.8296 lineto
7.6915746 655.8296 lineto
7.6915746 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
10.677918 648.7168 moveto
11.076098 648.7168 lineto
11.076098 656.17655 lineto
10.677918 656.17655 lineto
10.677918 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
9.2842894 648.7168 moveto
9.4833793 648.7168 lineto
9.4833793 656.00306 lineto
9.2842894 656.00306 lineto
9.2842894 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
14.062451 648.54333 moveto
14.659721 648.54333 lineto
14.659721 656.00309 lineto
14.062451 656.00309 lineto
14.062451 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
12.668821 648.54333 moveto
13.465181 648.54333 lineto
13.465181 656.00309 lineto
12.668821 656.00309 lineto
12.668821 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
17.845152 648.54333 moveto
18.442422 648.54333 lineto
18.442422 656.00309 lineto
17.845152 656.00309 lineto
17.845152 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-5.8465347 648.54333 moveto
-5.2492649 648.54333 lineto
-5.2492649 656.35005 lineto
-5.8465347 656.35005 lineto
-5.8465347 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-13.411957 648.7168 moveto
-13.212867 648.7168 lineto
-13.212867 656.00306 lineto
-13.411957 656.00306 lineto
-13.411957 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-10.624697 647.93616 moveto
-10.226517 647.93616 lineto
-10.226517 656.17658 lineto
-10.624697 656.17658 lineto
-10.624697 647.93616 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-18.588306 648.54333 moveto
-17.194677 648.54333 lineto
-17.194677 656.17657 lineto
-18.588306 656.17657 lineto
-18.588306 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-15.801047 648.54333 moveto
-15.402867 648.54333 lineto
-15.402867 656.00309 lineto
-15.801047 656.00309 lineto
-15.801047 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-22.371008 648.89032 moveto
-21.375558 648.89032 lineto
-21.375558 656.17659 lineto
-22.371008 656.17659 lineto
-22.371008 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-19.782833 648.54333 moveto
-19.583743 648.54333 lineto
-19.583743 656.17657 lineto
-19.782833 656.17657 lineto
-19.782833 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-37.103661 648.54333 moveto
-33.918221 648.54333 lineto
-33.918221 656.17657 lineto
-37.103661 656.17657 lineto
-37.103661 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-28.542799 648.89032 moveto
-27.945529 648.89032 lineto
-27.945529 655.82962 lineto
-28.542799 655.82962 lineto
-28.542799 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-31.330059 649.06378 moveto
-31.130969 649.06378 lineto
-31.130969 656.00308 lineto
-31.330059 656.00308 lineto
-31.330059 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-25.954624 648.54333 moveto
-25.158264 648.54333 lineto
-25.158264 656.52353 lineto
-25.954624 656.52353 lineto
-25.954624 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-23.366449 648.36987 moveto
-23.167359 648.36987 lineto
-23.167359 655.82962 lineto
-23.366449 655.82962 lineto
-23.366449 648.36987 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-41.881824 648.54333 moveto
-40.488195 648.54333 lineto
-40.488195 656.35005 lineto
-41.881824 656.35005 lineto
-41.881824 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-39.094566 648.7168 moveto
-38.696386 648.7168 lineto
-38.696386 656.17655 lineto
-39.094566 656.17655 lineto
-39.094566 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-50.840878 649.06378 moveto
-49.447248 649.06378 lineto
-49.447248 656.00308 lineto
-50.840878 656.00308 lineto
-50.840878 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-56.21629 649.06378 moveto
-55.61902 649.06378 lineto
-55.61902 656.00308 lineto
-56.21629 656.00308 lineto
-56.21629 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-54.225407 648.89032 moveto
-53.827227 648.89032 lineto
-53.827227 655.82962 lineto
-54.225407 655.82962 lineto
-54.225407 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-63.184441 649.06378 moveto
-62.188991 649.06378 lineto
-62.188991 656.52353 lineto
-63.184441 656.52353 lineto
-63.184441 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-59.799927 648.89032 moveto
-59.600837 648.89032 lineto
-59.600837 656.00311 lineto
-59.799927 656.00311 lineto
-59.799927 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-92.649765 648.36987 moveto
-91.654315 648.36987 lineto
-91.654315 656.00311 lineto
-92.649765 656.00311 lineto
-92.649765 648.36987 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-73.338036 648.54333 moveto
-72.541676 648.54333 lineto
-72.541676 656.52353 lineto
-73.338036 656.52353 lineto
-73.338036 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-65.573532 648.89032 moveto
-64.179902 648.89032 lineto
-64.179902 656.69704 lineto
-65.573532 656.69704 lineto
-65.573532 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-70.152588 648.89032 moveto
-69.754408 648.89032 lineto
-69.754408 656.35007 lineto
-70.152588 656.35007 lineto
-70.152588 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-67.763519 648.54333 moveto
-67.564429 648.54333 lineto
-67.564429 656.35005 lineto
-67.763519 656.35005 lineto
-67.763519 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-84.08889 648.63007 moveto
-83.8898 648.63007 lineto
-83.8898 656.69701 lineto
-84.08889 656.69701 lineto
-84.08889 648.63007 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-77.518929 648.36987 moveto
-77.120749 648.36987 lineto
-77.120749 656.52355 lineto
-77.518929 656.52355 lineto
-77.518929 648.36987 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-88.269775 648.89032 moveto
-88.070685 648.89032 lineto
-88.070685 656.35007 lineto
-88.269775 656.35007 lineto
-88.269775 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-81.699814 648.97705 moveto
-80.704364 648.97705 lineto
-80.704364 656.17658 lineto
-81.699814 656.17658 lineto
-81.699814 648.97705 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-86.677063 648.89032 moveto
-86.477973 648.89032 lineto
-86.477973 656.00311 lineto
-86.677063 656.00311 lineto
-86.677063 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-180.05025 647.84943 moveto
-178.85571 647.84943 lineto
-178.85571 656.35007 lineto
-180.05025 656.35007 lineto
-180.05025 647.84943 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-178.25844 648.36987 moveto
-177.66117 648.36987 lineto
-177.66117 656.17659 lineto
-178.25844 656.17659 lineto
-178.25844 648.36987 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-175.073 648.7168 moveto
-173.48028 648.7168 lineto
-173.48028 656.17655 lineto
-175.073 656.17655 lineto
-175.073 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-176.46663 649.06378 moveto
-176.06845 649.06378 lineto
-176.06845 656.00308 lineto
-176.46663 656.00308 lineto
-176.46663 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-169.29939 648.7168 moveto
-168.90121 648.7168 lineto
-168.90121 656.35003 lineto
-169.29939 656.35003 lineto
-169.29939 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-171.68846 648.7168 moveto
-171.09119 648.7168 lineto
-171.09119 655.82958 lineto
-171.68846 655.82958 lineto
-171.68846 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-166.31305 648.89032 moveto
-166.11396 648.89032 lineto
-166.11396 656.35007 lineto
-166.31305 656.35007 lineto
-166.31305 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-138.63954 648.89032 moveto
-136.05137 648.89032 lineto
-136.05137 656.00311 lineto
-138.63954 656.00311 lineto
-138.63954 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-144.61224 648.7168 moveto
-144.41315 648.7168 lineto
-144.41315 656.17655 lineto
-144.61224 656.17655 lineto
-144.61224 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-150.58493 648.89032 moveto
-150.38584 648.89032 lineto
-150.38584 656.17659 lineto
-150.58493 656.17659 lineto
-150.58493 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-157.15491 648.7168 moveto
-156.35855 648.7168 lineto
-156.35855 655.82958 lineto
-157.15491 655.82958 lineto
-157.15491 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-161.73398 648.7168 moveto
-160.53944 648.7168 lineto
-160.53944 656.00306 lineto
-161.73398 656.00306 lineto
-161.73398 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-159.1458 648.7168 moveto
-158.15035 648.7168 lineto
-158.15035 656.00306 lineto
-159.1458 656.00306 lineto
-159.1458 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-131.67139 649.06378 moveto
-131.07412 649.06378 lineto
-131.07412 656.69701 lineto
-131.67139 656.69701 lineto
-131.67139 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-141.52634 648.63007 moveto
-141.02861 648.63007 lineto
-141.02861 656.17656 lineto
-141.52634 656.17656 lineto
-141.52634 648.63007 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-148.59404 648.97705 moveto
-148.19586 648.97705 lineto
-148.19586 655.82961 lineto
-148.59404 655.82961 lineto
-148.59404 648.97705 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-121.51781 649.06378 moveto
-121.31872 649.06378 lineto
-121.31872 656.17657 lineto
-121.51781 656.17657 lineto
-121.51781 649.06378 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-101.70835 648.36987 moveto
-101.31017 648.36987 lineto
-101.31017 656.00311 lineto
-101.70835 656.00311 lineto
-101.70835 648.36987 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-108.87559 647.84943 moveto
-108.6765 647.84943 lineto
-108.6765 656.17659 lineto
-108.87559 656.17659 lineto
-108.87559 647.84943 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-115.84373 648.19635 moveto
-114.25101 648.19635 lineto
-114.25101 655.6561 lineto
-115.84373 655.6561 lineto
-115.84373 648.19635 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-124.80279 648.89032 moveto
-124.20552 648.89032 lineto
-124.20552 656.35007 lineto
-124.80279 656.35007 lineto
-124.80279 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-98.522903 649.32397 moveto
-98.124724 649.32397 lineto
-98.124724 655.82957 lineto
-98.522903 655.82957 lineto
-98.522903 649.32397 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-97.228828 648.7168 moveto
-95.237929 648.7168 lineto
-95.237929 656.35003 lineto
-97.228828 656.35003 lineto
-97.228828 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-105.78969 648.89032 moveto
-105.39151 648.89032 lineto
-105.39151 656.17659 lineto
-105.78969 656.17659 lineto
-105.78969 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-111.7624 648.89032 moveto
-110.76695 648.89032 lineto
-110.76695 656.17659 lineto
-111.7624 656.17659 lineto
-111.7624 648.89032 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-128.68504 648.54333 moveto
-128.48595 648.54333 lineto
-128.48595 656.17657 lineto
-128.68504 656.17657 lineto
-128.68504 648.54333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-118.73055 648.7168 moveto
-118.33237 648.7168 lineto
-118.33237 656.17655 lineto
-118.73055 656.17655 lineto
-118.73055 648.7168 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
14.535085 628.43909 moveto
15.661308 628.43909 lineto
15.661308 634.57262 lineto
14.535085 634.57262 lineto
14.535085 628.43909 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
19.039982 628.92975 moveto
19.603093 628.92975 lineto
19.603093 634.5726 lineto
19.039982 634.5726 lineto
19.039982 628.92975 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
10.874856 628.68439 moveto
11.437967 628.68439 lineto
11.437967 634.57258 lineto
10.874856 634.57258 lineto
10.874856 628.68439 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-0.66891152 628.68439 moveto
2.1466455 628.68439 lineto
2.1466455 634.57258 lineto
-0.66891152 634.57258 lineto
-0.66891152 628.68439 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-4.6106901 628.43909 moveto
-4.0475787 628.43909 lineto
-4.0475787 634.32728 lineto
-4.6106901 634.32728 lineto
-4.6106901 628.43909 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
6.3699765 628.92975 moveto
6.6515322 628.92975 lineto
6.6515322 634.5726 lineto
6.3699765 634.5726 lineto
6.3699765 628.92975 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
3.5544174 628.68439 moveto
4.1175288 628.68439 lineto
4.1175288 634.57258 lineto
3.5544174 634.57258 lineto
3.5544174 628.68439 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-7.7078185 628.68439 moveto
-7.4262628 628.68439 lineto
-7.4262628 634.32724 lineto
-7.7078185 634.32724 lineto
-7.7078185 628.68439 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-10.523377 628.43909 moveto
-9.6787103 628.43909 lineto
-9.6787103 634.57262 lineto
-10.523377 634.57262 lineto
-10.523377 628.43909 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-13.338918 628.43909 moveto
-13.057362 628.43909 lineto
-13.057362 634.08194 lineto
-13.338918 634.08194 lineto
-13.338918 628.43909 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-15.028256 628.19373 moveto
-14.746701 628.19373 lineto
-14.746701 635.06328 lineto
-15.028256 635.06328 lineto
-15.028256 628.19373 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-18.406935 628.19373 moveto
-17.562268 628.19373 lineto
-17.562268 634.32726 lineto
-18.406935 634.32726 lineto
-18.406935 628.19373 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-23.474934 628.19373 moveto
-22.630266 628.19373 lineto
-22.630266 634.81794 lineto
-23.474934 634.81794 lineto
-23.474934 628.19373 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-26.572042 628.43909 moveto
-26.008931 628.43909 lineto
-26.008931 634.57262 lineto
-26.572042 634.57262 lineto
-26.572042 628.43909 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-28.261383 628.43909 moveto
-27.979827 628.43909 lineto
-27.979827 634.81796 lineto
-28.261383 634.81796 lineto
-28.261383 628.43909 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-30.232271 628.19373 moveto
-29.950715 628.19373 lineto
-29.950715 634.32726 lineto
-30.232271 634.32726 lineto
-30.232271 628.19373 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-38.678947 628.43909 moveto
-36.989613 628.43909 lineto
-36.989613 634.81796 lineto
-38.678947 634.81796 lineto
-38.678947 628.43909 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-34.455601 628.68439 moveto
-33.892489 628.68439 lineto
-33.892489 633.83656 lineto
-34.455601 633.83656 lineto
-34.455601 628.68439 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-32.484711 628.68439 moveto
-32.203155 628.68439 lineto
-32.203155 634.32724 lineto
-32.484711 634.32724 lineto
-32.484711 628.68439 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
0 0 0 setrgbcolor
newpath
-29.809927 518.28076 moveto
114.3466 518.28076 lineto
114.3466 529.07578 lineto
-29.809927 529.07578 lineto
-29.809927 518.28076 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-32.624138 519.90601 moveto
116.29514 519.90601 lineto
116.29514 521.64083 lineto
-32.624138 521.64083 lineto
-32.624138 519.90601 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-31.230507 525.11047 moveto
116.09605 525.11047 lineto
116.09605 526.8453 lineto
-31.230507 526.8453 lineto
-31.230507 525.11047 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-31.230507 523.72266 moveto
116.09605 523.72266 lineto
116.09605 524.41659 lineto
-31.230507 524.41659 lineto
-31.230507 523.72266 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-31.628695 527.53925 moveto
115.69786 527.53925 lineto
115.69786 527.88621 lineto
-31.628695 527.88621 lineto
-31.628695 527.53925 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-28.045078 516.78333 moveto
-26.850539 516.78333 lineto
-26.850539 529.27407 lineto
-28.045078 529.27407 lineto
-28.045078 516.78333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-20.877827 517.47723 moveto
-20.479647 517.47723 lineto
-20.479647 529.62101 lineto
-20.877827 529.62101 lineto
-20.877827 517.47723 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-5.7470021 517.47723 moveto
-5.3488222 517.47723 lineto
-5.3488222 529.96798 lineto
-5.7470021 529.96798 lineto
-5.7470021 517.47723 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-13.710592 517.47723 moveto
-12.516053 517.47723 lineto
-12.516053 529.27405 lineto
-13.710592 529.27405 lineto
-13.710592 517.47723 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
-8.9324312 517.13031 moveto
-8.5342513 517.13031 lineto
-8.5342513 529.96802 lineto
-8.9324312 529.96802 lineto
-8.9324312 517.13031 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
8.5874834 516.78333 moveto
16.551081 516.78333 lineto
16.551081 531.0089 lineto
8.5874834 531.0089 lineto
8.5874834 516.78333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
1.8184193 517.82422 moveto
2.6147792 517.82422 lineto
2.6147792 530.31496 lineto
1.8184193 530.31496 lineto
1.8184193 517.82422 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
42.830936 517.47723 moveto
44.423656 517.47723 lineto
44.423656 530.66191 lineto
42.830936 530.66191 lineto
42.830936 517.47723 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
74.685333 516.78333 moveto
77.472593 516.78333 lineto
77.472593 530.31497 lineto
74.685333 530.31497 lineto
74.685333 516.78333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
108.92883 516.43634 moveto
110.52155 516.43634 lineto
110.52155 531.00888 lineto
108.92883 531.00888 lineto
108.92883 516.43634 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
103.35431 517.47723 moveto
103.75249 517.47723 lineto
103.75249 530.66191 lineto
103.35431 530.66191 lineto
103.35431 517.47723 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
91.80706 517.13031 moveto
93.79796 517.13031 lineto
93.79796 529.96802 lineto
91.80706 529.96802 lineto
91.80706 517.13031 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
97.779793 516.95679 moveto
99.372512 516.95679 lineto
99.372512 529.96798 lineto
97.779793 529.96798 lineto
97.779793 516.95679 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
82.648949 516.43634 moveto
83.047129 516.43634 lineto
83.047129 530.66191 lineto
82.648949 530.66191 lineto
82.648949 516.43634 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
87.825294 517.13031 moveto
89.418014 517.13031 lineto
89.418014 529.96802 lineto
87.825294 529.96802 lineto
87.825294 517.13031 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
49.600002 517.13031 moveto
51.192722 517.13031 lineto
51.192722 530.31498 lineto
49.600002 530.31498 lineto
49.600002 517.13031 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
39.247337 516.78333 moveto
40.043697 516.78333 lineto
40.043697 529.62103 lineto
39.247337 529.62103 lineto
39.247337 516.78333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
32.080086 516.43634 moveto
32.478266 516.43634 lineto
32.478266 529.96798 lineto
32.080086 529.96798 lineto
32.080086 516.43634 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
23.320139 517.13031 moveto
24.514679 517.13031 lineto
24.514679 530.31498 lineto
23.320139 530.31498 lineto
23.320139 517.13031 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
28.496469 517.13031 moveto
28.894649 517.13031 lineto
28.894649 529.62105 lineto
28.496469 529.62105 lineto
28.496469 517.13031 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
18.940165 517.13031 moveto
19.736524 517.13031 lineto
19.736524 529.62105 lineto
18.940165 529.62105 lineto
18.940165 517.13031 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
52.38726 517.13031 moveto
52.78544 517.13031 lineto
52.78544 529.62105 lineto
52.38726 529.62105 lineto
52.38726 517.13031 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
57.56361 516.43634 moveto
58.35997 516.43634 lineto
58.35997 530.31495 lineto
57.56361 530.31495 lineto
57.56361 516.43634 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
66.721725 517.47723 moveto
67.916265 517.47723 lineto
67.916265 530.31494 lineto
66.721725 530.31494 lineto
66.721725 517.47723 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
61.943584 517.82422 moveto
62.341764 517.82422 lineto
62.341764 529.968 lineto
61.943584 529.968 lineto
61.943584 517.82422 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
69.907196 516.78333 moveto
71.898095 516.78333 lineto
71.898095 529.968 lineto
69.907196 529.968 lineto
69.907196 516.78333 lineto
closepath
fill
grestore
grestore
gsave [0.912447 -0.409195 0.639867 0.768486 0 0] concat
gsave
1 1 1 setrgbcolor
newpath
85.436203 517.13031 moveto
85.834383 517.13031 lineto
85.834383 529.96802 lineto
85.436203 529.96802 lineto
85.436203 517.13031 lineto
closepath
fill
grestore
grestore
gsave [0.728432 0 0 0.728432 41.30853 19.82951] concat
gsave [0.898017 -0.271959 0.439962 0.555102 -64.702 550.3845] concat
gsave
0 0 0 setrgbcolor
newpath
95.714287 91.647896 moveto
277.14286 91.647896 lineto
277.14286 268.79075 lineto
95.714287 268.79075 lineto
95.714287 91.647896 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
217.14285 83.790756 moveto
225.71428 83.790756 lineto
225.71428 285.21933 lineto
217.14285 285.21933 lineto
217.14285 83.790756 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
251.42857 83.790756 moveto
258.57143 83.790756 lineto
258.57143 280.93361 lineto
251.42857 280.93361 lineto
251.42857 83.790756 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
78.571426 98.076469 moveto
285.71428 98.076469 lineto
285.71428 103.79076 lineto
78.571426 103.79076 lineto
78.571426 98.076469 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
87.14286 135.21933 moveto
294.28571 135.21933 lineto
294.28571 143.79076 lineto
87.14286 143.79076 lineto
87.14286 135.21933 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
105.71429 79.505035 moveto
110 79.505035 lineto
110 276.64789 lineto
105.71429 276.64789 lineto
105.71429 79.505035 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
115.71429 78.076469 moveto
121.42857 78.076469 lineto
121.42857 275.21932 lineto
115.71429 275.21932 lineto
115.71429 78.076469 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
148.57143 79.505035 moveto
154.28571 79.505035 lineto
154.28571 283.79076 lineto
148.57143 283.79076 lineto
148.57143 79.505035 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
206.42857 83.790756 moveto
211.42857 83.790756 lineto
211.42857 279.50504 lineto
206.42857 279.50504 lineto
206.42857 83.790756 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
240 80.933609 moveto
244.28571 80.933609 lineto
244.28571 286.64789 lineto
240 286.64789 lineto
240 80.933609 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
264.28571 86.647896 moveto
268.57142 86.647896 lineto
268.57142 278.07647 lineto
264.28571 278.07647 lineto
264.28571 86.647896 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
85.714287 250.93361 moveto
287.14286 250.93361 lineto
287.14286 255.21932 lineto
85.714287 255.21932 lineto
85.714287 250.93361 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
84.285713 198.07646 moveto
284.28571 198.07646 lineto
284.28571 202.36218 lineto
84.285713 202.36218 lineto
84.285713 198.07646 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
84.285713 210.93361 moveto
284.28571 210.93361 lineto
284.28571 213.79075 lineto
84.285713 213.79075 lineto
84.285713 210.93361 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
85.714287 113.79076 moveto
292.85714 113.79076 lineto
292.85714 115.21933 lineto
85.714287 115.21933 lineto
85.714287 113.79076 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
87.14286 122.36218 moveto
288.57143 122.36218 lineto
288.57143 128.07647 lineto
87.14286 128.07647 lineto
87.14286 122.36218 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
160 82.362183 moveto
162.85714 82.362183 lineto
162.85714 278.07646 lineto
160 278.07646 lineto
160 82.362183 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
231.42857 82.362183 moveto
234.28572 82.362183 lineto
234.28572 275.21933 lineto
231.42857 275.21933 lineto
231.42857 82.362183 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
88.928574 245.93361 moveto
287.5 245.93361 lineto
287.5 247.36218 lineto
88.928574 247.36218 lineto
88.928574 245.93361 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
87.85714 205.21933 moveto
287.49999 205.21933 lineto
287.49999 207.36219 lineto
87.85714 207.36219 lineto
87.85714 205.21933 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
98.928574 84.505035 moveto
99.642859 84.505035 lineto
99.642859 271.64789 lineto
98.928574 271.64789 lineto
98.928574 84.505035 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
165.35715 85.933609 moveto
166.78572 85.933609 lineto
166.78572 281.64789 lineto
165.35715 281.64789 lineto
165.35715 85.933609 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
272.5 87.362183 moveto
274.64286 87.362183 lineto
274.64286 274.50504 lineto
272.5 274.50504 lineto
272.5 87.362183 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
246.78572 87.362183 moveto
247.50001 87.362183 lineto
247.50001 272.36218 lineto
246.78572 272.36218 lineto
246.78572 87.362183 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
91.785713 148.07646 moveto
292.49999 148.07646 lineto
292.49999 149.50503 lineto
91.785713 149.50503 lineto
91.785713 148.07646 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
93.214287 118.79076 moveto
280.35714 118.79076 lineto
280.35714 120.21933 lineto
93.214287 120.21933 lineto
93.214287 118.79076 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
91.785713 93.790756 moveto
280.35714 93.790756 lineto
280.35714 95.933613 lineto
91.785713 95.933613 lineto
91.785713 93.790756 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
92.176422 261.41275 moveto
284.10541 261.41275 lineto
284.10541 263.93813 lineto
92.176422 263.93813 lineto
92.176422 261.41275 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
172.14287 88.790749 moveto
179.28571 88.790749 lineto
179.28571 270.93362 lineto
172.14287 270.93362 lineto
172.14287 88.790749 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
93.571434 169.50504 moveto
287.85711 169.50504 lineto
287.85711 178.79069 lineto
93.571434 178.79069 lineto
93.571434 169.50504 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
133.57143 88.790756 moveto
142.14285 88.790756 lineto
142.14285 272.36217 lineto
133.57143 272.36217 lineto
133.57143 88.790756 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
92.857147 229.50504 moveto
282.85713 229.50504 lineto
282.85713 239.50503 lineto
92.857147 239.50503 lineto
92.857147 229.50504 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
90.35714 105.57647 moveto
284.64286 105.57647 lineto
284.64286 107.71933 lineto
90.35714 107.71933 lineto
90.35714 105.57647 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
91.071426 129.86218 moveto
283.92857 129.86218 lineto
283.92857 131.29075 lineto
91.071426 131.29075 lineto
91.071426 129.86218 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
90.35714 145.57646 moveto
287.49999 145.57646 lineto
287.49999 146.29075 lineto
90.35714 146.29075 lineto
90.35714 145.57646 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
123.92857 86.290756 moveto
125.35715 86.290756 lineto
125.35715 275.57648 lineto
123.92857 275.57648 lineto
123.92857 86.290756 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
101.78571 88.433609 moveto
102.5 88.433609 lineto
102.5 272.00504 lineto
101.78571 272.00504 lineto
101.78571 88.433609 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
111.78571 86.290756 moveto
113.21428 86.290756 lineto
113.21428 272.71933 lineto
111.78571 272.71933 lineto
111.78571 86.290756 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
91.785713 242.71933 moveto
287.49999 242.71933 lineto
287.49999 243.43362 lineto
91.785713 243.43362 lineto
91.785713 242.71933 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
92.5 258.43362 moveto
283.92857 258.43362 lineto
283.92857 259.8622 lineto
92.5 259.8622 lineto
92.5 258.43362 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
93.214287 266.29074 moveto
281.07143 266.29074 lineto
281.07143 267.00503 lineto
93.214287 267.00503 lineto
93.214287 266.29074 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
93.214287 109.1479 moveto
283.92857 109.1479 lineto
283.92857 109.86219 lineto
93.214287 109.86219 lineto
93.214287 109.1479 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
156.07143 88.433609 moveto
157.5 88.433609 lineto
157.5 272.71933 lineto
156.07143 272.71933 lineto
156.07143 88.433609 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
203.21428 89.147896 moveto
203.92856 89.147896 lineto
203.92856 272.71932 lineto
203.21428 272.71932 lineto
203.21428 89.147896 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
188.21428 89.147896 moveto
190.35714 89.147896 lineto
190.35714 272.00504 lineto
188.21428 272.00504 lineto
188.21428 89.147896 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
196.07143 89.147896 moveto
197.5 89.147896 lineto
197.5 269.86217 lineto
196.07143 269.86217 lineto
196.07143 89.147896 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
91.071426 154.14789 moveto
283.92857 154.14789 lineto
283.92857 155.57646 lineto
91.071426 155.57646 lineto
91.071426 154.14789 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
93.214287 193.43361 moveto
284.64286 193.43361 lineto
284.64286 194.86218 lineto
93.214287 194.86218 lineto
93.214287 193.43361 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
92.5 182.00504 moveto
281.78572 182.00504 lineto
281.78572 183.43361 lineto
92.5 183.43361 lineto
92.5 182.00504 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
93.214287 186.29076 moveto
280.35714 186.29076 lineto
280.35714 187.00504 lineto
93.214287 187.00504 lineto
93.214287 186.29076 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
93.571426 189.14789 moveto
282.85715 189.14789 lineto
282.85715 189.86217 lineto
93.571426 189.86217 lineto
93.571426 189.14789 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
199.28572 88.433609 moveto
200.71429 88.433609 lineto
200.71429 271.29076 lineto
199.28572 271.29076 lineto
199.28572 88.433609 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
192.85715 88.433609 moveto
193.57143 88.433609 lineto
193.57143 272.71933 lineto
192.85715 272.71933 lineto
192.85715 88.433609 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
213.57143 89.147896 moveto
214.28571 89.147896 lineto
214.28571 273.43362 lineto
213.57143 273.43362 lineto
213.57143 89.147896 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
228.57143 89.862183 moveto
230 89.862183 lineto
230 269.86218 lineto
228.57143 269.86218 lineto
228.57143 89.862183 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
235.71428 89.147896 moveto
237.14285 89.147896 lineto
237.14285 271.29075 lineto
235.71428 271.29075 lineto
235.71428 89.147896 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
260.71429 89.862183 moveto
262.14287 89.862183 lineto
262.14287 274.86218 lineto
260.71429 274.86218 lineto
260.71429 89.862183 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
92.85714 151.29076 moveto
280.71429 151.29076 lineto
280.71429 152.00504 lineto
92.85714 152.00504 lineto
92.85714 151.29076 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
127.14286 90.576469 moveto
128.57143 90.576469 lineto
128.57143 271.29075 lineto
127.14286 271.29075 lineto
127.14286 90.576469 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
130.71428 88.433609 moveto
131.42856 88.433609 lineto
131.42856 270.57646 lineto
130.71428 270.57646 lineto
130.71428 88.433609 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
181.42857 89.147896 moveto
182.85715 89.147896 lineto
182.85715 270.57647 lineto
181.42857 270.57647 lineto
181.42857 89.147896 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
93.571426 132.71933 moveto
278.57143 132.71933 lineto
278.57143 133.43362 lineto
93.571426 133.43362 lineto
93.571426 132.71933 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
93.571426 157.00504 moveto
280 157.00504 lineto
280 157.71932 lineto
93.571426 157.71932 lineto
93.571426 157.00504 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
92.85714 160.57646 moveto
281.42857 160.57646 lineto
281.42857 162.71932 lineto
92.85714 162.71932 lineto
92.85714 160.57646 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
92.85714 167.00504 moveto
280.71429 167.00504 lineto
280.71429 167.71932 lineto
92.85714 167.71932 lineto
92.85714 167.00504 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
95.714287 220.57646 moveto
278.92857 220.57646 lineto
278.92857 223.07646 lineto
95.714287 223.07646 lineto
95.714287 220.57646 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
94.64286 225.93361 moveto
278.92858 225.93361 lineto
278.92858 226.64789 lineto
94.64286 226.64789 lineto
94.64286 225.93361 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
94.64286 216.64789 moveto
278.21429 216.64789 lineto
278.21429 217.36217 lineto
94.64286 217.36217 lineto
94.64286 216.64789 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
144.45181 89.686806 moveto
145.46197 89.686806 lineto
145.46197 270.75666 lineto
144.45181 270.75666 lineto
144.45181 89.686806 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
168.69548 90.44442 moveto
169.20056 90.44442 lineto
169.20056 272.27187 lineto
168.69548 272.27187 lineto
168.69548 90.44442 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
185.36299 90.44442 moveto
185.86807 90.44442 lineto
185.86807 270.25156 lineto
185.36299 270.25156 lineto
185.36299 90.44442 lineto
closepath
fill
grestore
grestore
gsave [0.898017 -0.271959 0.439962 0.555102 167.0299 -44.4495] concat
gsave
0 0 0 setrgbcolor
newpath
-428.71741 635.3689 moveto
-247.28883 635.3689 lineto
-247.28883 812.51175 lineto
-428.71741 812.51175 lineto
-428.71741 635.3689 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-307.28885 627.51178 moveto
-298.71742 627.51178 lineto
-298.71742 828.94035 lineto
-307.28885 828.94035 lineto
-307.28885 627.51178 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-273.00311 627.51178 moveto
-265.86026 627.51178 lineto
-265.86026 824.65463 lineto
-273.00311 824.65463 lineto
-273.00311 627.51178 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-445.86026 641.79749 moveto
-238.71741 641.79749 lineto
-238.71741 647.51177 lineto
-445.86026 647.51177 lineto
-445.86026 641.79749 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-437.28885 678.94031 moveto
-230.146 678.94031 lineto
-230.146 687.51174 lineto
-437.28885 687.51174 lineto
-437.28885 678.94031 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-418.71741 623.22601 moveto
-414.43169 623.22601 lineto
-414.43169 820.36887 lineto
-418.71741 820.36887 lineto
-418.71741 623.22601 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-408.71741 621.79749 moveto
-403.00312 621.79749 lineto
-403.00312 818.94034 lineto
-408.71741 818.94034 lineto
-408.71741 621.79749 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-375.86026 623.22601 moveto
-370.14597 623.22601 lineto
-370.14597 827.51173 lineto
-375.86026 827.51173 lineto
-375.86026 623.22601 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-318.00311 627.51178 moveto
-313.00311 627.51178 lineto
-313.00311 823.22606 lineto
-318.00311 823.22606 lineto
-318.00311 627.51178 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-284.4317 624.6546 moveto
-280.14599 624.6546 lineto
-280.14599 830.36888 lineto
-284.4317 830.36888 lineto
-284.4317 624.6546 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-260.146 630.3689 moveto
-255.86028 630.3689 lineto
-255.86028 821.79747 lineto
-260.146 821.79747 lineto
-260.146 630.3689 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-438.71741 794.6546 moveto
-237.28883 794.6546 lineto
-237.28883 798.94032 lineto
-438.71741 798.94032 lineto
-438.71741 794.6546 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-440.146 741.79749 moveto
-240.146 741.79749 lineto
-240.146 746.0832 lineto
-440.146 746.0832 lineto
-440.146 741.79749 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-440.146 754.6546 moveto
-240.146 754.6546 lineto
-240.146 757.51174 lineto
-440.146 757.51174 lineto
-440.146 754.6546 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-438.71741 657.51178 moveto
-231.57455 657.51178 lineto
-231.57455 658.94035 lineto
-438.71741 658.94035 lineto
-438.71741 657.51178 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-437.28885 666.08319 moveto
-235.86028 666.08319 lineto
-235.86028 671.79748 lineto
-437.28885 671.79748 lineto
-437.28885 666.08319 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-364.4317 626.08319 moveto
-361.57456 626.08319 lineto
-361.57456 821.79747 lineto
-364.4317 821.79747 lineto
-364.4317 626.08319 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-293.00311 626.08319 moveto
-290.14597 626.08319 lineto
-290.14597 818.94034 lineto
-293.00311 818.94034 lineto
-293.00311 626.08319 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-435.50311 789.6546 moveto
-236.93169 789.6546 lineto
-236.93169 791.08317 lineto
-435.50311 791.08317 lineto
-435.50311 789.6546 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-436.57455 748.94031 moveto
-236.9317 748.94031 lineto
-236.9317 751.08316 lineto
-436.57455 751.08316 lineto
-436.57455 748.94031 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-425.50311 628.22601 moveto
-424.78883 628.22601 lineto
-424.78883 815.36887 lineto
-425.50311 815.36887 lineto
-425.50311 628.22601 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-359.07455 629.6546 moveto
-357.64598 629.6546 lineto
-357.64598 825.36888 lineto
-359.07455 825.36888 lineto
-359.07455 629.6546 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-251.9317 631.08319 moveto
-249.78884 631.08319 lineto
-249.78884 818.22604 lineto
-251.9317 818.22604 lineto
-251.9317 631.08319 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-277.64597 631.08319 moveto
-276.93168 631.08319 lineto
-276.93168 816.08319 lineto
-277.64597 816.08319 lineto
-277.64597 631.08319 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-432.646 691.79749 moveto
-231.93172 691.79749 lineto
-231.93172 693.22606 lineto
-432.646 693.22606 lineto
-432.646 691.79749 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 662.51178 moveto
-244.07455 662.51178 lineto
-244.07455 663.94035 lineto
-431.21741 663.94035 lineto
-431.21741 662.51178 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-432.646 637.51178 moveto
-244.07457 637.51178 lineto
-244.07457 639.65464 lineto
-432.646 639.65464 lineto
-432.646 637.51178 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-432.25528 805.13373 moveto
-240.32629 805.13373 lineto
-240.32629 807.65911 lineto
-432.25528 807.65911 lineto
-432.25528 805.13373 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-352.28882 632.51172 moveto
-345.14597 632.51172 lineto
-345.14597 814.65459 lineto
-352.28882 814.65459 lineto
-352.28882 632.51172 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-430.86026 713.22601 moveto
-236.57458 713.22601 lineto
-236.57458 722.51167 lineto
-430.86026 722.51167 lineto
-430.86026 713.22601 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-390.86026 632.51178 moveto
-382.28883 632.51178 lineto
-382.28883 816.08319 lineto
-390.86026 816.08319 lineto
-390.86026 632.51178 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.57455 773.22601 moveto
-241.57457 773.22601 lineto
-241.57457 783.226 lineto
-431.57455 783.226 lineto
-431.57455 773.22601 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-434.07455 649.29749 moveto
-239.78883 649.29749 lineto
-239.78883 651.44034 lineto
-434.07455 651.44034 lineto
-434.07455 649.29749 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-433.36026 673.58319 moveto
-240.50311 673.58319 lineto
-240.50311 675.01176 lineto
-433.36026 675.01176 lineto
-433.36026 673.58319 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-434.07455 689.29749 moveto
-236.9317 689.29749 lineto
-236.9317 690.01177 lineto
-434.07455 690.01177 lineto
-434.07455 689.29749 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-400.50311 630.01178 moveto
-399.07454 630.01178 lineto
-399.07454 819.2975 lineto
-400.50311 819.2975 lineto
-400.50311 630.01178 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-422.646 632.1546 moveto
-421.93171 632.1546 lineto
-421.93171 815.72603 lineto
-422.646 815.72603 lineto
-422.646 632.1546 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-412.646 630.01178 moveto
-411.21742 630.01178 lineto
-411.21742 816.44035 lineto
-412.646 816.44035 lineto
-412.646 630.01178 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-432.646 786.44031 moveto
-236.93172 786.44031 lineto
-236.93172 787.15459 lineto
-432.646 787.15459 lineto
-432.646 786.44031 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.9317 802.1546 moveto
-240.50313 802.1546 lineto
-240.50313 803.58317 lineto
-431.9317 803.58317 lineto
-431.9317 802.1546 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 810.01172 moveto
-243.36026 810.01172 lineto
-243.36026 810.726 lineto
-431.21741 810.726 lineto
-431.21741 810.01172 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 652.8689 moveto
-240.50313 652.8689 lineto
-240.50313 653.58318 lineto
-431.21741 653.58318 lineto
-431.21741 652.8689 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-368.36026 632.1546 moveto
-366.93169 632.1546 lineto
-366.93169 816.44032 lineto
-368.36026 816.44032 lineto
-368.36026 632.1546 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-321.21741 632.8689 moveto
-320.50312 632.8689 lineto
-320.50312 816.44032 lineto
-321.21741 816.44032 lineto
-321.21741 632.8689 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-336.21741 632.8689 moveto
-334.07455 632.8689 lineto
-334.07455 815.72604 lineto
-336.21741 815.72604 lineto
-336.21741 632.8689 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-328.36026 632.8689 moveto
-326.93169 632.8689 lineto
-326.93169 813.58318 lineto
-328.36026 813.58318 lineto
-328.36026 632.8689 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-433.36026 697.8689 moveto
-240.50311 697.8689 lineto
-240.50311 699.29747 lineto
-433.36026 699.29747 lineto
-433.36026 697.8689 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 737.1546 moveto
-239.78883 737.1546 lineto
-239.78883 738.58317 lineto
-431.21741 738.58317 lineto
-431.21741 737.1546 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.9317 725.72601 moveto
-242.64598 725.72601 lineto
-242.64598 727.15458 lineto
-431.9317 727.15458 lineto
-431.9317 725.72601 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 730.01178 moveto
-244.07455 730.01178 lineto
-244.07455 730.72607 lineto
-431.21741 730.72607 lineto
-431.21741 730.01178 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-430.86026 732.8689 moveto
-241.57454 732.8689 lineto
-241.57454 733.58318 lineto
-430.86026 733.58318 lineto
-430.86026 732.8689 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-325.14597 632.1546 moveto
-323.71739 632.1546 lineto
-323.71739 815.01175 lineto
-325.14597 815.01175 lineto
-325.14597 632.1546 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-331.57455 632.1546 moveto
-330.86027 632.1546 lineto
-330.86027 816.44032 lineto
-331.57455 816.44032 lineto
-331.57455 632.1546 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-310.86026 632.8689 moveto
-310.14597 632.8689 lineto
-310.14597 817.15462 lineto
-310.86026 817.15462 lineto
-310.86026 632.8689 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-295.86026 633.58319 moveto
-294.43169 633.58319 lineto
-294.43169 813.58319 lineto
-295.86026 813.58319 lineto
-295.86026 633.58319 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-288.71741 632.8689 moveto
-287.28884 632.8689 lineto
-287.28884 815.01175 lineto
-288.71741 815.01175 lineto
-288.71741 632.8689 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-263.71741 633.58319 moveto
-262.28884 633.58319 lineto
-262.28884 818.58319 lineto
-263.71741 818.58319 lineto
-263.71741 633.58319 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.57455 695.01178 moveto
-243.71741 695.01178 lineto
-243.71741 695.72607 lineto
-431.57455 695.72607 lineto
-431.57455 695.01178 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-397.28885 634.29749 moveto
-395.86028 634.29749 lineto
-395.86028 815.01176 lineto
-397.28885 815.01176 lineto
-397.28885 634.29749 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-393.71741 632.1546 moveto
-393.00312 632.1546 lineto
-393.00312 814.29745 lineto
-393.71741 814.29745 lineto
-393.71741 632.1546 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-343.00311 632.8689 moveto
-341.57454 632.8689 lineto
-341.57454 814.29747 lineto
-343.00311 814.29747 lineto
-343.00311 632.8689 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-430.86026 676.44031 moveto
-245.86026 676.44031 lineto
-245.86026 677.15459 lineto
-430.86026 677.15459 lineto
-430.86026 676.44031 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-430.86026 700.72601 moveto
-244.43169 700.72601 lineto
-244.43169 701.4403 lineto
-430.86026 701.4403 lineto
-430.86026 700.72601 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.57455 704.29749 moveto
-243.00313 704.29749 lineto
-243.00313 706.44034 lineto
-431.57455 706.44034 lineto
-431.57455 704.29749 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.57455 710.72601 moveto
-243.71741 710.72601 lineto
-243.71741 711.4403 lineto
-431.57455 711.4403 lineto
-431.57455 710.72601 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-428.71741 764.29749 moveto
-245.50313 764.29749 lineto
-245.50313 766.79749 lineto
-428.71741 766.79749 lineto
-428.71741 764.29749 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-429.78885 769.6546 moveto
-245.50313 769.6546 lineto
-245.50313 770.36889 lineto
-429.78885 770.36889 lineto
-429.78885 769.6546 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-429.78885 760.3689 moveto
-246.21742 760.3689 lineto
-246.21742 761.08318 lineto
-429.78885 761.08318 lineto
-429.78885 760.3689 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-379.97989 633.40778 moveto
-378.96974 633.40778 lineto
-378.96974 814.47763 lineto
-379.97989 814.47763 lineto
-379.97989 633.40778 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-355.73621 634.16541 moveto
-355.23113 634.16541 lineto
-355.23113 815.99286 lineto
-355.73621 815.99286 lineto
-355.73621 634.16541 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-339.0687 634.16541 moveto
-338.56362 634.16541 lineto
-338.56362 813.97255 lineto
-339.0687 813.97255 lineto
-339.0687 634.16541 lineto
closepath
fill
grestore
grestore
gsave [0.898017 -0.271959 0.439962 0.555102 269.9302 -65.0096] concat
gsave
0 0 0 setrgbcolor
newpath
-428.71741 401.4845 moveto
-247.28883 401.4845 lineto
-247.28883 578.62735 lineto
-428.71741 578.62735 lineto
-428.71741 401.4845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-307.28885 393.62735 moveto
-298.71742 393.62735 lineto
-298.71742 595.05592 lineto
-307.28885 595.05592 lineto
-307.28885 393.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-273.00311 393.62735 moveto
-265.86026 393.62735 lineto
-265.86026 590.7702 lineto
-273.00311 590.7702 lineto
-273.00311 393.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-445.86026 407.91306 moveto
-238.71741 407.91306 lineto
-238.71741 413.62734 lineto
-445.86026 413.62734 lineto
-445.86026 407.91306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-437.28885 445.05594 moveto
-230.146 445.05594 lineto
-230.146 453.62737 lineto
-437.28885 453.62737 lineto
-437.28885 445.05594 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-418.71741 389.34164 moveto
-414.43169 389.34164 lineto
-414.43169 586.4845 lineto
-418.71741 586.4845 lineto
-418.71741 389.34164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-408.71741 387.91306 moveto
-403.00312 387.91306 lineto
-403.00312 585.05591 lineto
-408.71741 585.05591 lineto
-408.71741 387.91306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-375.86026 389.34164 moveto
-370.14597 389.34164 lineto
-370.14597 593.62737 lineto
-375.86026 593.62737 lineto
-375.86026 389.34164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-318.00311 393.62735 moveto
-313.00311 393.62735 lineto
-313.00311 589.34163 lineto
-318.00311 589.34163 lineto
-318.00311 393.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-284.4317 390.7702 moveto
-278.64599 390.7702 lineto
-278.64599 596.48448 lineto
-284.4317 596.48448 lineto
-284.4317 390.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-260.146 396.4845 moveto
-255.86028 396.4845 lineto
-255.86028 587.91307 lineto
-260.146 587.91307 lineto
-260.146 396.4845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-438.71741 560.7702 moveto
-237.28883 560.7702 lineto
-237.28883 565.05592 lineto
-438.71741 565.05592 lineto
-438.71741 560.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-440.146 507.91306 moveto
-240.146 507.91306 lineto
-240.146 512.19877 lineto
-440.146 512.19877 lineto
-440.146 507.91306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-440.146 520.7702 moveto
-240.146 520.7702 lineto
-240.146 523.62735 lineto
-440.146 523.62735 lineto
-440.146 520.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-438.71741 423.62735 moveto
-231.57455 423.62735 lineto
-231.57455 425.05592 lineto
-438.71741 425.05592 lineto
-438.71741 423.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-437.28885 432.19879 moveto
-235.86028 432.19879 lineto
-235.86028 437.91308 lineto
-437.28885 437.91308 lineto
-437.28885 432.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-364.67123 392.19879 moveto
-360.21828 392.19879 lineto
-360.21828 586.91307 lineto
-364.67123 586.91307 lineto
-364.67123 392.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-293.00311 392.19879 moveto
-290.14597 392.19879 lineto
-290.14597 585.05594 lineto
-293.00311 585.05594 lineto
-293.00311 392.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-435.50311 555.7702 moveto
-236.93169 555.7702 lineto
-236.93169 557.19877 lineto
-435.50311 557.19877 lineto
-435.50311 555.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-436.57455 515.05591 moveto
-236.9317 515.05591 lineto
-236.9317 517.19877 lineto
-436.57455 517.19877 lineto
-436.57455 515.05591 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-425.50311 394.34164 moveto
-424.78883 394.34164 lineto
-424.78883 581.4845 lineto
-425.50311 581.4845 lineto
-425.50311 394.34164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-359.07455 395.7702 moveto
-356.74179 395.7702 lineto
-356.74179 591.48448 lineto
-359.07455 591.48448 lineto
-359.07455 395.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-251.9317 397.19879 moveto
-249.78884 397.19879 lineto
-249.78884 584.34164 lineto
-251.9317 584.34164 lineto
-251.9317 397.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-277.64597 397.19879 moveto
-273.93168 397.19879 lineto
-273.93168 582.19879 lineto
-277.64597 582.19879 lineto
-277.64597 397.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-432.646 457.91306 moveto
-231.93172 457.91306 lineto
-231.93172 459.34163 lineto
-432.646 459.34163 lineto
-432.646 457.91306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 428.62735 moveto
-244.07455 428.62735 lineto
-244.07455 430.05592 lineto
-431.21741 430.05592 lineto
-431.21741 428.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-432.646 403.62735 moveto
-244.07457 403.62735 lineto
-244.07457 405.77021 lineto
-432.646 405.77021 lineto
-432.646 403.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-432.25528 571.24933 moveto
-240.32629 571.24933 lineto
-240.32629 573.77471 lineto
-432.25528 573.77471 lineto
-432.25528 571.24933 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-352.28882 398.62735 moveto
-345.14597 398.62735 lineto
-345.14597 580.77022 lineto
-352.28882 580.77022 lineto
-352.28882 398.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-430.86026 479.34164 moveto
-236.57458 479.34164 lineto
-236.57458 488.6273 lineto
-430.86026 488.6273 lineto
-430.86026 479.34164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-390.86026 398.62735 moveto
-382.28883 398.62735 lineto
-382.28883 582.19876 lineto
-390.86026 582.19876 lineto
-390.86026 398.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.57455 539.34161 moveto
-241.57457 539.34161 lineto
-241.57457 549.34161 lineto
-431.57455 549.34161 lineto
-431.57455 539.34161 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-434.07455 415.41306 moveto
-239.78883 415.41306 lineto
-239.78883 417.55591 lineto
-434.07455 417.55591 lineto
-434.07455 415.41306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-433.36026 439.69879 moveto
-240.50311 439.69879 lineto
-240.50311 441.12736 lineto
-433.36026 441.12736 lineto
-433.36026 439.69879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-434.07455 455.41306 moveto
-236.9317 455.41306 lineto
-236.9317 456.12734 lineto
-434.07455 456.12734 lineto
-434.07455 455.41306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-400.50311 396.12735 moveto
-399.07454 396.12735 lineto
-399.07454 585.41307 lineto
-400.50311 585.41307 lineto
-400.50311 396.12735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-422.646 398.2702 moveto
-421.93171 398.2702 lineto
-421.93171 581.84163 lineto
-422.646 581.84163 lineto
-422.646 398.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-412.646 396.12735 moveto
-411.21742 396.12735 lineto
-411.21742 582.55592 lineto
-412.646 582.55592 lineto
-412.646 396.12735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-432.646 552.55591 moveto
-236.93172 552.55591 lineto
-236.93172 553.27019 lineto
-432.646 553.27019 lineto
-432.646 552.55591 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.9317 568.2702 moveto
-240.50313 568.2702 lineto
-240.50313 569.69877 lineto
-431.9317 569.69877 lineto
-431.9317 568.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 576.12732 moveto
-243.36026 576.12732 lineto
-243.36026 576.84161 lineto
-431.21741 576.84161 lineto
-431.21741 576.12732 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 418.9845 moveto
-240.50313 418.9845 lineto
-240.50313 419.69878 lineto
-431.21741 419.69878 lineto
-431.21741 418.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-369.26447 398.2702 moveto
-366.9317 398.2702 lineto
-366.9317 582.55592 lineto
-369.26447 582.55592 lineto
-369.26447 398.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-321.21741 398.9845 moveto
-320.50312 398.9845 lineto
-320.50312 582.55592 lineto
-321.21741 582.55592 lineto
-321.21741 398.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-336.21741 398.9845 moveto
-334.07455 398.9845 lineto
-334.07455 581.84164 lineto
-336.21741 581.84164 lineto
-336.21741 398.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-328.36026 398.9845 moveto
-326.93169 398.9845 lineto
-326.93169 579.69878 lineto
-328.36026 579.69878 lineto
-328.36026 398.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-433.36026 463.9845 moveto
-240.50311 463.9845 lineto
-240.50311 465.41307 lineto
-433.36026 465.41307 lineto
-433.36026 463.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 503.2702 moveto
-239.78883 503.2702 lineto
-239.78883 504.69877 lineto
-431.21741 504.69877 lineto
-431.21741 503.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.9317 491.84164 moveto
-242.64598 491.84164 lineto
-242.64598 493.27022 lineto
-431.9317 493.27022 lineto
-431.9317 491.84164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 496.12735 moveto
-244.07455 496.12735 lineto
-244.07455 496.84164 lineto
-431.21741 496.84164 lineto
-431.21741 496.12735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-430.86026 498.9845 moveto
-241.57454 498.9845 lineto
-241.57454 499.69878 lineto
-430.86026 499.69878 lineto
-430.86026 498.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-325.14597 398.2702 moveto
-323.71739 398.2702 lineto
-323.71739 581.12735 lineto
-325.14597 581.12735 lineto
-325.14597 398.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-331.57455 398.2702 moveto
-330.86027 398.2702 lineto
-330.86027 582.55592 lineto
-331.57455 582.55592 lineto
-331.57455 398.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-310.86026 398.9845 moveto
-310.14597 398.9845 lineto
-310.14597 583.27022 lineto
-310.86026 583.27022 lineto
-310.86026 398.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-295.86026 399.69879 moveto
-293.93169 399.69879 lineto
-293.93169 579.69879 lineto
-295.86026 579.69879 lineto
-295.86026 399.69879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-288.71741 398.9845 moveto
-285.78884 398.9845 lineto
-285.78884 581.12735 lineto
-288.71741 581.12735 lineto
-288.71741 398.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-263.71741 399.69879 moveto
-262.28884 399.69879 lineto
-262.28884 584.69879 lineto
-263.71741 584.69879 lineto
-263.71741 399.69879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.57455 461.12735 moveto
-243.71741 461.12735 lineto
-243.71741 461.84164 lineto
-431.57455 461.84164 lineto
-431.57455 461.12735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-397.28885 400.41306 moveto
-395.86028 400.41306 lineto
-395.86028 581.12733 lineto
-397.28885 581.12733 lineto
-397.28885 400.41306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-393.71741 398.2702 moveto
-393.00312 398.2702 lineto
-393.00312 580.41306 lineto
-393.71741 580.41306 lineto
-393.71741 398.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-343.00311 398.9845 moveto
-341.57454 398.9845 lineto
-341.57454 580.41307 lineto
-343.00311 580.41307 lineto
-343.00311 398.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-430.86026 442.55594 moveto
-245.86026 442.55594 lineto
-245.86026 443.27022 lineto
-430.86026 443.27022 lineto
-430.86026 442.55594 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-430.86026 466.84164 moveto
-244.43169 466.84164 lineto
-244.43169 467.55593 lineto
-430.86026 467.55593 lineto
-430.86026 466.84164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.57455 470.41306 moveto
-243.00313 470.41306 lineto
-243.00313 472.55591 lineto
-431.57455 472.55591 lineto
-431.57455 470.41306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.57455 476.84164 moveto
-243.71741 476.84164 lineto
-243.71741 477.55593 lineto
-431.57455 477.55593 lineto
-431.57455 476.84164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-428.71741 530.41309 moveto
-245.50313 530.41309 lineto
-245.50313 532.91309 lineto
-428.71741 532.91309 lineto
-428.71741 530.41309 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-429.78885 535.7702 moveto
-245.50313 535.7702 lineto
-245.50313 536.48449 lineto
-429.78885 536.48449 lineto
-429.78885 535.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-429.78885 526.4845 moveto
-246.21742 526.4845 lineto
-246.21742 527.19878 lineto
-429.78885 527.19878 lineto
-429.78885 526.4845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-381.78827 399.52341 moveto
-378.42183 399.52341 lineto
-378.42183 580.59326 lineto
-381.78827 580.59326 lineto
-381.78827 399.52341 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-355.73621 400.28101 moveto
-353.87484 400.28101 lineto
-353.87484 582.10846 lineto
-355.73621 582.10846 lineto
-355.73621 400.28101 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-339.0687 400.28101 moveto
-338.56362 400.28101 lineto
-338.56362 580.08815 lineto
-339.0687 580.08815 lineto
-339.0687 400.28101 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-366.19797 394.78818 moveto
-365.28393 394.78818 lineto
-365.28393 586.70323 lineto
-366.19797 586.70323 lineto
-366.19797 394.78818 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-377.60666 399.76126 moveto
-376.59618 399.76126 lineto
-376.59618 581.05185 lineto
-377.60666 581.05185 lineto
-377.60666 399.76126 lineto
closepath
fill
grestore
grestore
gsave [0.898017 -0.271959 0.439962 0.555102 374.2012 -83.8403] concat
gsave
0 0 0 setrgbcolor
newpath
-428.71741 164.4845 moveto
-247.28883 164.4845 lineto
-247.28883 341.62735 lineto
-428.71741 341.62735 lineto
-428.71741 164.4845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-307.28885 156.62735 moveto
-298.71742 156.62735 lineto
-298.71742 358.05592 lineto
-307.28885 358.05592 lineto
-307.28885 156.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-273.00311 156.62735 moveto
-265.86026 156.62735 lineto
-265.86026 353.7702 lineto
-273.00311 353.7702 lineto
-273.00311 156.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-445.86026 170.91306 moveto
-238.71741 170.91306 lineto
-238.71741 176.62734 lineto
-445.86026 176.62734 lineto
-445.86026 170.91306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-437.28885 208.05594 moveto
-230.146 208.05594 lineto
-230.146 216.62737 lineto
-437.28885 216.62737 lineto
-437.28885 208.05594 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-418.71741 152.34164 moveto
-414.43169 152.34164 lineto
-414.43169 349.4845 lineto
-418.71741 349.4845 lineto
-418.71741 152.34164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-408.71741 150.91306 moveto
-403.00312 150.91306 lineto
-403.00312 348.05591 lineto
-408.71741 348.05591 lineto
-408.71741 150.91306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-375.86026 152.34164 moveto
-370.14597 152.34164 lineto
-370.14597 356.62737 lineto
-375.86026 356.62737 lineto
-375.86026 152.34164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-318.00311 156.62735 moveto
-313.00311 156.62735 lineto
-313.00311 352.34163 lineto
-318.00311 352.34163 lineto
-318.00311 156.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-284.4317 153.7702 moveto
-278.64599 153.7702 lineto
-278.64599 359.48448 lineto
-284.4317 359.48448 lineto
-284.4317 153.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-260.146 159.4845 moveto
-255.86028 159.4845 lineto
-255.86028 350.91307 lineto
-260.146 350.91307 lineto
-260.146 159.4845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-438.71741 323.7702 moveto
-237.28883 323.7702 lineto
-237.28883 328.05592 lineto
-438.71741 328.05592 lineto
-438.71741 323.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-440.146 270.91306 moveto
-240.146 270.91306 lineto
-240.146 275.19877 lineto
-440.146 275.19877 lineto
-440.146 270.91306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-440.146 283.7702 moveto
-240.146 283.7702 lineto
-240.146 286.62735 lineto
-440.146 286.62735 lineto
-440.146 283.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-438.71741 186.62735 moveto
-231.57455 186.62735 lineto
-231.57455 188.05592 lineto
-438.71741 188.05592 lineto
-438.71741 186.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-437.28885 195.19879 moveto
-235.86028 195.19879 lineto
-235.86028 200.91308 lineto
-437.28885 200.91308 lineto
-437.28885 195.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-364.67123 155.19879 moveto
-360.21828 155.19879 lineto
-360.21828 349.91307 lineto
-364.67123 349.91307 lineto
-364.67123 155.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-293.00311 155.19879 moveto
-290.14597 155.19879 lineto
-290.14597 348.05594 lineto
-293.00311 348.05594 lineto
-293.00311 155.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-435.50311 318.7702 moveto
-236.93169 318.7702 lineto
-236.93169 320.19877 lineto
-435.50311 320.19877 lineto
-435.50311 318.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-436.57455 278.05591 moveto
-236.9317 278.05591 lineto
-236.9317 280.19877 lineto
-436.57455 280.19877 lineto
-436.57455 278.05591 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-425.50311 157.34164 moveto
-424.78883 157.34164 lineto
-424.78883 344.4845 lineto
-425.50311 344.4845 lineto
-425.50311 157.34164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-359.07455 158.7702 moveto
-356.74179 158.7702 lineto
-356.74179 354.48448 lineto
-359.07455 354.48448 lineto
-359.07455 158.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-251.93172 160.19879 moveto
-249.78886 160.19879 lineto
-249.78886 347.34164 lineto
-251.93172 347.34164 lineto
-251.93172 160.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-277.64597 160.19879 moveto
-273.93168 160.19879 lineto
-273.93168 345.19879 lineto
-277.64597 345.19879 lineto
-277.64597 160.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-432.646 220.91306 moveto
-231.93172 220.91306 lineto
-231.93172 222.34163 lineto
-432.646 222.34163 lineto
-432.646 220.91306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 191.62735 moveto
-244.07455 191.62735 lineto
-244.07455 193.05592 lineto
-431.21741 193.05592 lineto
-431.21741 191.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-432.646 166.62735 moveto
-244.07457 166.62735 lineto
-244.07457 168.77021 lineto
-432.646 168.77021 lineto
-432.646 166.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-432.25528 334.24933 moveto
-240.32629 334.24933 lineto
-240.32629 336.77471 lineto
-432.25528 336.77471 lineto
-432.25528 334.24933 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-352.28882 161.62735 moveto
-345.14597 161.62735 lineto
-345.14597 343.77022 lineto
-352.28882 343.77022 lineto
-352.28882 161.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-430.86026 242.34164 moveto
-236.57458 242.34164 lineto
-236.57458 251.6273 lineto
-430.86026 251.6273 lineto
-430.86026 242.34164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-390.86026 161.62735 moveto
-382.28883 161.62735 lineto
-382.28883 345.19876 lineto
-390.86026 345.19876 lineto
-390.86026 161.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.57455 302.34161 moveto
-241.57457 302.34161 lineto
-241.57457 312.34161 lineto
-431.57455 312.34161 lineto
-431.57455 302.34161 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-434.07455 178.41306 moveto
-239.78883 178.41306 lineto
-239.78883 180.55591 lineto
-434.07455 180.55591 lineto
-434.07455 178.41306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-433.36026 202.69879 moveto
-240.50311 202.69879 lineto
-240.50311 204.12736 lineto
-433.36026 204.12736 lineto
-433.36026 202.69879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-434.07455 218.41306 moveto
-236.9317 218.41306 lineto
-236.9317 219.12734 lineto
-434.07455 219.12734 lineto
-434.07455 218.41306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-400.50311 159.12735 moveto
-399.07454 159.12735 lineto
-399.07454 348.41307 lineto
-400.50311 348.41307 lineto
-400.50311 159.12735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-422.646 161.2702 moveto
-421.93171 161.2702 lineto
-421.93171 344.84163 lineto
-422.646 344.84163 lineto
-422.646 161.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-412.646 159.12735 moveto
-411.21742 159.12735 lineto
-411.21742 345.55592 lineto
-412.646 345.55592 lineto
-412.646 159.12735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-432.646 315.55591 moveto
-236.93172 315.55591 lineto
-236.93172 316.27019 lineto
-432.646 316.27019 lineto
-432.646 315.55591 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.9317 331.2702 moveto
-240.50313 331.2702 lineto
-240.50313 332.69877 lineto
-431.9317 332.69877 lineto
-431.9317 331.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 339.12732 moveto
-243.36026 339.12732 lineto
-243.36026 339.84161 lineto
-431.21741 339.84161 lineto
-431.21741 339.12732 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 181.9845 moveto
-240.50313 181.9845 lineto
-240.50313 182.69878 lineto
-431.21741 182.69878 lineto
-431.21741 181.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-369.26447 161.2702 moveto
-366.9317 161.2702 lineto
-366.9317 345.55592 lineto
-369.26447 345.55592 lineto
-369.26447 161.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-321.21741 161.9845 moveto
-320.50312 161.9845 lineto
-320.50312 345.55592 lineto
-321.21741 345.55592 lineto
-321.21741 161.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-336.21741 161.9845 moveto
-334.07455 161.9845 lineto
-334.07455 344.84164 lineto
-336.21741 344.84164 lineto
-336.21741 161.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-330.36026 161.9845 moveto
-326.93169 161.9845 lineto
-326.93169 342.69878 lineto
-330.36026 342.69878 lineto
-330.36026 161.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-433.36026 226.9845 moveto
-240.50311 226.9845 lineto
-240.50311 228.41307 lineto
-433.36026 228.41307 lineto
-433.36026 226.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 266.2702 moveto
-239.78883 266.2702 lineto
-239.78883 267.69877 lineto
-431.21741 267.69877 lineto
-431.21741 266.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.9317 254.84164 moveto
-242.64598 254.84164 lineto
-242.64598 256.27022 lineto
-431.9317 256.27022 lineto
-431.9317 254.84164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.21741 259.12735 moveto
-244.07455 259.12735 lineto
-244.07455 259.84164 lineto
-431.21741 259.84164 lineto
-431.21741 259.12735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-430.86026 261.9845 moveto
-241.57454 261.9845 lineto
-241.57454 262.69878 lineto
-430.86026 262.69878 lineto
-430.86026 261.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-325.14597 161.2702 moveto
-323.71739 161.2702 lineto
-323.71739 344.12735 lineto
-325.14597 344.12735 lineto
-325.14597 161.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-332.57455 161.2702 moveto
-330.86027 161.2702 lineto
-330.86027 345.55592 lineto
-332.57455 345.55592 lineto
-332.57455 161.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-310.86026 161.9845 moveto
-310.14597 161.9845 lineto
-310.14597 346.27022 lineto
-310.86026 346.27022 lineto
-310.86026 161.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-295.86026 162.69879 moveto
-293.93169 162.69879 lineto
-293.93169 342.69879 lineto
-295.86026 342.69879 lineto
-295.86026 162.69879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-288.71741 161.9845 moveto
-285.78884 161.9845 lineto
-285.78884 344.12735 lineto
-288.71741 344.12735 lineto
-288.71741 161.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-263.71741 162.69879 moveto
-262.28884 162.69879 lineto
-262.28884 347.69879 lineto
-263.71741 347.69879 lineto
-263.71741 162.69879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.57455 224.12735 moveto
-243.71741 224.12735 lineto
-243.71741 224.84164 lineto
-431.57455 224.84164 lineto
-431.57455 224.12735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-397.28885 163.41306 moveto
-395.86028 163.41306 lineto
-395.86028 344.12733 lineto
-397.28885 344.12733 lineto
-397.28885 163.41306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-393.71741 161.2702 moveto
-393.00312 161.2702 lineto
-393.00312 343.41306 lineto
-393.71741 343.41306 lineto
-393.71741 161.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-343.00311 161.9845 moveto
-341.57454 161.9845 lineto
-341.57454 343.41307 lineto
-343.00311 343.41307 lineto
-343.00311 161.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-430.86026 205.55594 moveto
-245.86026 205.55594 lineto
-245.86026 206.27022 lineto
-430.86026 206.27022 lineto
-430.86026 205.55594 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-430.86026 229.84164 moveto
-244.43169 229.84164 lineto
-244.43169 230.55593 lineto
-430.86026 230.55593 lineto
-430.86026 229.84164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.57455 233.41306 moveto
-243.00313 233.41306 lineto
-243.00313 235.55591 lineto
-431.57455 235.55591 lineto
-431.57455 233.41306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-431.57455 239.84164 moveto
-243.71741 239.84164 lineto
-243.71741 240.55593 lineto
-431.57455 240.55593 lineto
-431.57455 239.84164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-428.71741 293.41309 moveto
-245.50313 293.41309 lineto
-245.50313 295.91309 lineto
-428.71741 295.91309 lineto
-428.71741 293.41309 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-429.78885 298.7702 moveto
-245.50313 298.7702 lineto
-245.50313 299.48449 lineto
-429.78885 299.48449 lineto
-429.78885 298.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-429.78885 289.4845 moveto
-246.21742 289.4845 lineto
-246.21742 290.19878 lineto
-429.78885 290.19878 lineto
-429.78885 289.4845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-381.78827 162.52341 moveto
-378.42183 162.52341 lineto
-378.42183 343.59326 lineto
-381.78827 343.59326 lineto
-381.78827 162.52341 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-355.73621 163.28101 moveto
-353.87484 163.28101 lineto
-353.87484 345.10846 lineto
-355.73621 345.10846 lineto
-355.73621 163.28101 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-339.0687 163.28101 moveto
-337.06362 163.28101 lineto
-337.06362 343.08815 lineto
-339.0687 343.08815 lineto
-339.0687 163.28101 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-366.19797 157.78818 moveto
-365.28393 157.78818 lineto
-365.28393 349.70323 lineto
-366.19797 349.70323 lineto
-366.19797 157.78818 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-377.60666 162.76126 moveto
-376.59618 162.76126 lineto
-376.59618 344.05185 lineto
-377.60666 344.05185 lineto
-377.60666 162.76126 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-341 162.98718 moveto
-339.75 162.98718 lineto
-339.75 342.86218 lineto
-341 342.86218 lineto
-341 162.98718 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-323.25 163.36218 moveto
-321.75 163.36218 lineto
-321.75 342.86218 lineto
-323.25 342.86218 lineto
-323.25 163.36218 lineto
closepath
fill
grestore
grestore
grestore
gsave [0.860007 0 0 0.860007 61.76605 11.12726] concat
gsave [0.779528 0 0 0.07474922 967.227 68.20388] concat
gsave
0 0 0 setrgbcolor
newpath
-674.79059 164.4845 moveto
-493.36201 164.4845 lineto
-493.36201 341.62735 lineto
-674.79059 341.62735 lineto
-674.79059 164.4845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-553.36206 156.62735 moveto
-544.79063 156.62735 lineto
-544.79063 358.05592 lineto
-553.36206 358.05592 lineto
-553.36206 156.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-519.07629 156.62735 moveto
-511.93344 156.62735 lineto
-511.93344 353.7702 lineto
-519.07629 353.7702 lineto
-519.07629 156.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-664.79059 152.34164 moveto
-660.50487 152.34164 lineto
-660.50487 349.4845 lineto
-664.79059 349.4845 lineto
-664.79059 152.34164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-654.79059 150.91306 moveto
-649.0763 150.91306 lineto
-649.0763 348.05591 lineto
-654.79059 348.05591 lineto
-654.79059 150.91306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-621.93347 152.34164 moveto
-616.21919 152.34164 lineto
-616.21919 356.62737 lineto
-621.93347 356.62737 lineto
-621.93347 152.34164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-564.07629 156.62735 moveto
-559.07629 156.62735 lineto
-559.07629 352.34163 lineto
-564.07629 352.34163 lineto
-564.07629 156.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-530.50488 153.7702 moveto
-524.71917 153.7702 lineto
-524.71917 359.48448 lineto
-530.50488 359.48448 lineto
-530.50488 153.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-506.21921 159.4845 moveto
-501.93349 159.4845 lineto
-501.93349 350.91307 lineto
-506.21921 350.91307 lineto
-506.21921 159.4845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-610.74445 155.19879 moveto
-606.2915 155.19879 lineto
-606.2915 349.91307 lineto
-610.74445 349.91307 lineto
-610.74445 155.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-539.07629 155.19879 moveto
-536.21915 155.19879 lineto
-536.21915 348.05594 lineto
-539.07629 348.05594 lineto
-539.07629 155.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-671.57629 157.34164 moveto
-670.86201 157.34164 lineto
-670.86201 344.4845 lineto
-671.57629 344.4845 lineto
-671.57629 157.34164 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-605.14777 158.7702 moveto
-602.815 158.7702 lineto
-602.815 354.48448 lineto
-605.14777 354.48448 lineto
-605.14777 158.7702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-498.00491 160.19879 moveto
-495.86206 160.19879 lineto
-495.86206 347.34164 lineto
-498.00491 347.34164 lineto
-498.00491 160.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-523.71918 160.19879 moveto
-520.00489 160.19879 lineto
-520.00489 345.19879 lineto
-523.71918 345.19879 lineto
-523.71918 160.19879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-598.362 161.62735 moveto
-591.21915 161.62735 lineto
-591.21915 343.77022 lineto
-598.362 343.77022 lineto
-598.362 161.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-636.93347 161.62735 moveto
-628.36205 161.62735 lineto
-628.36205 345.19876 lineto
-636.93347 345.19876 lineto
-636.93347 161.62735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-646.57629 159.12735 moveto
-645.14772 159.12735 lineto
-645.14772 348.41307 lineto
-646.57629 348.41307 lineto
-646.57629 159.12735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-668.71918 161.2702 moveto
-668.00489 161.2702 lineto
-668.00489 344.84163 lineto
-668.71918 344.84163 lineto
-668.71918 161.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-658.71918 159.12735 moveto
-657.29061 159.12735 lineto
-657.29061 345.55592 lineto
-658.71918 345.55592 lineto
-658.71918 159.12735 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-615.33765 161.2702 moveto
-613.00488 161.2702 lineto
-613.00488 345.55592 lineto
-615.33765 345.55592 lineto
-615.33765 161.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-567.29059 161.9845 moveto
-566.5763 161.9845 lineto
-566.5763 345.55592 lineto
-567.29059 345.55592 lineto
-567.29059 161.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-582.29059 161.9845 moveto
-580.14773 161.9845 lineto
-580.14773 344.84164 lineto
-582.29059 344.84164 lineto
-582.29059 161.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-576.43347 161.9845 moveto
-573.0049 161.9845 lineto
-573.0049 342.69878 lineto
-576.43347 342.69878 lineto
-576.43347 161.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-571.21918 161.2702 moveto
-569.79061 161.2702 lineto
-569.79061 344.12735 lineto
-571.21918 344.12735 lineto
-571.21918 161.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-578.64777 161.2702 moveto
-576.93348 161.2702 lineto
-576.93348 345.55592 lineto
-578.64777 345.55592 lineto
-578.64777 161.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-556.93347 161.9845 moveto
-556.21919 161.9845 lineto
-556.21919 346.27022 lineto
-556.93347 346.27022 lineto
-556.93347 161.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-541.93347 162.69879 moveto
-540.0049 162.69879 lineto
-540.0049 342.69879 lineto
-541.93347 342.69879 lineto
-541.93347 162.69879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-534.79059 161.9845 moveto
-531.86202 161.9845 lineto
-531.86202 344.12735 lineto
-534.79059 344.12735 lineto
-534.79059 161.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-509.79062 162.69879 moveto
-508.36205 162.69879 lineto
-508.36205 347.69879 lineto
-509.79062 347.69879 lineto
-509.79062 162.69879 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-643.36206 163.41306 moveto
-641.93349 163.41306 lineto
-641.93349 344.12733 lineto
-643.36206 344.12733 lineto
-643.36206 163.41306 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-639.79059 161.2702 moveto
-639.0763 161.2702 lineto
-639.0763 343.41306 lineto
-639.79059 343.41306 lineto
-639.79059 161.2702 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-589.07629 161.9845 moveto
-587.64772 161.9845 lineto
-587.64772 343.41307 lineto
-589.07629 343.41307 lineto
-589.07629 161.9845 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-627.86145 162.52341 moveto
-624.49501 162.52341 lineto
-624.49501 343.59326 lineto
-627.86145 343.59326 lineto
-627.86145 162.52341 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-601.80939 163.28101 moveto
-599.94802 163.28101 lineto
-599.94802 345.10846 lineto
-601.80939 345.10846 lineto
-601.80939 163.28101 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-585.14191 163.28101 moveto
-583.13683 163.28101 lineto
-583.13683 343.08815 lineto
-585.14191 343.08815 lineto
-585.14191 163.28101 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-612.27118 157.78818 moveto
-611.35714 157.78818 lineto
-611.35714 349.70323 lineto
-612.27118 349.70323 lineto
-612.27118 157.78818 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-623.67987 162.76126 moveto
-622.66939 162.76126 lineto
-622.66939 344.05185 lineto
-623.67987 344.05185 lineto
-623.67987 162.76126 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-587.07318 162.98718 moveto
-585.82318 162.98718 lineto
-585.82318 342.86218 lineto
-587.07318 342.86218 lineto
-587.07318 162.98718 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-569.32318 163.36218 moveto
-567.82318 163.36218 lineto
-567.82318 342.86218 lineto
-569.32318 342.86218 lineto
-569.32318 163.36218 lineto
closepath
fill
grestore
grestore
gsave [0.779528 0 0 0.07474922 967.227 119.4418] concat
gsave
0 0 0 setrgbcolor
newpath
-674.79059 399.4075 moveto
-493.36201 399.4075 lineto
-493.36201 576.55035 lineto
-674.79059 576.55035 lineto
-674.79059 399.4075 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-553.36206 391.55035 moveto
-544.79063 391.55035 lineto
-544.79063 592.97893 lineto
-553.36206 592.97893 lineto
-553.36206 391.55035 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-519.07629 391.55035 moveto
-511.93344 391.55035 lineto
-511.93344 588.69321 lineto
-519.07629 588.69321 lineto
-519.07629 391.55035 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-664.79059 387.26465 moveto
-660.50487 387.26465 lineto
-660.50487 584.4075 lineto
-664.79059 584.4075 lineto
-664.79059 387.26465 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-654.79059 385.83606 moveto
-649.0763 385.83606 lineto
-649.0763 582.97891 lineto
-654.79059 582.97891 lineto
-654.79059 385.83606 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-621.93347 387.26465 moveto
-616.21919 387.26465 lineto
-616.21919 591.55037 lineto
-621.93347 591.55037 lineto
-621.93347 387.26465 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-564.07629 391.55035 moveto
-559.07629 391.55035 lineto
-559.07629 587.26463 lineto
-564.07629 587.26463 lineto
-564.07629 391.55035 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-530.50488 388.69321 moveto
-524.71917 388.69321 lineto
-524.71917 594.40749 lineto
-530.50488 594.40749 lineto
-530.50488 388.69321 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-506.21921 394.4075 moveto
-501.93349 394.4075 lineto
-501.93349 585.83607 lineto
-506.21921 585.83607 lineto
-506.21921 394.4075 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-610.74445 390.1218 moveto
-606.2915 390.1218 lineto
-606.2915 584.83607 lineto
-610.74445 584.83607 lineto
-610.74445 390.1218 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-539.07629 390.1218 moveto
-536.21915 390.1218 lineto
-536.21915 582.97894 lineto
-539.07629 582.97894 lineto
-539.07629 390.1218 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-671.57629 392.26465 moveto
-670.86201 392.26465 lineto
-670.86201 579.4075 lineto
-671.57629 579.4075 lineto
-671.57629 392.26465 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-605.14777 393.69321 moveto
-602.815 393.69321 lineto
-602.815 589.40749 lineto
-605.14777 589.40749 lineto
-605.14777 393.69321 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-498.00491 395.1218 moveto
-495.86206 395.1218 lineto
-495.86206 582.26465 lineto
-498.00491 582.26465 lineto
-498.00491 395.1218 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-523.71918 395.1218 moveto
-520.00489 395.1218 lineto
-520.00489 580.1218 lineto
-523.71918 580.1218 lineto
-523.71918 395.1218 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-598.362 396.55035 moveto
-591.21915 396.55035 lineto
-591.21915 578.69322 lineto
-598.362 578.69322 lineto
-598.362 396.55035 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-636.93347 396.55035 moveto
-628.36205 396.55035 lineto
-628.36205 580.12177 lineto
-636.93347 580.12177 lineto
-636.93347 396.55035 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-646.57629 394.05035 moveto
-645.14772 394.05035 lineto
-645.14772 583.33607 lineto
-646.57629 583.33607 lineto
-646.57629 394.05035 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-668.71918 396.19321 moveto
-668.00489 396.19321 lineto
-668.00489 579.76463 lineto
-668.71918 579.76463 lineto
-668.71918 396.19321 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-658.71918 394.05035 moveto
-657.29061 394.05035 lineto
-657.29061 580.47893 lineto
-658.71918 580.47893 lineto
-658.71918 394.05035 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-615.33765 396.19321 moveto
-613.00488 396.19321 lineto
-613.00488 580.47893 lineto
-615.33765 580.47893 lineto
-615.33765 396.19321 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-567.29059 396.9075 moveto
-566.5763 396.9075 lineto
-566.5763 580.47893 lineto
-567.29059 580.47893 lineto
-567.29059 396.9075 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-582.29059 396.9075 moveto
-580.14773 396.9075 lineto
-580.14773 579.76465 lineto
-582.29059 579.76465 lineto
-582.29059 396.9075 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-574.43347 396.9075 moveto
-573.0049 396.9075 lineto
-573.0049 577.62178 lineto
-574.43347 577.62178 lineto
-574.43347 396.9075 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-571.21918 396.19321 moveto
-569.79061 396.19321 lineto
-569.79061 579.05035 lineto
-571.21918 579.05035 lineto
-571.21918 396.19321 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-577.64777 396.19321 moveto
-576.93348 396.19321 lineto
-576.93348 580.47893 lineto
-577.64777 580.47893 lineto
-577.64777 396.19321 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-556.93347 396.9075 moveto
-556.21919 396.9075 lineto
-556.21919 581.19322 lineto
-556.93347 581.19322 lineto
-556.93347 396.9075 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-541.93347 397.6218 moveto
-540.0049 397.6218 lineto
-540.0049 577.6218 lineto
-541.93347 577.6218 lineto
-541.93347 397.6218 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-534.79059 396.9075 moveto
-531.86202 396.9075 lineto
-531.86202 579.05035 lineto
-534.79059 579.05035 lineto
-534.79059 396.9075 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-509.79062 397.6218 moveto
-508.36205 397.6218 lineto
-508.36205 582.6218 lineto
-509.79062 582.6218 lineto
-509.79062 397.6218 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-643.36206 398.33606 moveto
-641.93349 398.33606 lineto
-641.93349 579.05034 lineto
-643.36206 579.05034 lineto
-643.36206 398.33606 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-639.79059 396.19321 moveto
-639.0763 396.19321 lineto
-639.0763 578.33606 lineto
-639.79059 578.33606 lineto
-639.79059 396.19321 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-589.07629 396.9075 moveto
-587.64772 396.9075 lineto
-587.64772 578.33607 lineto
-589.07629 578.33607 lineto
-589.07629 396.9075 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-627.86145 397.44641 moveto
-624.49501 397.44641 lineto
-624.49501 578.51627 lineto
-627.86145 578.51627 lineto
-627.86145 397.44641 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-601.80939 398.20401 moveto
-599.94802 398.20401 lineto
-599.94802 580.03146 lineto
-601.80939 580.03146 lineto
-601.80939 398.20401 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-585.14191 398.20401 moveto
-584.63683 398.20401 lineto
-584.63683 578.01115 lineto
-585.14191 578.01115 lineto
-585.14191 398.20401 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-612.27118 392.71118 moveto
-611.35714 392.71118 lineto
-611.35714 584.62624 lineto
-612.27118 584.62624 lineto
-612.27118 392.71118 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-623.67987 397.68427 moveto
-622.66939 397.68427 lineto
-622.66939 578.97485 lineto
-623.67987 578.97485 lineto
-623.67987 397.68427 lineto
closepath
fill
grestore
grestore
gsave [0.779528 0 0 0.07474923 967.227 170.6796] concat
gsave
0 0 0 setrgbcolor
newpath
-674.79059 634.33044 moveto
-493.36201 634.33044 lineto
-493.36201 811.4733 lineto
-674.79059 811.4733 lineto
-674.79059 634.33044 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-553.36206 626.47333 moveto
-544.79063 626.47333 lineto
-544.79063 827.9019 lineto
-553.36206 827.9019 lineto
-553.36206 626.47333 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-519.07629 626.47333 moveto
-511.93344 626.47333 lineto
-511.93344 823.61618 lineto
-519.07629 823.61618 lineto
-519.07629 626.47333 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-664.79059 622.18756 moveto
-660.50487 622.18756 lineto
-660.50487 819.33041 lineto
-664.79059 819.33041 lineto
-664.79059 622.18756 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-654.79059 620.75903 moveto
-649.0763 620.75903 lineto
-649.0763 817.90189 lineto
-654.79059 817.90189 lineto
-654.79059 620.75903 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-621.93347 622.18756 moveto
-616.21919 622.18756 lineto
-616.21919 826.47328 lineto
-621.93347 826.47328 lineto
-621.93347 622.18756 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-564.07629 626.47333 moveto
-559.07629 626.47333 lineto
-559.07629 822.18761 lineto
-564.07629 822.18761 lineto
-564.07629 626.47333 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-530.50488 623.61615 moveto
-526.21917 623.61615 lineto
-526.21917 829.33043 lineto
-530.50488 829.33043 lineto
-530.50488 623.61615 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-506.21921 629.33044 moveto
-501.93349 629.33044 lineto
-501.93349 820.75902 lineto
-506.21921 820.75902 lineto
-506.21921 629.33044 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-610.50488 625.04474 moveto
-607.64774 625.04474 lineto
-607.64774 820.75902 lineto
-610.50488 820.75902 lineto
-610.50488 625.04474 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-539.07629 625.04474 moveto
-536.21915 625.04474 lineto
-536.21915 817.90189 lineto
-539.07629 817.90189 lineto
-539.07629 625.04474 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-671.57629 627.18756 moveto
-670.86201 627.18756 lineto
-670.86201 814.33041 lineto
-671.57629 814.33041 lineto
-671.57629 627.18756 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-605.14777 628.61615 moveto
-603.71919 628.61615 lineto
-603.71919 824.33043 lineto
-605.14777 824.33043 lineto
-605.14777 628.61615 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-498.00491 630.04474 moveto
-495.86206 630.04474 lineto
-495.86206 817.18759 lineto
-498.00491 817.18759 lineto
-498.00491 630.04474 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-523.71918 630.04474 moveto
-523.00489 630.04474 lineto
-523.00489 815.04474 lineto
-523.71918 815.04474 lineto
-523.71918 630.04474 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-598.362 631.47327 moveto
-591.21915 631.47327 lineto
-591.21915 813.61613 lineto
-598.362 813.61613 lineto
-598.362 631.47327 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-636.93347 631.47333 moveto
-628.36205 631.47333 lineto
-628.36205 815.04474 lineto
-636.93347 815.04474 lineto
-636.93347 631.47333 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-646.57629 628.97333 moveto
-645.14772 628.97333 lineto
-645.14772 818.25905 lineto
-646.57629 818.25905 lineto
-646.57629 628.97333 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-668.71918 631.11615 moveto
-668.00489 631.11615 lineto
-668.00489 814.68758 lineto
-668.71918 814.68758 lineto
-668.71918 631.11615 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-658.71918 628.97333 moveto
-657.29061 628.97333 lineto
-657.29061 815.4019 lineto
-658.71918 815.4019 lineto
-658.71918 628.97333 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-614.43347 631.11615 moveto
-613.0049 631.11615 lineto
-613.0049 815.40187 lineto
-614.43347 815.40187 lineto
-614.43347 631.11615 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-567.29059 631.83044 moveto
-566.5763 631.83044 lineto
-566.5763 815.40187 lineto
-567.29059 815.40187 lineto
-567.29059 631.83044 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-582.29059 631.83044 moveto
-580.14773 631.83044 lineto
-580.14773 814.68759 lineto
-582.29059 814.68759 lineto
-582.29059 631.83044 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-574.43347 631.83044 moveto
-573.0049 631.83044 lineto
-573.0049 812.54472 lineto
-574.43347 812.54472 lineto
-574.43347 631.83044 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-571.21918 631.11615 moveto
-569.79061 631.11615 lineto
-569.79061 813.9733 lineto
-571.21918 813.9733 lineto
-571.21918 631.11615 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-577.64777 631.11615 moveto
-576.93348 631.11615 lineto
-576.93348 815.40187 lineto
-577.64777 815.40187 lineto
-577.64777 631.11615 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-556.93347 631.83044 moveto
-556.21919 631.83044 lineto
-556.21919 816.11617 lineto
-556.93347 816.11617 lineto
-556.93347 631.83044 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-541.93347 632.54474 moveto
-540.5049 632.54474 lineto
-540.5049 812.54474 lineto
-541.93347 812.54474 lineto
-541.93347 632.54474 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-534.79059 631.83044 moveto
-533.36202 631.83044 lineto
-533.36202 813.9733 lineto
-534.79059 813.9733 lineto
-534.79059 631.83044 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-509.79062 632.54474 moveto
-508.36205 632.54474 lineto
-508.36205 817.54474 lineto
-509.79062 817.54474 lineto
-509.79062 632.54474 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-643.36206 633.25903 moveto
-641.93349 633.25903 lineto
-641.93349 813.97331 lineto
-643.36206 813.97331 lineto
-643.36206 633.25903 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-639.79059 631.11615 moveto
-639.0763 631.11615 lineto
-639.0763 813.259 lineto
-639.79059 813.259 lineto
-639.79059 631.11615 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-589.07629 631.83044 moveto
-587.64772 631.83044 lineto
-587.64772 813.25902 lineto
-589.07629 813.25902 lineto
-589.07629 631.83044 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-626.0531 632.36932 moveto
-625.04295 632.36932 lineto
-625.04295 813.43918 lineto
-626.0531 813.43918 lineto
-626.0531 632.36932 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-601.80939 633.12695 moveto
-601.30431 633.12695 lineto
-601.30431 814.95441 lineto
-601.80939 814.95441 lineto
-601.80939 633.12695 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-585.14191 633.12695 moveto
-584.63683 633.12695 lineto
-584.63683 812.9341 lineto
-585.14191 812.9341 lineto
-585.14191 633.12695 lineto
closepath
fill
grestore
grestore
gsave [0.779528 0 0 0.07474921 967.227 221.9176] concat
gsave
0 0 0 setrgbcolor
newpath
-674.79059 869.25342 moveto
-493.36201 869.25342 lineto
-493.36201 1046.3963 lineto
-674.79059 1046.3963 lineto
-674.79059 869.25342 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-553.36206 861.39624 moveto
-544.79063 861.39624 lineto
-544.79063 1062.8248 lineto
-553.36206 1062.8248 lineto
-553.36206 861.39624 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-519.07635 861.39624 moveto
-511.9335 861.39624 lineto
-511.9335 1058.5391 lineto
-519.07635 1058.5391 lineto
-519.07635 861.39624 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-664.79059 857.11053 moveto
-660.50487 857.11053 lineto
-660.50487 1054.2534 lineto
-664.79059 1054.2534 lineto
-664.79059 857.11053 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-654.79059 855.68195 moveto
-649.0763 855.68195 lineto
-649.0763 1052.8248 lineto
-654.79059 1052.8248 lineto
-654.79059 855.68195 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-621.93347 857.11053 moveto
-616.21919 857.11053 lineto
-616.21919 1061.3963 lineto
-621.93347 1061.3963 lineto
-621.93347 857.11053 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-564.07635 861.39624 moveto
-559.07635 861.39624 lineto
-559.07635 1057.1105 lineto
-564.07635 1057.1105 lineto
-564.07635 861.39624 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-530.50488 858.53912 moveto
-526.21917 858.53912 lineto
-526.21917 1064.2534 lineto
-530.50488 1064.2534 lineto
-530.50488 858.53912 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-506.21921 864.25342 moveto
-501.93349 864.25342 lineto
-501.93349 1055.682 lineto
-506.21921 1055.682 lineto
-506.21921 864.25342 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-610.50488 859.96771 moveto
-607.64774 859.96771 lineto
-607.64774 1055.682 lineto
-610.50488 1055.682 lineto
-610.50488 859.96771 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-539.07635 859.96771 moveto
-536.21921 859.96771 lineto
-536.21921 1052.8249 lineto
-539.07635 1052.8249 lineto
-539.07635 859.96771 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-671.57635 862.11053 moveto
-670.86207 862.11053 lineto
-670.86207 1049.2534 lineto
-671.57635 1049.2534 lineto
-671.57635 862.11053 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-605.14777 863.53912 moveto
-603.71919 863.53912 lineto
-603.71919 1059.2534 lineto
-605.14777 1059.2534 lineto
-605.14777 863.53912 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-498.00491 864.96771 moveto
-495.86206 864.96771 lineto
-495.86206 1052.1106 lineto
-498.00491 1052.1106 lineto
-498.00491 864.96771 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-523.71918 864.96771 moveto
-523.00489 864.96771 lineto
-523.00489 1049.9677 lineto
-523.71918 1049.9677 lineto
-523.71918 864.96771 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-598.36206 866.39624 moveto
-591.21921 866.39624 lineto
-591.21921 1048.5391 lineto
-598.36206 1048.5391 lineto
-598.36206 866.39624 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-636.93347 866.39624 moveto
-628.36205 866.39624 lineto
-628.36205 1049.9677 lineto
-636.93347 1049.9677 lineto
-636.93347 866.39624 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-646.57635 863.89624 moveto
-645.14778 863.89624 lineto
-645.14778 1053.182 lineto
-646.57635 1053.182 lineto
-646.57635 863.89624 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-668.71918 866.03912 moveto
-668.00489 866.03912 lineto
-668.00489 1049.6105 lineto
-668.71918 1049.6105 lineto
-668.71918 866.03912 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-658.71918 863.89624 moveto
-657.29061 863.89624 lineto
-657.29061 1050.3248 lineto
-658.71918 1050.3248 lineto
-658.71918 863.89624 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-614.43347 866.03912 moveto
-613.0049 866.03912 lineto
-613.0049 1050.3248 lineto
-614.43347 1050.3248 lineto
-614.43347 866.03912 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-567.29065 866.75342 moveto
-566.57636 866.75342 lineto
-566.57636 1050.3248 lineto
-567.29065 1050.3248 lineto
-567.29065 866.75342 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-582.29065 866.75342 moveto
-580.14779 866.75342 lineto
-580.14779 1049.6106 lineto
-582.29065 1049.6106 lineto
-582.29065 866.75342 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-574.43347 866.75342 moveto
-573.0049 866.75342 lineto
-573.0049 1047.4677 lineto
-574.43347 1047.4677 lineto
-574.43347 866.75342 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-571.21918 866.03912 moveto
-569.79061 866.03912 lineto
-569.79061 1048.8963 lineto
-571.21918 1048.8963 lineto
-571.21918 866.03912 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-577.64777 866.03912 moveto
-576.93348 866.03912 lineto
-576.93348 1050.3248 lineto
-577.64777 1050.3248 lineto
-577.64777 866.03912 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-556.93347 866.75342 moveto
-556.21919 866.75342 lineto
-556.21919 1051.0391 lineto
-556.93347 1051.0391 lineto
-556.93347 866.75342 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-541.93347 867.46771 moveto
-540.5049 867.46771 lineto
-540.5049 1047.4677 lineto
-541.93347 1047.4677 lineto
-541.93347 867.46771 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-534.79065 866.75342 moveto
-533.36208 866.75342 lineto
-533.36208 1048.8963 lineto
-534.79065 1048.8963 lineto
-534.79065 866.75342 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-509.79062 867.46771 moveto
-508.36205 867.46771 lineto
-508.36205 1052.4677 lineto
-509.79062 1052.4677 lineto
-509.79062 867.46771 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-643.36206 868.18195 moveto
-641.93349 868.18195 lineto
-641.93349 1048.8962 lineto
-643.36206 1048.8962 lineto
-643.36206 868.18195 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-639.79065 866.03912 moveto
-639.07636 866.03912 lineto
-639.07636 1048.182 lineto
-639.79065 1048.182 lineto
-639.79065 866.03912 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-589.07635 866.75342 moveto
-587.64778 866.75342 lineto
-587.64778 1048.182 lineto
-589.07635 1048.182 lineto
-589.07635 866.75342 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-626.0531 867.2923 moveto
-625.04295 867.2923 lineto
-625.04295 1048.3622 lineto
-626.0531 1048.3622 lineto
-626.0531 867.2923 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-601.80945 868.04993 moveto
-601.30437 868.04993 lineto
-601.30437 1049.8774 lineto
-601.80945 1049.8774 lineto
-601.80945 868.04993 lineto
closepath
fill
grestore
gsave
1 1 1 setrgbcolor
newpath
-585.14191 868.04993 moveto
-584.63683 868.04993 lineto
-584.63683 1047.8571 lineto
-585.14191 1047.8571 lineto
-585.14191 868.04993 lineto
closepath
fill
grestore
grestore
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
83.762902 45.362179 moveto
268.2371 45.362179 lineto
275.30775 45.362179 281 51.086241 281 58.1964 curveto
281 520.52796 lineto
281 527.63812 275.30775 533.36218 268.2371 533.36218 curveto
83.762902 533.36218 lineto
76.692254 533.36218 71 527.63812 71 520.52796 curveto
71 58.1964 lineto
71 51.086241 76.692254 45.362179 83.762902 45.362179 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
433.7629 63.362179 moveto
568.2371 63.362179 lineto
575.30775 63.362179 581 69.086239 581 76.196394 curveto
581 274.52796 lineto
581 281.63812 575.30775 287.36218 568.2371 287.36218 curveto
433.7629 287.36218 lineto
426.69225 287.36218 421 281.63812 421 274.52796 curveto
421 76.196394 lineto
421 69.086239 426.69225 63.362179 433.7629 63.362179 curveto
closepath
stroke
gsave
0 0 0 setrgbcolor
newpath
84.880859 29.757812 moveto
85.958984 29.757812 lineto
85.958984 38.875 lineto
84.880859 38.875 lineto
84.880859 29.757812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
90.751953 33.068359 moveto
90.173825 33.068365 89.716794 33.294927 89.380859 33.748047 curveto
89.04492 34.19727 88.876951 34.814457 88.876953 35.599609 curveto
88.876951 36.384768 89.042967 37.003908 89.375 37.457031 curveto
89.710935 37.906251 90.169919 38.13086 90.751953 38.130859 curveto
91.326168 38.13086 91.781245 37.904298 92.117188 37.451172 curveto
92.45312 36.998049 92.621088 36.380862 92.621094 35.599609 curveto
92.621088 34.82227 92.45312 34.207036 92.117188 33.753906 curveto
91.781245 33.296881 91.326168 33.068365 90.751953 33.068359 curveto
90.751953 32.154297 moveto
91.689449 32.154304 92.425776 32.458991 92.960938 33.068359 curveto
93.496087 33.67774 93.763665 34.521489 93.763672 35.599609 curveto
93.763665 36.67383 93.496087 37.517579 92.960938 38.130859 curveto
92.425776 38.740235 91.689449 39.044922 90.751953 39.044922 curveto
89.810544 39.044922 89.072264 38.740235 88.537109 38.130859 curveto
88.005858 37.517579 87.740234 36.67383 87.740234 35.599609 curveto
87.740234 34.521489 88.005858 33.67774 88.537109 33.068359 curveto
89.072264 32.458991 89.810544 32.154304 90.751953 32.154297 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
94.917969 32.3125 moveto
95.996094 32.3125 lineto
97.34375 37.433594 lineto
98.685547 32.3125 lineto
99.957031 32.3125 lineto
101.30469 37.433594 lineto
102.64648 32.3125 lineto
103.72461 32.3125 lineto
102.00781 38.875 lineto
100.73633 38.875 lineto
99.324219 33.496094 lineto
97.90625 38.875 lineto
96.634766 38.875 lineto
94.917969 32.3125 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
110.97852 35.324219 moveto
110.97852 35.851562 lineto
106.02148 35.851562 lineto
106.06836 36.593752 106.29101 37.160158 106.68945 37.550781 curveto
107.09179 37.937501 107.65039 38.13086 108.36523 38.130859 curveto
108.77929 38.13086 109.17968 38.080079 109.56641 37.978516 curveto
109.95703 37.876954 110.34374 37.724611 110.72656 37.521484 curveto
110.72656 38.541016 lineto
110.33984 38.705078 109.94335 38.830078 109.53711 38.916016 curveto
109.13085 39.001953 108.71875 39.044922 108.30078 39.044922 curveto
107.2539 39.044922 106.42383 38.740235 105.81055 38.130859 curveto
105.20117 37.521486 104.89648 36.697268 104.89648 35.658203 curveto
104.89648 34.583989 105.18555 33.732427 105.76367 33.103516 curveto
106.3457 32.47071 107.1289 32.154304 108.11328 32.154297 curveto
108.99609 32.154304 109.69335 32.43946 110.20508 33.009766 curveto
110.7207 33.576177 110.97851 34.347661 110.97852 35.324219 curveto
109.90039 35.007812 moveto
109.89257 34.417973 109.72656 33.947271 109.40234 33.595703 curveto
109.08203 33.244146 108.65625 33.068365 108.125 33.068359 curveto
107.52343 33.068365 107.04101 33.238287 106.67773 33.578125 curveto
106.31836 33.917974 106.11133 34.396489 106.05664 35.013672 curveto
109.90039 35.007812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
116.52734 33.320312 moveto
116.40625 33.250006 116.27343 33.199224 116.12891 33.167969 curveto
115.98828 33.132818 115.83203 33.11524 115.66016 33.115234 curveto
115.05078 33.11524 114.58203 33.314459 114.25391 33.712891 curveto
113.92969 34.107427 113.76758 34.675785 113.76758 35.417969 curveto
113.76758 38.875 lineto
112.68359 38.875 lineto
112.68359 32.3125 lineto
113.76758 32.3125 lineto
113.76758 33.332031 lineto
113.99414 32.9336 114.28906 32.638678 114.65234 32.447266 curveto
115.01562 32.25196 115.45703 32.154304 115.97656 32.154297 curveto
116.05078 32.154304 116.13281 32.160163 116.22266 32.171875 curveto
116.3125 32.179694 116.4121 32.193366 116.52148 32.212891 curveto
116.52734 33.320312 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
124.87109 31.158203 moveto
121.88281 35.828125 lineto
124.87109 35.828125 lineto
124.87109 31.158203 lineto
124.56055 30.126953 moveto
126.04883 30.126953 lineto
126.04883 35.828125 lineto
127.29688 35.828125 lineto
127.29688 36.8125 lineto
126.04883 36.8125 lineto
126.04883 38.875 lineto
124.87109 38.875 lineto
124.87109 36.8125 lineto
120.92188 36.8125 lineto
120.92188 35.669922 lineto
124.56055 30.126953 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
132.9043 29.757812 moveto
133.98242 29.757812 lineto
133.98242 38.875 lineto
132.9043 38.875 lineto
132.9043 29.757812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
141.8457 35.324219 moveto
141.8457 35.851562 lineto
136.88867 35.851562 lineto
136.93555 36.593752 137.1582 37.160158 137.55664 37.550781 curveto
137.95898 37.937501 138.51757 38.13086 139.23242 38.130859 curveto
139.64648 38.13086 140.04687 38.080079 140.43359 37.978516 curveto
140.82421 37.876954 141.21093 37.724611 141.59375 37.521484 curveto
141.59375 38.541016 lineto
141.20703 38.705078 140.81054 38.830078 140.4043 38.916016 curveto
139.99804 39.001953 139.58593 39.044922 139.16797 39.044922 curveto
138.12109 39.044922 137.29101 38.740235 136.67773 38.130859 curveto
136.06836 37.521486 135.76367 36.697268 135.76367 35.658203 curveto
135.76367 34.583989 136.05273 33.732427 136.63086 33.103516 curveto
137.21289 32.47071 137.99609 32.154304 138.98047 32.154297 curveto
139.86328 32.154304 140.56054 32.43946 141.07227 33.009766 curveto
141.58788 33.576177 141.8457 34.347661 141.8457 35.324219 curveto
140.76758 35.007812 moveto
140.75976 34.417973 140.59374 33.947271 140.26953 33.595703 curveto
139.94921 33.244146 139.52343 33.068365 138.99219 33.068359 curveto
138.39062 33.068365 137.9082 33.238287 137.54492 33.578125 curveto
137.18554 33.917974 136.97851 34.396489 136.92383 35.013672 curveto
140.76758 35.007812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
142.81836 32.3125 moveto
143.96094 32.3125 lineto
146.01172 37.820312 lineto
148.0625 32.3125 lineto
149.20508 32.3125 lineto
146.74414 38.875 lineto
145.2793 38.875 lineto
142.81836 32.3125 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
156.30664 35.324219 moveto
156.30664 35.851562 lineto
151.34961 35.851562 lineto
151.39648 36.593752 151.61914 37.160158 152.01758 37.550781 curveto
152.41992 37.937501 152.97851 38.13086 153.69336 38.130859 curveto
154.10742 38.13086 154.50781 38.080079 154.89453 37.978516 curveto
155.28515 37.876954 155.67187 37.724611 156.05469 37.521484 curveto
156.05469 38.541016 lineto
155.66796 38.705078 155.27148 38.830078 154.86523 38.916016 curveto
154.45898 39.001953 154.04687 39.044922 153.62891 39.044922 curveto
152.58203 39.044922 151.75195 38.740235 151.13867 38.130859 curveto
150.5293 37.521486 150.22461 36.697268 150.22461 35.658203 curveto
150.22461 34.583989 150.51367 33.732427 151.0918 33.103516 curveto
151.67383 32.47071 152.45703 32.154304 153.44141 32.154297 curveto
154.32421 32.154304 155.02148 32.43946 155.5332 33.009766 curveto
156.04882 33.576177 156.30663 34.347661 156.30664 35.324219 curveto
155.22852 35.007812 moveto
155.2207 34.417973 155.05468 33.947271 154.73047 33.595703 curveto
154.41015 33.244146 153.98437 33.068365 153.45312 33.068359 curveto
152.85156 33.068365 152.36914 33.238287 152.00586 33.578125 curveto
151.64648 33.917974 151.43945 34.396489 151.38477 35.013672 curveto
155.22852 35.007812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
158.05273 29.757812 moveto
159.13086 29.757812 lineto
159.13086 38.875 lineto
158.05273 38.875 lineto
158.05273 29.757812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
165.56445 32.505859 moveto
165.56445 33.525391 lineto
165.25976 33.369146 164.94335 33.251959 164.61523 33.173828 curveto
164.28711 33.095709 163.94726 33.056646 163.5957 33.056641 curveto
163.06054 33.056646 162.6582 33.138678 162.38867 33.302734 curveto
162.12305 33.466802 161.99023 33.712896 161.99023 34.041016 curveto
161.99023 34.29102 162.08594 34.488286 162.27734 34.632812 curveto
162.46875 34.773442 162.85351 34.908207 163.43164 35.037109 curveto
163.80078 35.119141 lineto
164.5664 35.283207 165.10937 35.515628 165.42969 35.816406 curveto
165.7539 36.113284 165.91601 36.529299 165.91602 37.064453 curveto
165.91601 37.673829 165.67382 38.156251 165.18945 38.511719 curveto
164.70898 38.867188 164.04687 39.044922 163.20312 39.044922 curveto
162.85156 39.044922 162.48437 39.009765 162.10156 38.939453 curveto
161.72265 38.873047 161.32226 38.771484 160.90039 38.634766 curveto
160.90039 37.521484 lineto
161.29883 37.728517 161.6914 37.884767 162.07812 37.990234 curveto
162.46484 38.091798 162.84765 38.142579 163.22656 38.142578 curveto
163.73437 38.142579 164.125 38.056641 164.39844 37.884766 curveto
164.67187 37.708986 164.80859 37.462892 164.80859 37.146484 curveto
164.80859 36.853518 164.70898 36.628908 164.50977 36.472656 curveto
164.31445 36.316409 163.88281 36.166018 163.21484 36.021484 curveto
162.83984 35.933594 lineto
162.17187 35.792972 161.68945 35.578128 161.39258 35.289062 curveto
161.0957 34.996098 160.94726 34.595707 160.94727 34.087891 curveto
160.94726 33.470709 161.16601 32.994147 161.60352 32.658203 curveto
162.04101 32.322272 162.66211 32.154304 163.4668 32.154297 curveto
163.86523 32.154304 164.24023 32.1836 164.5918 32.242188 curveto
164.94335 32.300788 165.26757 32.388678 165.56445 32.505859 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
173.97852 33.068359 moveto
173.40039 33.068365 172.94336 33.294927 172.60742 33.748047 curveto
172.27148 34.19727 172.10351 34.814457 172.10352 35.599609 curveto
172.10351 36.384768 172.26953 37.003908 172.60156 37.457031 curveto
172.9375 37.906251 173.39648 38.13086 173.97852 38.130859 curveto
174.55273 38.13086 175.00781 37.904298 175.34375 37.451172 curveto
175.67968 36.998049 175.84765 36.380862 175.84766 35.599609 curveto
175.84765 34.82227 175.67968 34.207036 175.34375 33.753906 curveto
175.00781 33.296881 174.55273 33.068365 173.97852 33.068359 curveto
173.97852 32.154297 moveto
174.91601 32.154304 175.65234 32.458991 176.1875 33.068359 curveto
176.72265 33.67774 176.99023 34.521489 176.99023 35.599609 curveto
176.99023 36.67383 176.72265 37.517579 176.1875 38.130859 curveto
175.65234 38.740235 174.91601 39.044922 173.97852 39.044922 curveto
173.03711 39.044922 172.29883 38.740235 171.76367 38.130859 curveto
171.23242 37.517579 170.9668 36.67383 170.9668 35.599609 curveto
170.9668 34.521489 171.23242 33.67774 171.76367 33.068359 curveto
172.29883 32.458991 173.03711 32.154304 173.97852 32.154297 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
182.09375 29.757812 moveto
182.09375 30.654297 lineto
181.0625 30.654297 lineto
180.67578 30.654305 180.40625 30.73243 180.25391 30.888672 curveto
180.10547 31.04493 180.03125 31.326179 180.03125 31.732422 curveto
180.03125 32.3125 lineto
181.80664 32.3125 lineto
181.80664 33.150391 lineto
180.03125 33.150391 lineto
180.03125 38.875 lineto
178.94727 38.875 lineto
178.94727 33.150391 lineto
177.91602 33.150391 lineto
177.91602 32.3125 lineto
178.94727 32.3125 lineto
178.94727 31.855469 lineto
178.94726 31.125008 179.11719 30.593758 179.45703 30.261719 curveto
179.79687 29.92579 180.33593 29.757822 181.07422 29.757812 curveto
182.09375 29.757812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
187.87695 30.449219 moveto
187.87695 32.3125 lineto
190.09766 32.3125 lineto
190.09766 33.150391 lineto
187.87695 33.150391 lineto
187.87695 36.712891 lineto
187.87695 37.248049 187.94922 37.591798 188.09375 37.744141 curveto
188.24218 37.896485 188.54101 37.972657 188.99023 37.972656 curveto
190.09766 37.972656 lineto
190.09766 38.875 lineto
188.99023 38.875 lineto
188.1582 38.875 187.58398 38.720703 187.26758 38.412109 curveto
186.95117 38.09961 186.79297 37.533204 186.79297 36.712891 curveto
186.79297 33.150391 lineto
186.00195 33.150391 lineto
186.00195 32.3125 lineto
186.79297 32.3125 lineto
186.79297 30.449219 lineto
187.87695 30.449219 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
196.97656 34.914062 moveto
196.97656 38.875 lineto
195.89844 38.875 lineto
195.89844 34.949219 lineto
195.89843 34.32813 195.77734 33.863286 195.53516 33.554688 curveto
195.29296 33.246099 194.92968 33.091803 194.44531 33.091797 curveto
193.86328 33.091803 193.40429 33.277349 193.06836 33.648438 curveto
192.73242 34.019536 192.56445 34.525395 192.56445 35.166016 curveto
192.56445 38.875 lineto
191.48047 38.875 lineto
191.48047 29.757812 lineto
192.56445 29.757812 lineto
192.56445 33.332031 lineto
192.82226 32.937506 193.125 32.642584 193.47266 32.447266 curveto
193.82422 32.25196 194.22851 32.154304 194.68555 32.154297 curveto
195.43945 32.154304 196.00976 32.388678 196.39648 32.857422 curveto
196.7832 33.322271 196.97656 34.007817 196.97656 34.914062 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
204.75195 35.324219 moveto
204.75195 35.851562 lineto
199.79492 35.851562 lineto
199.8418 36.593752 200.06445 37.160158 200.46289 37.550781 curveto
200.86523 37.937501 201.42382 38.13086 202.13867 38.130859 curveto
202.55273 38.13086 202.95312 38.080079 203.33984 37.978516 curveto
203.73046 37.876954 204.11718 37.724611 204.5 37.521484 curveto
204.5 38.541016 lineto
204.11328 38.705078 203.71679 38.830078 203.31055 38.916016 curveto
202.90429 39.001953 202.49218 39.044922 202.07422 39.044922 curveto
201.02734 39.044922 200.19726 38.740235 199.58398 38.130859 curveto
198.97461 37.521486 198.66992 36.697268 198.66992 35.658203 curveto
198.66992 34.583989 198.95898 33.732427 199.53711 33.103516 curveto
200.11914 32.47071 200.90234 32.154304 201.88672 32.154297 curveto
202.76953 32.154304 203.46679 32.43946 203.97852 33.009766 curveto
204.49413 33.576177 204.75195 34.347661 204.75195 35.324219 curveto
203.67383 35.007812 moveto
203.66601 34.417973 203.49999 33.947271 203.17578 33.595703 curveto
202.85546 33.244146 202.42968 33.068365 201.89844 33.068359 curveto
201.29687 33.068365 200.81445 33.238287 200.45117 33.578125 curveto
200.09179 33.917974 199.88476 34.396489 199.83008 35.013672 curveto
203.67383 35.007812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
215.77344 34.914062 moveto
215.77344 38.875 lineto
214.69531 38.875 lineto
214.69531 34.949219 lineto
214.69531 34.32813 214.57421 33.863286 214.33203 33.554688 curveto
214.08984 33.246099 213.72656 33.091803 213.24219 33.091797 curveto
212.66015 33.091803 212.20117 33.277349 211.86523 33.648438 curveto
211.52929 34.019536 211.36133 34.525395 211.36133 35.166016 curveto
211.36133 38.875 lineto
210.27734 38.875 lineto
210.27734 29.757812 lineto
211.36133 29.757812 lineto
211.36133 33.332031 lineto
211.61914 32.937506 211.92187 32.642584 212.26953 32.447266 curveto
212.62109 32.25196 213.02539 32.154304 213.48242 32.154297 curveto
214.23632 32.154304 214.80664 32.388678 215.19336 32.857422 curveto
215.58007 33.322271 215.77343 34.007817 215.77344 34.914062 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
220.66602 39.484375 moveto
220.36132 40.265624 220.06445 40.775389 219.77539 41.013672 curveto
219.48633 41.251951 219.09961 41.371091 218.61523 41.371094 curveto
217.75391 41.371094 lineto
217.75391 40.46875 lineto
218.38672 40.46875 lineto
218.68359 40.468748 218.91406 40.398436 219.07812 40.257812 curveto
219.24219 40.117186 219.42383 39.785155 219.62305 39.261719 curveto
219.81641 38.769531 lineto
217.16211 32.3125 lineto
218.30469 32.3125 lineto
220.35547 37.445312 lineto
222.40625 32.3125 lineto
223.54883 32.3125 lineto
220.66602 39.484375 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
226.08008 37.890625 moveto
226.08008 41.371094 lineto
224.99609 41.371094 lineto
224.99609 32.3125 lineto
226.08008 32.3125 lineto
226.08008 33.308594 lineto
226.30664 32.917975 226.59179 32.628912 226.93555 32.441406 curveto
227.2832 32.250007 227.69726 32.154304 228.17773 32.154297 curveto
228.9746 32.154304 229.62109 32.47071 230.11719 33.103516 curveto
230.61718 33.736333 230.86718 34.568364 230.86719 35.599609 curveto
230.86718 36.630862 230.61718 37.462892 230.11719 38.095703 curveto
229.62109 38.728516 228.9746 39.044922 228.17773 39.044922 curveto
227.69726 39.044922 227.2832 38.951172 226.93555 38.763672 curveto
226.59179 38.572266 226.30664 38.281251 226.08008 37.890625 curveto
229.74805 35.599609 moveto
229.74804 34.806645 229.58398 34.185552 229.25586 33.736328 curveto
228.93164 33.283209 228.48437 33.056646 227.91406 33.056641 curveto
227.34375 33.056646 226.89453 33.283209 226.56641 33.736328 curveto
226.24219 34.185552 226.08008 34.806645 226.08008 35.599609 curveto
226.08008 36.392581 226.24219 37.015627 226.56641 37.46875 curveto
226.89453 37.91797 227.34375 38.142579 227.91406 38.142578 curveto
228.48437 38.142579 228.93164 37.91797 229.25586 37.46875 curveto
229.58398 37.015627 229.74804 36.392581 229.74805 35.599609 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
238.26758 35.324219 moveto
238.26758 35.851562 lineto
233.31055 35.851562 lineto
233.35742 36.593752 233.58008 37.160158 233.97852 37.550781 curveto
234.38086 37.937501 234.93945 38.13086 235.6543 38.130859 curveto
236.06835 38.13086 236.46875 38.080079 236.85547 37.978516 curveto
237.24609 37.876954 237.63281 37.724611 238.01562 37.521484 curveto
238.01562 38.541016 lineto
237.6289 38.705078 237.23242 38.830078 236.82617 38.916016 curveto
236.41992 39.001953 236.00781 39.044922 235.58984 39.044922 curveto
234.54297 39.044922 233.71289 38.740235 233.09961 38.130859 curveto
232.49023 37.521486 232.18555 36.697268 232.18555 35.658203 curveto
232.18555 34.583989 232.47461 33.732427 233.05273 33.103516 curveto
233.63476 32.47071 234.41797 32.154304 235.40234 32.154297 curveto
236.28515 32.154304 236.98242 32.43946 237.49414 33.009766 curveto
238.00976 33.576177 238.26757 34.347661 238.26758 35.324219 curveto
237.18945 35.007812 moveto
237.18163 34.417973 237.01562 33.947271 236.69141 33.595703 curveto
236.37109 33.244146 235.94531 33.068365 235.41406 33.068359 curveto
234.8125 33.068365 234.33008 33.238287 233.9668 33.578125 curveto
233.60742 33.917974 233.40039 34.396489 233.3457 35.013672 curveto
237.18945 35.007812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
243.81641 33.320312 moveto
243.69531 33.250006 243.5625 33.199224 243.41797 33.167969 curveto
243.27734 33.132818 243.12109 33.11524 242.94922 33.115234 curveto
242.33984 33.11524 241.87109 33.314459 241.54297 33.712891 curveto
241.21875 34.107427 241.05664 34.675785 241.05664 35.417969 curveto
241.05664 38.875 lineto
239.97266 38.875 lineto
239.97266 32.3125 lineto
241.05664 32.3125 lineto
241.05664 33.332031 lineto
241.2832 32.9336 241.57812 32.638678 241.94141 32.447266 curveto
242.30468 32.25196 242.74609 32.154304 243.26562 32.154297 curveto
243.33984 32.154304 243.42187 32.160163 243.51172 32.171875 curveto
243.60156 32.179694 243.70117 32.193366 243.81055 32.212891 curveto
243.81641 33.320312 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
249.64648 35.599609 moveto
249.64648 34.806645 249.48242 34.185552 249.1543 33.736328 curveto
248.83007 33.283209 248.38281 33.056646 247.8125 33.056641 curveto
247.24218 33.056646 246.79297 33.283209 246.46484 33.736328 curveto
246.14062 34.185552 245.97851 34.806645 245.97852 35.599609 curveto
245.97851 36.392581 246.14062 37.015627 246.46484 37.46875 curveto
246.79297 37.91797 247.24218 38.142579 247.8125 38.142578 curveto
248.38281 38.142579 248.83007 37.91797 249.1543 37.46875 curveto
249.48242 37.015627 249.64648 36.392581 249.64648 35.599609 curveto
245.97852 33.308594 moveto
246.20508 32.917975 246.49023 32.628912 246.83398 32.441406 curveto
247.18164 32.250007 247.5957 32.154304 248.07617 32.154297 curveto
248.87304 32.154304 249.51953 32.47071 250.01562 33.103516 curveto
250.51562 33.736333 250.76562 34.568364 250.76562 35.599609 curveto
250.76562 36.630862 250.51562 37.462892 250.01562 38.095703 curveto
249.51953 38.728516 248.87304 39.044922 248.07617 39.044922 curveto
247.5957 39.044922 247.18164 38.951172 246.83398 38.763672 curveto
246.49023 38.572266 246.20508 38.281251 245.97852 37.890625 curveto
245.97852 38.875 lineto
244.89453 38.875 lineto
244.89453 29.757812 lineto
245.97852 29.757812 lineto
245.97852 33.308594 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
255.0957 33.068359 moveto
254.51758 33.068365 254.06054 33.294927 253.72461 33.748047 curveto
253.38867 34.19727 253.2207 34.814457 253.2207 35.599609 curveto
253.2207 36.384768 253.38672 37.003908 253.71875 37.457031 curveto
254.05468 37.906251 254.51367 38.13086 255.0957 38.130859 curveto
255.66992 38.13086 256.125 37.904298 256.46094 37.451172 curveto
256.79687 36.998049 256.96484 36.380862 256.96484 35.599609 curveto
256.96484 34.82227 256.79687 34.207036 256.46094 33.753906 curveto
256.125 33.296881 255.66992 33.068365 255.0957 33.068359 curveto
255.0957 32.154297 moveto
256.0332 32.154304 256.76953 32.458991 257.30469 33.068359 curveto
257.83984 33.67774 258.10742 34.521489 258.10742 35.599609 curveto
258.10742 36.67383 257.83984 37.517579 257.30469 38.130859 curveto
256.76953 38.740235 256.0332 39.044922 255.0957 39.044922 curveto
254.15429 39.044922 253.41601 38.740235 252.88086 38.130859 curveto
252.34961 37.517579 252.08398 36.67383 252.08398 35.599609 curveto
252.08398 34.521489 252.34961 33.67774 252.88086 33.068359 curveto
253.41601 32.458991 254.15429 32.154304 255.0957 32.154297 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
259.88867 29.757812 moveto
260.9668 29.757812 lineto
260.9668 38.875 lineto
259.88867 38.875 lineto
259.88867 29.757812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
263.2168 32.3125 moveto
264.29492 32.3125 lineto
264.29492 38.875 lineto
263.2168 38.875 lineto
263.2168 32.3125 lineto
263.2168 29.757812 moveto
264.29492 29.757812 lineto
264.29492 31.123047 lineto
263.2168 31.123047 lineto
263.2168 29.757812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
271.62077 32.724606 moveto
271.56372 33.730802 lineto
271.26902 33.54586 270.96995 33.403701 270.6665 33.304327 curveto
270.36716 33.201284 270.0615 33.140915 269.7495 33.123219 curveto
269.0514 33.083641 268.4967 33.275203 268.0854 33.697904 curveto
267.67431 34.116714 267.4461 34.725865 267.40077 35.525358 curveto
267.35543 36.324858 267.51321 36.957851 267.8741 37.42434 curveto
268.23521 37.886931 268.76481 38.138018 269.46291 38.1776 curveto
269.77491 38.195291 270.08533 38.171811 270.39418 38.107159 curveto
270.70714 38.03883 271.02047 37.929439 271.33418 37.778988 curveto
271.27779 38.773484 lineto
270.96953 38.896856 270.65156 38.984465 270.32389 39.036311 curveto
270.0001 39.088377 269.65686 39.104128 269.29417 39.083563 curveto
268.30747 39.027616 267.54115 38.673119 266.99522 38.020073 curveto
266.44928 37.367027 266.20616 36.514007 266.26587 35.461009 curveto
266.32646 34.392417 266.66661 33.568556 267.28633 32.989423 curveto
267.90994 32.410523 268.73265 32.150038 269.75445 32.207968 curveto
270.08594 32.226771 270.40765 32.280225 270.71957 32.36833 curveto
271.03171 32.452548 271.33211 32.571307 271.62077 32.724606 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
280.66435 32.794549 moveto
281.72084 33.502008 lineto
281.7347 37.841058 lineto
285.73746 36.191657 lineto
286.79395 36.899116 lineto
281.67385 38.985005 lineto
279.35587 42.446597 lineto
278.36753 41.784781 lineto
280.68552 38.323189 lineto
280.66435 32.794549 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
288.1041 42.928489 moveto
287.75197 42.469973 287.29391 42.245489 286.72993 42.255039 curveto
286.16903 42.262213 285.57723 42.504908 284.95451 42.983127 curveto
284.33179 43.461346 283.94186 43.970118 283.78472 44.509444 curveto
283.63305 45.049487 283.73446 45.550316 284.08896 46.011935 curveto
284.4387 46.467351 284.89557 46.690286 285.45956 46.680738 curveto
286.02355 46.671183 286.61535 46.428488 287.23498 45.95265 curveto
287.85149 45.479187 288.23714 44.971245 288.39191 44.428823 curveto
288.54977 43.88402 288.45383 43.38391 288.1041 42.928489 curveto
288.82905 42.371756 moveto
289.40005 43.115299 289.60688 43.884867 289.44953 44.680462 curveto
289.29217 45.476054 288.78596 46.202181 287.93089 46.858843 curveto
287.07891 47.513119 286.24675 47.814807 285.4344 47.763907 curveto
284.62515 47.710619 283.93502 47.312207 283.36401 46.568668 curveto
282.79062 45.822025 282.5826 45.050908 282.73996 44.255315 curveto
282.90279 43.46044 283.41019 42.735862 284.26217 42.081581 curveto
285.11724 41.424924 285.94821 41.121687 286.75509 41.17187 curveto
287.56434 41.225156 288.25565 41.625117 288.82905 42.371756 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
288.35205 49.228416 moveto
292.15453 48.078151 lineto
292.4667 49.110094 lineto
288.70347 50.248482 lineto
288.10898 50.428316 287.69724 50.679381 287.46826 51.001679 curveto
287.243 51.322842 287.2005 51.715237 287.34075 52.178866 curveto
287.50927 52.735962 287.81977 53.121561 288.27224 53.335664 curveto
288.72583 53.553497 289.25922 53.569671 289.87241 53.384186 curveto
293.43374 52.306873 lineto
293.7459 53.338816 lineto
287.46451 55.238957 lineto
287.15234 54.207015 lineto
288.11699 53.915207 lineto
287.65984 53.78006 287.28746 53.574383 286.99985 53.298176 curveto
286.71711 53.024567 286.50958 52.669038 286.37725 52.231588 curveto
286.15895 51.509973 286.21759 50.894359 286.55316 50.384745 curveto
286.88873 49.875127 287.48836 49.489684 288.35205 49.228416 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
291.49179 62.917628 moveto
287.5311 62.961993 lineto
287.51903 61.883936 lineto
291.44456 61.839964 lineto
292.06561 61.833002 292.52907 61.706709 292.83494 61.461086 curveto
293.14079 61.215452 293.29101 60.850466 293.28559 60.366126 curveto
293.27907 59.784127 293.08839 59.327251 292.71356 58.995494 curveto
292.33873 58.663731 291.83102 58.501439 291.19044 58.508617 curveto
287.48168 58.55016 lineto
287.46954 57.466244 lineto
294.03163 57.392739 lineto
294.04377 58.476656 lineto
293.02431 58.488075 lineto
293.42169 58.74145 293.71999 59.040862 293.91919 59.386311 curveto
294.11842 59.735661 294.2206 60.138838 294.22572 60.595844 curveto
294.23416 61.349698 294.00619 61.9226 293.54181 62.31455 curveto
293.08132 62.706445 292.39798 62.90747 291.49179 62.917628 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
290.85742 69.442639 moveto
291.63867 69.442633 292.24414 69.280524 292.67383 68.95631 curveto
293.10351 68.635993 293.31835 68.184822 293.31836 67.602795 curveto
293.31835 67.024667 293.10351 66.573495 292.67383 66.249279 curveto
292.24414 65.928965 291.63867 65.768809 290.85742 65.76881 curveto
290.08008 65.768809 289.47656 65.928965 289.04687 66.249279 curveto
288.61719 66.573495 288.40234 67.024667 288.40234 67.602795 curveto
288.40234 68.184822 288.61719 68.635993 289.04687 68.95631 curveto
289.47656 69.280524 290.08008 69.442633 290.85742 69.442639 curveto
288.31445 70.520763 moveto
287.19727 70.520757 286.36719 70.27271 285.82422 69.776623 curveto
285.27735 69.280524 285.00391 68.520759 285.00391 67.497326 curveto
285.00391 67.118416 285.03321 66.760995 285.0918 66.42506 curveto
285.14649 66.089121 285.23242 65.762949 285.34961 65.446545 curveto
286.39844 65.446545 lineto
286.22656 65.762949 286.09961 66.075449 286.01758 66.384045 curveto
285.93555 66.692636 285.89453 67.007088 285.89453 67.327404 curveto
285.89453 68.034431 286.08008 68.563728 286.45117 68.915295 curveto
286.81836 69.266852 287.375 69.442633 288.12109 69.442638 curveto
288.6543 69.442638 lineto
288.26758 69.219977 287.97851 68.934821 287.78711 68.58717 curveto
287.5957 68.239509 287.5 67.823494 287.5 67.339123 curveto
287.5 66.534433 287.80664 65.885996 288.41992 65.39381 curveto
289.0332 64.901622 289.8457 64.655528 290.85742 64.655529 curveto
291.87304 64.655529 292.68749 64.901622 293.30078 65.393811 curveto
293.91406 65.885996 294.2207 66.534433 294.2207 67.339123 curveto
294.2207 67.823494 294.12499 68.239509 293.93359 68.58717 curveto
293.74218 68.934821 293.45312 69.219977 293.06641 69.442639 curveto
294.0625 69.442639 lineto
294.0625 70.520764 lineto
288.31445 70.520763 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
291.26758 72.196541 moveto
291.26758 75.354744 lineto
290.30664 75.354744 lineto
290.30664 72.196541 lineto
291.26758 72.196541 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
295.92578 78.143807 moveto
294.0625 78.143807 lineto
294.0625 80.36451 lineto
293.22461 80.36451 lineto
293.22461 78.143807 lineto
289.66211 78.143807 lineto
289.12695 78.143804 288.7832 78.21607 288.63086 78.360603 curveto
288.47851 78.509038 288.40234 78.807866 288.40234 79.257088 curveto
288.40234 80.36451 lineto
287.5 80.36451 lineto
287.5 79.257088 lineto
287.5 78.425054 287.6543 77.850836 287.96289 77.534431 curveto
288.27539 77.218024 288.8418 77.059821 289.66211 77.059822 curveto
293.22461 77.059822 lineto
293.22461 76.268807 lineto
294.0625 76.268807 lineto
294.0625 77.059822 lineto
295.92578 77.059822 lineto
295.92578 78.143807 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
293.30664 84.331307 moveto
293.30663 83.753179 293.08007 83.296148 292.62695 82.960213 curveto
292.17773 82.624273 291.56054 82.456305 290.77539 82.456307 curveto
289.99023 82.456305 289.37109 82.62232 288.91797 82.954353 curveto
288.46875 83.290288 288.24414 83.749272 288.24414 84.331306 curveto
288.24414 84.905521 288.4707 85.360599 288.92383 85.696541 curveto
289.37695 86.032473 289.99414 86.200442 290.77539 86.200447 curveto
291.55273 86.200442 292.16796 86.032473 292.62109 85.696541 curveto
293.07812 85.360599 293.30663 84.905521 293.30664 84.331307 curveto
294.2207 84.331307 moveto
294.2207 85.268802 293.91601 86.00513 293.30664 86.540291 curveto
292.69726 87.075441 291.85351 87.343019 290.77539 87.343025 curveto
289.70117 87.343019 288.85742 87.075441 288.24414 86.540291 curveto
287.63477 86.005129 287.33008 85.268802 287.33008 84.331306 curveto
287.33008 83.389897 287.63477 82.651617 288.24414 82.116463 curveto
288.85742 81.585212 289.70117 81.319587 290.77539 81.319588 curveto
291.85351 81.319587 292.69726 81.585212 293.30664 82.116463 curveto
293.91601 82.651617 294.2207 83.389898 294.2207 84.331307 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
294.0625 88.497322 moveto
294.0625 89.575447 lineto
288.94141 90.923103 lineto
294.0625 92.2649 lineto
294.0625 93.536385 lineto
288.94141 94.884041 lineto
294.0625 96.225838 lineto
294.0625 97.303963 lineto
287.5 95.587166 lineto
287.5 94.315681 lineto
292.87891 92.903572 lineto
287.5 91.485603 lineto
287.5 90.214119 lineto
294.0625 88.497322 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
291.05078 104.55787 moveto
290.52344 104.55787 lineto
290.52344 99.600838 lineto
289.78125 99.647711 289.21484 99.870367 288.82422 100.26881 curveto
288.4375 100.67115 288.24414 101.22974 288.24414 101.94459 curveto
288.24414 102.35865 288.29492 102.75904 288.39648 103.14576 curveto
288.49805 103.53638 288.65039 103.9231 288.85352 104.30592 curveto
287.83398 104.30592 lineto
287.66992 103.91919 287.54492 103.52271 287.45898 103.11646 curveto
287.37305 102.71021 287.33008 102.2981 287.33008 101.88013 curveto
287.33008 100.83326 287.63477 100.00318 288.24414 99.3899 curveto
288.85351 98.780524 289.67773 98.475837 290.7168 98.475838 curveto
291.79101 98.475837 292.64257 98.764899 293.27148 99.343025 curveto
293.90429 99.925055 294.2207 100.70826 294.2207 101.69263 curveto
294.2207 102.57544 293.93554 103.27271 293.36523 103.78443 curveto
292.79882 104.30005 292.02734 104.55786 291.05078 104.55787 curveto
291.36719 103.47974 moveto
291.95703 103.47193 292.42773 103.30591 292.7793 102.9817 curveto
293.13085 102.66138 293.30663 102.2356 293.30664 101.70435 curveto
293.30663 101.10279 293.13671 100.62037 292.79687 100.25709 curveto
292.45703 99.897711 291.97851 99.69068 291.36133 99.635994 curveto
291.36719 103.47974 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
293.05469 110.1067 moveto
293.12499 109.9856 293.17578 109.85279 293.20703 109.70826 curveto
293.24218 109.56763 293.25976 109.41138 293.25977 109.23951 curveto
293.25976 108.63013 293.06054 108.16138 292.66211 107.83326 curveto
292.26757 107.50904 291.69921 107.34693 290.95703 107.34693 curveto
287.5 107.34693 lineto
287.5 106.26295 lineto
294.0625 106.26295 lineto
294.0625 107.34693 lineto
293.04297 107.34693 lineto
293.4414 107.57349 293.73632 107.86841 293.92773 108.2317 curveto
294.12304 108.59498 294.2207 109.03638 294.2207 109.55592 curveto
294.2207 109.63013 294.21484 109.71216 294.20312 109.80201 curveto
294.19531 109.89185 294.18163 109.99146 294.16211 110.10084 curveto
293.05469 110.1067 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
434.88086 48.632812 moveto
435.95898 48.632812 lineto
435.95898 57.75 lineto
434.88086 57.75 lineto
434.88086 48.632812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
440.75195 51.943359 moveto
440.17383 51.943365 439.71679 52.169927 439.38086 52.623047 curveto
439.04492 53.07227 438.87695 53.689457 438.87695 54.474609 curveto
438.87695 55.259768 439.04297 55.878908 439.375 56.332031 curveto
439.71093 56.781251 440.16992 57.00586 440.75195 57.005859 curveto
441.32617 57.00586 441.78125 56.779298 442.11719 56.326172 curveto
442.45312 55.873049 442.62109 55.255862 442.62109 54.474609 curveto
442.62109 53.69727 442.45312 53.082036 442.11719 52.628906 curveto
441.78125 52.171881 441.32617 51.943365 440.75195 51.943359 curveto
440.75195 51.029297 moveto
441.68945 51.029304 442.42578 51.333991 442.96094 51.943359 curveto
443.49609 52.55274 443.76367 53.396489 443.76367 54.474609 curveto
443.76367 55.54883 443.49609 56.392579 442.96094 57.005859 curveto
442.42578 57.615235 441.68945 57.919922 440.75195 57.919922 curveto
439.81054 57.919922 439.07226 57.615235 438.53711 57.005859 curveto
438.00586 56.392579 437.74023 55.54883 437.74023 54.474609 curveto
437.74023 53.396489 438.00586 52.55274 438.53711 51.943359 curveto
439.07226 51.333991 439.81054 51.029304 440.75195 51.029297 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
444.91797 51.1875 moveto
445.99609 51.1875 lineto
447.34375 56.308594 lineto
448.68555 51.1875 lineto
449.95703 51.1875 lineto
451.30469 56.308594 lineto
452.64648 51.1875 lineto
453.72461 51.1875 lineto
452.00781 57.75 lineto
450.73633 57.75 lineto
449.32422 52.371094 lineto
447.90625 57.75 lineto
446.63477 57.75 lineto
444.91797 51.1875 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
460.97852 54.199219 moveto
460.97852 54.726562 lineto
456.02148 54.726562 lineto
456.06836 55.468752 456.29101 56.035158 456.68945 56.425781 curveto
457.09179 56.812501 457.65039 57.00586 458.36523 57.005859 curveto
458.77929 57.00586 459.17968 56.955079 459.56641 56.853516 curveto
459.95703 56.751954 460.34374 56.599611 460.72656 56.396484 curveto
460.72656 57.416016 lineto
460.33984 57.580078 459.94335 57.705078 459.53711 57.791016 curveto
459.13085 57.876953 458.71875 57.919922 458.30078 57.919922 curveto
457.2539 57.919922 456.42383 57.615235 455.81055 57.005859 curveto
455.20117 56.396486 454.89648 55.572268 454.89648 54.533203 curveto
454.89648 53.458989 455.18555 52.607427 455.76367 51.978516 curveto
456.3457 51.34571 457.1289 51.029304 458.11328 51.029297 curveto
458.99609 51.029304 459.69335 51.31446 460.20508 51.884766 curveto
460.7207 52.451177 460.97851 53.222661 460.97852 54.199219 curveto
459.90039 53.882812 moveto
459.89257 53.292973 459.72656 52.822271 459.40234 52.470703 curveto
459.08203 52.119146 458.65625 51.943365 458.125 51.943359 curveto
457.52343 51.943365 457.04101 52.113287 456.67773 52.453125 curveto
456.31836 52.792974 456.11133 53.271489 456.05664 53.888672 curveto
459.90039 53.882812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
466.52734 52.195312 moveto
466.40625 52.125006 466.27343 52.074224 466.12891 52.042969 curveto
465.98828 52.007818 465.83203 51.99024 465.66016 51.990234 curveto
465.05078 51.99024 464.58203 52.189459 464.25391 52.587891 curveto
463.92969 52.982427 463.76758 53.550785 463.76758 54.292969 curveto
463.76758 57.75 lineto
462.68359 57.75 lineto
462.68359 51.1875 lineto
463.76758 51.1875 lineto
463.76758 52.207031 lineto
463.99414 51.8086 464.28906 51.513678 464.65234 51.322266 curveto
465.01562 51.12696 465.45703 51.029304 465.97656 51.029297 curveto
466.05078 51.029304 466.13281 51.035163 466.22266 51.046875 curveto
466.3125 51.054694 466.4121 51.068366 466.52148 51.087891 curveto
466.52734 52.195312 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
474.87109 50.033203 moveto
471.88281 54.703125 lineto
474.87109 54.703125 lineto
474.87109 50.033203 lineto
474.56055 49.001953 moveto
476.04883 49.001953 lineto
476.04883 54.703125 lineto
477.29688 54.703125 lineto
477.29688 55.6875 lineto
476.04883 55.6875 lineto
476.04883 57.75 lineto
474.87109 57.75 lineto
474.87109 55.6875 lineto
470.92188 55.6875 lineto
470.92188 54.544922 lineto
474.56055 49.001953 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
482.9043 48.632812 moveto
483.98242 48.632812 lineto
483.98242 57.75 lineto
482.9043 57.75 lineto
482.9043 48.632812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
491.8457 54.199219 moveto
491.8457 54.726562 lineto
486.88867 54.726562 lineto
486.93555 55.468752 487.1582 56.035158 487.55664 56.425781 curveto
487.95898 56.812501 488.51757 57.00586 489.23242 57.005859 curveto
489.64648 57.00586 490.04687 56.955079 490.43359 56.853516 curveto
490.82421 56.751954 491.21093 56.599611 491.59375 56.396484 curveto
491.59375 57.416016 lineto
491.20703 57.580078 490.81054 57.705078 490.4043 57.791016 curveto
489.99804 57.876953 489.58593 57.919922 489.16797 57.919922 curveto
488.12109 57.919922 487.29101 57.615235 486.67773 57.005859 curveto
486.06836 56.396486 485.76367 55.572268 485.76367 54.533203 curveto
485.76367 53.458989 486.05273 52.607427 486.63086 51.978516 curveto
487.21289 51.34571 487.99609 51.029304 488.98047 51.029297 curveto
489.86328 51.029304 490.56054 51.31446 491.07227 51.884766 curveto
491.58788 52.451177 491.8457 53.222661 491.8457 54.199219 curveto
490.76758 53.882812 moveto
490.75976 53.292973 490.59374 52.822271 490.26953 52.470703 curveto
489.94921 52.119146 489.52343 51.943365 488.99219 51.943359 curveto
488.39062 51.943365 487.9082 52.113287 487.54492 52.453125 curveto
487.18554 52.792974 486.97851 53.271489 486.92383 53.888672 curveto
490.76758 53.882812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
492.81836 51.1875 moveto
493.96094 51.1875 lineto
496.01172 56.695312 lineto
498.0625 51.1875 lineto
499.20508 51.1875 lineto
496.74414 57.75 lineto
495.2793 57.75 lineto
492.81836 51.1875 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
506.30664 54.199219 moveto
506.30664 54.726562 lineto
501.34961 54.726562 lineto
501.39648 55.468752 501.61914 56.035158 502.01758 56.425781 curveto
502.41992 56.812501 502.97851 57.00586 503.69336 57.005859 curveto
504.10742 57.00586 504.50781 56.955079 504.89453 56.853516 curveto
505.28515 56.751954 505.67187 56.599611 506.05469 56.396484 curveto
506.05469 57.416016 lineto
505.66796 57.580078 505.27148 57.705078 504.86523 57.791016 curveto
504.45898 57.876953 504.04687 57.919922 503.62891 57.919922 curveto
502.58203 57.919922 501.75195 57.615235 501.13867 57.005859 curveto
500.5293 56.396486 500.22461 55.572268 500.22461 54.533203 curveto
500.22461 53.458989 500.51367 52.607427 501.0918 51.978516 curveto
501.67383 51.34571 502.45703 51.029304 503.44141 51.029297 curveto
504.32421 51.029304 505.02148 51.31446 505.5332 51.884766 curveto
506.04882 52.451177 506.30663 53.222661 506.30664 54.199219 curveto
505.22852 53.882812 moveto
505.2207 53.292973 505.05468 52.822271 504.73047 52.470703 curveto
504.41015 52.119146 503.98437 51.943365 503.45312 51.943359 curveto
502.85156 51.943365 502.36914 52.113287 502.00586 52.453125 curveto
501.64648 52.792974 501.43945 53.271489 501.38477 53.888672 curveto
505.22852 53.882812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
508.05273 48.632812 moveto
509.13086 48.632812 lineto
509.13086 57.75 lineto
508.05273 57.75 lineto
508.05273 48.632812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
515.56445 51.380859 moveto
515.56445 52.400391 lineto
515.25976 52.244146 514.94335 52.126959 514.61523 52.048828 curveto
514.28711 51.970709 513.94726 51.931646 513.5957 51.931641 curveto
513.06054 51.931646 512.6582 52.013678 512.38867 52.177734 curveto
512.12305 52.341802 511.99023 52.587896 511.99023 52.916016 curveto
511.99023 53.16602 512.08594 53.363286 512.27734 53.507812 curveto
512.46875 53.648442 512.85351 53.783207 513.43164 53.912109 curveto
513.80078 53.994141 lineto
514.5664 54.158207 515.10937 54.390628 515.42969 54.691406 curveto
515.7539 54.988284 515.91601 55.404299 515.91602 55.939453 curveto
515.91601 56.548829 515.67382 57.031251 515.18945 57.386719 curveto
514.70898 57.742188 514.04687 57.919922 513.20312 57.919922 curveto
512.85156 57.919922 512.48437 57.884765 512.10156 57.814453 curveto
511.72265 57.748047 511.32226 57.646484 510.90039 57.509766 curveto
510.90039 56.396484 lineto
511.29883 56.603517 511.6914 56.759767 512.07812 56.865234 curveto
512.46484 56.966798 512.84765 57.017579 513.22656 57.017578 curveto
513.73437 57.017579 514.125 56.931641 514.39844 56.759766 curveto
514.67187 56.583986 514.80859 56.337892 514.80859 56.021484 curveto
514.80859 55.728518 514.70898 55.503908 514.50977 55.347656 curveto
514.31445 55.191409 513.88281 55.041018 513.21484 54.896484 curveto
512.83984 54.808594 lineto
512.17187 54.667972 511.68945 54.453128 511.39258 54.164062 curveto
511.0957 53.871098 510.94726 53.470707 510.94727 52.962891 curveto
510.94726 52.345709 511.16601 51.869147 511.60352 51.533203 curveto
512.04101 51.197272 512.66211 51.029304 513.4668 51.029297 curveto
513.86523 51.029304 514.24023 51.0586 514.5918 51.117188 curveto
514.94335 51.175788 515.26757 51.263678 515.56445 51.380859 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
523.97852 51.943359 moveto
523.40039 51.943365 522.94336 52.169927 522.60742 52.623047 curveto
522.27148 53.07227 522.10351 53.689457 522.10352 54.474609 curveto
522.10351 55.259768 522.26953 55.878908 522.60156 56.332031 curveto
522.9375 56.781251 523.39648 57.00586 523.97852 57.005859 curveto
524.55273 57.00586 525.00781 56.779298 525.34375 56.326172 curveto
525.67968 55.873049 525.84765 55.255862 525.84766 54.474609 curveto
525.84765 53.69727 525.67968 53.082036 525.34375 52.628906 curveto
525.00781 52.171881 524.55273 51.943365 523.97852 51.943359 curveto
523.97852 51.029297 moveto
524.91601 51.029304 525.65234 51.333991 526.1875 51.943359 curveto
526.72265 52.55274 526.99023 53.396489 526.99023 54.474609 curveto
526.99023 55.54883 526.72265 56.392579 526.1875 57.005859 curveto
525.65234 57.615235 524.91601 57.919922 523.97852 57.919922 curveto
523.03711 57.919922 522.29883 57.615235 521.76367 57.005859 curveto
521.23242 56.392579 520.9668 55.54883 520.9668 54.474609 curveto
520.9668 53.396489 521.23242 52.55274 521.76367 51.943359 curveto
522.29883 51.333991 523.03711 51.029304 523.97852 51.029297 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
532.09375 48.632812 moveto
532.09375 49.529297 lineto
531.0625 49.529297 lineto
530.67578 49.529305 530.40625 49.60743 530.25391 49.763672 curveto
530.10547 49.91993 530.03125 50.201179 530.03125 50.607422 curveto
530.03125 51.1875 lineto
531.80664 51.1875 lineto
531.80664 52.025391 lineto
530.03125 52.025391 lineto
530.03125 57.75 lineto
528.94727 57.75 lineto
528.94727 52.025391 lineto
527.91602 52.025391 lineto
527.91602 51.1875 lineto
528.94727 51.1875 lineto
528.94727 50.730469 lineto
528.94726 50.000008 529.11719 49.468758 529.45703 49.136719 curveto
529.79687 48.80079 530.33593 48.632822 531.07422 48.632812 curveto
532.09375 48.632812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
537.87695 49.324219 moveto
537.87695 51.1875 lineto
540.09766 51.1875 lineto
540.09766 52.025391 lineto
537.87695 52.025391 lineto
537.87695 55.587891 lineto
537.87695 56.123049 537.94922 56.466798 538.09375 56.619141 curveto
538.24218 56.771485 538.54101 56.847657 538.99023 56.847656 curveto
540.09766 56.847656 lineto
540.09766 57.75 lineto
538.99023 57.75 lineto
538.1582 57.75 537.58398 57.595703 537.26758 57.287109 curveto
536.95117 56.97461 536.79297 56.408204 536.79297 55.587891 curveto
536.79297 52.025391 lineto
536.00195 52.025391 lineto
536.00195 51.1875 lineto
536.79297 51.1875 lineto
536.79297 49.324219 lineto
537.87695 49.324219 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
546.97656 53.789062 moveto
546.97656 57.75 lineto
545.89844 57.75 lineto
545.89844 53.824219 lineto
545.89843 53.20313 545.77734 52.738286 545.53516 52.429688 curveto
545.29296 52.121099 544.92968 51.966803 544.44531 51.966797 curveto
543.86328 51.966803 543.40429 52.152349 543.06836 52.523438 curveto
542.73242 52.894536 542.56445 53.400395 542.56445 54.041016 curveto
542.56445 57.75 lineto
541.48047 57.75 lineto
541.48047 48.632812 lineto
542.56445 48.632812 lineto
542.56445 52.207031 lineto
542.82226 51.812506 543.125 51.517584 543.47266 51.322266 curveto
543.82422 51.12696 544.22851 51.029304 544.68555 51.029297 curveto
545.43945 51.029304 546.00976 51.263678 546.39648 51.732422 curveto
546.7832 52.197271 546.97656 52.882817 546.97656 53.789062 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
554.75195 54.199219 moveto
554.75195 54.726562 lineto
549.79492 54.726562 lineto
549.8418 55.468752 550.06445 56.035158 550.46289 56.425781 curveto
550.86523 56.812501 551.42382 57.00586 552.13867 57.005859 curveto
552.55273 57.00586 552.95312 56.955079 553.33984 56.853516 curveto
553.73046 56.751954 554.11718 56.599611 554.5 56.396484 curveto
554.5 57.416016 lineto
554.11328 57.580078 553.71679 57.705078 553.31055 57.791016 curveto
552.90429 57.876953 552.49218 57.919922 552.07422 57.919922 curveto
551.02734 57.919922 550.19726 57.615235 549.58398 57.005859 curveto
548.97461 56.396486 548.66992 55.572268 548.66992 54.533203 curveto
548.66992 53.458989 548.95898 52.607427 549.53711 51.978516 curveto
550.11914 51.34571 550.90234 51.029304 551.88672 51.029297 curveto
552.76953 51.029304 553.46679 51.31446 553.97852 51.884766 curveto
554.49413 52.451177 554.75195 53.222661 554.75195 54.199219 curveto
553.67383 53.882812 moveto
553.66601 53.292973 553.49999 52.822271 553.17578 52.470703 curveto
552.85546 52.119146 552.42968 51.943365 551.89844 51.943359 curveto
551.29687 51.943365 550.81445 52.113287 550.45117 52.453125 curveto
550.09179 52.792974 549.88476 53.271489 549.83008 53.888672 curveto
553.67383 53.882812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
563.64062 48.632812 moveto
563.64062 49.529297 lineto
562.60938 49.529297 lineto
562.22265 49.529305 561.95312 49.60743 561.80078 49.763672 curveto
561.65234 49.91993 561.57812 50.201179 561.57812 50.607422 curveto
561.57812 51.1875 lineto
563.35352 51.1875 lineto
563.35352 52.025391 lineto
561.57812 52.025391 lineto
561.57812 57.75 lineto
560.49414 57.75 lineto
560.49414 52.025391 lineto
559.46289 52.025391 lineto
559.46289 51.1875 lineto
560.49414 51.1875 lineto
560.49414 50.730469 lineto
560.49414 50.000008 560.66406 49.468758 561.00391 49.136719 curveto
561.34375 48.80079 561.88281 48.632822 562.62109 48.632812 curveto
563.64062 48.632812 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
567.59836 54.462216 moveto
566.72751 54.441365 566.12179 54.526498 565.78118 54.717615 curveto
565.44057 54.908737 565.26451 55.244462 565.25301 55.72479 curveto
565.24385 56.107495 565.36152 56.415087 565.60602 56.647568 curveto
565.85452 56.87624 566.19551 56.995765 566.62898 57.006144 curveto
567.22646 57.020453 567.70989 56.821031 568.07927 56.407879 curveto
568.45263 55.990919 568.64773 55.430976 568.66457 54.72805 curveto
568.67032 54.487885 lineto
567.59836 54.462216 lineto
569.7588 54.06851 moveto
569.66916 57.811577 lineto
568.59135 57.785768 lineto
568.61519 56.789959 lineto
568.35963 57.182392 568.04602 57.469888 567.67436 57.652449 curveto
567.30278 57.831105 566.85145 57.914074 566.32035 57.901356 curveto
565.64867 57.885272 565.11815 57.685014 564.72881 57.300584 curveto
564.34346 56.912342 564.15836 56.401906 564.17351 55.769273 curveto
564.19119 55.031206 564.45053 54.480617 564.95156 54.117504 curveto
565.45649 53.754491 566.19904 53.584719 567.17923 53.608187 curveto
568.69052 53.644377 lineto
568.69304 53.538938 lineto
568.70491 53.042991 568.55006 52.656361 568.22849 52.379047 curveto
567.91091 52.097932 567.45728 51.950312 566.86761 51.936185 curveto
566.49271 51.927214 566.12651 51.963379 565.76899 52.044682 curveto
565.41147 52.125996 565.06655 52.25254 564.73422 52.424316 curveto
564.75806 51.428507 lineto
565.15613 51.285658 565.54154 51.181574 565.91431 51.116254 curveto
566.28716 51.047042 566.64932 51.01664 567.00079 51.02505 curveto
567.94973 51.04778 568.65262 51.310776 569.10946 51.814038 curveto
569.56628 52.317311 569.78273 53.068801 569.7588 54.06851 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
578.40924 53.503786 moveto
578.09013 54.459744 lineto
577.8543 54.203947 577.60302 53.988286 577.33628 53.81276 curveto
577.07447 53.634774 576.79536 53.496304 576.49895 53.397352 curveto
575.8357 53.17596 575.25017 53.215237 574.74235 53.515184 curveto
574.23576 53.811434 573.85569 54.339346 573.60214 55.098922 curveto
573.34858 55.858503 573.33472 56.510716 573.56054 57.055564 curveto
573.78759 57.596707 574.23274 57.977977 574.89599 58.199374 curveto
575.1924 58.298322 575.49811 58.357128 575.81309 58.375793 curveto
576.13302 58.391988 576.46408 58.36866 576.80628 58.305808 curveto
576.49088 59.250651 lineto
576.16104 59.288801 575.83123 59.289895 575.50143 59.253932 curveto
575.17533 59.219204 574.83999 59.144326 574.4954 59.0293 curveto
573.55797 58.716375 572.91154 58.1732 572.55612 57.399772 curveto
572.20069 56.626345 572.18996 55.739421 572.52391 54.738998 curveto
572.8628 53.723759 573.40724 53.01804 574.15722 52.621837 curveto
574.9109 52.226881 575.77312 52.191428 576.74391 52.515478 curveto
577.05885 52.620615 577.35526 52.756622 577.63312 52.923497 curveto
577.91222 53.086676 578.17092 53.280105 578.40924 53.503786 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
583.84083 54.373421 moveto
582.74234 55.878456 lineto
584.53608 57.187665 lineto
584.0421 57.864458 lineto
582.24837 56.555249 lineto
580.1481 59.432802 lineto
579.8326 59.865066 579.68832 60.185328 579.71525 60.393589 curveto
579.74533 60.604153 579.9418 60.841852 580.30465 61.106689 curveto
581.19915 61.759566 lineto
580.66718 62.48842 lineto
579.77267 61.835543 lineto
579.10061 61.34502 578.72776 60.88186 578.65412 60.446063 curveto
578.58278 60.00711 578.78892 59.456337 579.27253 58.793742 curveto
581.37279 55.916189 lineto
580.73386 55.449848 lineto
581.22784 54.773056 lineto
581.86677 55.239397 lineto
582.96526 53.734361 lineto
583.84083 54.373421 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
587.95177 62.182199 moveto
587.61692 61.710914 587.16753 61.469565 586.60358 61.458151 curveto
586.0428 61.444477 585.44239 61.665014 584.80233 62.119762 curveto
584.16227 62.574512 583.75371 63.068443 583.57663 63.601557 curveto
583.40499 64.135591 583.48773 64.639843 583.82484 65.114315 curveto
584.15741 65.582414 584.60568 65.822171 585.16964 65.833587 curveto
585.73359 65.844996 586.334 65.624459 586.97088 65.171975 curveto
587.60456 64.721748 588.00881 64.228488 588.18364 63.692192 curveto
588.36163 63.153631 588.28434 62.6503 587.95177 62.182199 curveto
588.69691 61.652789 moveto
589.23989 62.417036 589.41798 63.193758 589.23118 63.982957 curveto
589.04436 64.772152 588.51152 65.478967 587.63264 66.103402 curveto
586.75694 66.725567 585.91414 66.996124 585.10424 66.915073 curveto
584.29752 66.831751 583.62268 66.407969 583.07969 65.643725 curveto
582.53445 64.876291 582.35523 64.097977 582.54203 63.308781 curveto
582.73429 62.520505 583.26826 61.815283 584.14397 61.193112 curveto
585.02285 60.568682 585.86451 60.296533 586.66897 60.376664 curveto
587.47568 60.459984 588.15166 60.885359 588.69691 61.652789 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
591.90991 71.832351 moveto
591.94321 71.696339 591.95447 71.554596 591.94369 71.407122 curveto
591.93775 71.262288 591.91054 71.107424 591.86207 70.94253 curveto
591.69019 70.357895 591.36684 69.964368 590.89204 69.761949 curveto
590.42207 69.562173 589.83107 69.566954 589.11902 69.776293 curveto
585.80235 70.751368 lineto
585.49661 69.711396 lineto
591.79266 67.860406 lineto
592.0984 68.900378 lineto
591.12026 69.187943 lineto
591.56642 69.292924 591.93255 69.492687 592.21866 69.787232 curveto
592.5085 70.080673 592.72669 70.476612 592.87324 70.975052 curveto
592.89416 71.046254 592.91168 71.126608 592.92578 71.216111 curveto
592.94362 71.304508 592.9586 71.403929 592.97072 71.514375 curveto
591.90991 71.832351 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
593.10797 74.138035 moveto
593.17556 75.214039 lineto
586.62597 75.625439 lineto
586.55838 74.549434 lineto
593.10797 74.138035 lineto
595.65764 73.977882 moveto
595.72522 75.053887 lineto
594.36267 75.139473 lineto
594.29509 74.063468 lineto
595.65764 73.977882 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
593.1875 77.407379 moveto
593.1875 82.528473 lineto
592.20312 82.528473 lineto
587.48633 78.473785 lineto
587.48633 82.528473 lineto
586.625 82.528473 lineto
586.625 77.260895 lineto
587.60937 77.260895 lineto
592.32617 81.315583 lineto
592.32617 77.407379 lineto
593.1875 77.407379 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
590.17578 89.794098 moveto
589.64844 89.794098 lineto
589.64844 84.837067 lineto
588.90625 84.88394 588.33984 85.106596 587.94922 85.505035 curveto
587.5625 85.907376 587.36914 86.46597 587.36914 87.180817 curveto
587.36914 87.594875 587.41992 87.995265 587.52148 88.381989 curveto
587.62305 88.772608 587.77539 89.159326 587.97852 89.542145 curveto
586.95898 89.542145 lineto
586.79492 89.15542 586.66992 88.758936 586.58398 88.352692 curveto
586.49805 87.946437 586.45508 87.534328 586.45508 87.116364 curveto
586.45508 86.069485 586.75977 85.239408 587.36914 84.626129 curveto
587.97851 84.016753 588.80273 83.712066 589.8418 83.712067 curveto
590.91601 83.712066 591.76757 84.001128 592.39648 84.579254 curveto
593.02929 85.161284 593.3457 85.944486 593.3457 86.928864 curveto
593.3457 87.811672 593.06054 88.508936 592.49023 89.020661 curveto
591.92382 89.536279 591.15234 89.794091 590.17578 89.794098 curveto
590.49219 88.715973 moveto
591.08203 88.708155 591.55273 88.542139 591.9043 88.217926 curveto
592.25585 87.897609 592.43163 87.471828 592.43164 86.940583 curveto
592.43163 86.339017 592.26171 85.856595 591.92187 85.493317 curveto
591.58203 85.13394 591.10351 84.926909 590.48633 84.872223 curveto
590.49219 88.715973 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
592.19141 95.858551 moveto
595.74219 95.858551 lineto
595.74219 96.936676 lineto
586.625 96.936676 lineto
586.625 95.858551 lineto
587.60937 95.858551 lineto
587.21875 95.631983 586.92773 95.344874 586.73633 94.997223 curveto
586.54883 94.653469 586.45508 94.239407 586.45508 93.755035 curveto
586.45508 92.962064 586.77148 92.31558 587.4043 91.815582 curveto
588.03711 91.319488 588.86914 91.071441 589.90039 91.071442 curveto
590.93164 91.071441 591.76367 91.319488 592.39648 91.815583 curveto
593.02929 92.315581 593.3457 92.962064 593.3457 93.755036 curveto
593.3457 94.239407 593.24999 94.653469 593.05859 94.997223 curveto
592.87109 95.344874 592.58203 95.631984 592.19141 95.858551 curveto
589.90039 92.184723 moveto
589.10742 92.184721 588.48437 92.34683 588.03125 92.671051 curveto
587.58203 92.999173 587.35742 93.448392 587.35742 94.018707 curveto
587.35742 94.589016 587.58203 95.038234 588.03125 95.366364 curveto
588.48437 95.694483 589.10742 95.858546 589.90039 95.858551 curveto
590.69336 95.858546 591.31445 95.694483 591.76367 95.366364 curveto
592.21679 95.038234 592.44335 94.589016 592.44336 94.018708 curveto
592.44335 93.448392 592.21679 92.999174 591.76367 92.671051 curveto
591.31445 92.346831 590.69336 92.184721 589.90039 92.184723 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
595.73047 105.56754 moveto
594.83202 105.0441 593.94335 104.65542 593.06445 104.40152 curveto
592.18554 104.14761 591.29492 104.02066 590.39258 104.02066 curveto
589.49023 104.02066 588.5957 104.14761 587.70898 104.40152 curveto
586.82617 104.65933 585.9375 105.048 585.04297 105.56754 curveto
585.04297 104.63004 lineto
585.96094 104.0441 586.86328 103.60464 587.75 103.31168 curveto
588.63672 103.02261 589.51758 102.87808 590.39258 102.87808 curveto
591.26367 102.87808 592.14062 103.02261 593.02344 103.31168 curveto
593.90624 103.60074 594.80859 104.04019 595.73047 104.63004 curveto
595.73047 105.56754 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
590.17578 113.27847 moveto
589.64844 113.27847 lineto
589.64844 108.32144 lineto
588.90625 108.36831 588.33984 108.59097 587.94922 108.98941 curveto
587.5625 109.39175 587.36914 109.95034 587.36914 110.66519 curveto
587.36914 111.07925 587.41992 111.47964 587.52148 111.86636 curveto
587.62305 112.25698 587.77539 112.6437 587.97852 113.02652 curveto
586.95898 113.02652 lineto
586.79492 112.63979 586.66992 112.24331 586.58398 111.83707 curveto
586.49805 111.43081 586.45508 111.0187 586.45508 110.60074 curveto
586.45508 109.55386 586.75977 108.72378 587.36914 108.1105 curveto
587.97851 107.50113 588.80273 107.19644 589.8418 107.19644 curveto
590.91601 107.19644 591.76757 107.4855 592.39648 108.06363 curveto
593.02929 108.64566 593.3457 109.42886 593.3457 110.41324 curveto
593.3457 111.29605 593.06054 111.99331 592.49023 112.50504 curveto
591.92382 113.02065 591.15234 113.27847 590.17578 113.27847 curveto
590.49219 112.20035 moveto
591.08203 112.19253 591.55273 112.02651 591.9043 111.7023 curveto
592.25585 111.38198 592.43163 110.9562 592.43164 110.42496 curveto
592.43163 109.82339 592.26171 109.34097 591.92187 108.97769 curveto
591.58203 108.61831 591.10351 108.41128 590.48633 108.3566 curveto
590.49219 112.20035 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
593.1875 120.47965 moveto
589.99414 118.1066 lineto
586.625 120.60269 lineto
586.625 119.33121 lineto
589.20312 117.42105 lineto
586.625 115.51089 lineto
586.625 114.23941 lineto
590.05859 116.78824 lineto
593.1875 114.45621 lineto
593.1875 115.72769 lineto
590.84961 117.46793 lineto
593.1875 119.20816 lineto
593.1875 120.47965 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
587.60937 123.1691 moveto
584.12891 123.1691 lineto
584.12891 122.08511 lineto
593.1875 122.08511 lineto
593.1875 123.1691 lineto
592.19141 123.1691 lineto
592.58203 123.39566 592.87109 123.68081 593.05859 124.02457 curveto
593.24999 124.37222 593.3457 124.78628 593.3457 125.26675 curveto
593.3457 126.06362 593.02929 126.71011 592.39648 127.20621 curveto
591.76367 127.7062 590.93164 127.9562 589.90039 127.95621 curveto
588.86914 127.9562 588.03711 127.7062 587.4043 127.20621 curveto
586.77148 126.71011 586.45508 126.06362 586.45508 125.26675 curveto
586.45508 124.78628 586.54883 124.37222 586.73633 124.02457 curveto
586.92773 123.68081 587.21875 123.39566 587.60937 123.1691 curveto
589.90039 126.83707 moveto
590.69336 126.83706 591.31445 126.673 591.76367 126.34488 curveto
592.21679 126.02066 592.44335 125.57339 592.44336 125.00308 curveto
592.44335 124.43277 592.21679 123.98355 591.76367 123.65543 curveto
591.31445 123.33121 590.69336 123.1691 589.90039 123.1691 curveto
589.10742 123.1691 588.48437 123.33121 588.03125 123.65543 curveto
587.58203 123.98355 587.35742 124.43277 587.35742 125.00308 curveto
587.35742 125.57339 587.58203 126.02066 588.03125 126.34488 curveto
588.48437 126.673 589.10742 126.83706 589.90039 126.83707 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
589.92383 132.72574 moveto
589.92382 131.85464 589.82422 131.25113 589.625 130.91519 curveto
589.42578 130.57925 589.08593 130.41128 588.60547 130.41129 curveto
588.22265 130.41128 587.91797 130.53628 587.69141 130.78629 curveto
587.46875 131.04019 587.35742 131.38394 587.35742 131.81754 curveto
587.35742 132.41519 587.56836 132.8937 587.99023 133.25308 curveto
588.41601 133.61636 588.98047 133.798 589.68359 133.798 curveto
589.92383 133.798 lineto
589.92383 132.72574 lineto
590.36914 134.87613 moveto
586.625 134.87613 lineto
586.625 133.798 lineto
587.62109 133.798 lineto
587.22266 133.55191 586.92773 133.24527 586.73633 132.87808 curveto
586.54883 132.51089 586.45508 132.06167 586.45508 131.53043 curveto
586.45508 130.85855 586.64258 130.32339 587.01758 129.92496 curveto
587.39648 129.53043 587.90234 129.33316 588.53516 129.33316 curveto
589.27343 129.33316 589.83007 129.57925 590.20508 130.07144 curveto
590.58007 130.56753 590.76757 131.30581 590.76758 132.28629 curveto
590.76758 133.798 lineto
590.87305 133.798 lineto
591.36914 133.798 591.75195 133.63394 592.02148 133.30582 curveto
592.29492 132.98159 592.43163 132.52456 592.43164 131.93472 curveto
592.43163 131.55972 592.38671 131.19449 592.29687 130.83902 curveto
592.20703 130.48355 592.07226 130.14175 591.89258 129.81363 curveto
592.88867 129.81363 lineto
593.04101 130.20816 593.15429 130.59097 593.22852 130.96207 curveto
593.30663 131.33316 593.3457 131.69449 593.3457 132.04605 curveto
593.3457 132.99527 593.0996 133.70425 592.60742 134.173 curveto
592.11523 134.64175 591.36914 134.87612 590.36914 134.87613 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
590.58594 142.58121 moveto
586.625 142.58121 lineto
586.625 141.50308 lineto
590.55078 141.50308 lineto
591.17187 141.50308 591.63671 141.38198 591.94531 141.1398 curveto
592.2539 140.89761 592.4082 140.53433 592.4082 140.04996 curveto
592.4082 139.46792 592.22265 139.00894 591.85156 138.673 curveto
591.48046 138.33706 590.9746 138.1691 590.33398 138.1691 curveto
586.625 138.1691 lineto
586.625 137.08511 lineto
593.1875 137.08511 lineto
593.1875 138.1691 lineto
592.16797 138.1691 lineto
592.56249 138.42691 592.85742 138.72964 593.05273 139.0773 curveto
593.24804 139.42886 593.3457 139.83316 593.3457 140.29019 curveto
593.3457 141.04409 593.11132 141.61441 592.64258 142.00113 curveto
592.17773 142.38784 591.49218 142.5812 590.58594 142.58121 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
592.19141 149.06168 moveto
595.74219 149.06168 lineto
595.74219 150.1398 lineto
586.625 150.1398 lineto
586.625 149.06168 lineto
587.60937 149.06168 lineto
587.21875 148.83511 586.92773 148.548 586.73633 148.20035 curveto
586.54883 147.85659 586.45508 147.44253 586.45508 146.95816 curveto
586.45508 146.16519 586.77148 145.51871 587.4043 145.01871 curveto
588.03711 144.52261 588.86914 144.27457 589.90039 144.27457 curveto
590.93164 144.27457 591.76367 144.52261 592.39648 145.01871 curveto
593.02929 145.51871 593.3457 146.16519 593.3457 146.95816 curveto
593.3457 147.44253 593.24999 147.85659 593.05859 148.20035 curveto
592.87109 148.548 592.58203 148.83511 592.19141 149.06168 curveto
589.90039 145.38785 moveto
589.10742 145.38785 588.48437 145.54996 588.03125 145.87418 curveto
587.58203 146.2023 587.35742 146.65152 587.35742 147.22183 curveto
587.35742 147.79214 587.58203 148.24136 588.03125 148.56949 curveto
588.48437 148.89761 589.10742 149.06167 589.90039 149.06168 curveto
590.69336 149.06167 591.31445 148.89761 591.76367 148.56949 curveto
592.21679 148.24136 592.44335 147.79214 592.44336 147.22183 curveto
592.44335 146.65152 592.21679 146.2023 591.76367 145.87418 curveto
591.31445 145.54996 590.69336 145.38785 589.90039 145.38785 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
593.1875 152.3605 moveto
593.1875 153.43863 lineto
586.625 153.43863 lineto
586.625 152.3605 lineto
593.1875 152.3605 lineto
595.74219 152.3605 moveto
595.74219 153.43863 lineto
594.37695 153.43863 lineto
594.37695 152.3605 lineto
595.74219 152.3605 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
590.58594 161.14371 moveto
586.625 161.14371 lineto
586.625 160.06558 lineto
590.55078 160.06558 lineto
591.17187 160.06558 591.63671 159.94448 591.94531 159.7023 curveto
592.2539 159.46011 592.4082 159.09683 592.4082 158.61246 curveto
592.4082 158.03042 592.22265 157.57144 591.85156 157.2355 curveto
591.48046 156.89956 590.9746 156.7316 590.33398 156.7316 curveto
586.625 156.7316 lineto
586.625 155.64761 lineto
593.1875 155.64761 lineto
593.1875 156.7316 lineto
592.16797 156.7316 lineto
592.56249 156.98941 592.85742 157.29214 593.05273 157.6398 curveto
593.24804 157.99136 593.3457 158.39566 593.3457 158.85269 curveto
593.3457 159.60659 593.11132 160.17691 592.64258 160.56363 curveto
592.17773 160.95034 591.49218 161.1437 590.58594 161.14371 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
589.98242 167.62418 moveto
590.76367 167.62417 591.36914 167.46206 591.79883 167.13785 curveto
592.22851 166.81753 592.44335 166.36636 592.44336 165.78433 curveto
592.44335 165.2062 592.22851 164.75503 591.79883 164.43082 curveto
591.36914 164.1105 590.76367 163.95035 589.98242 163.95035 curveto
589.20508 163.95035 588.60156 164.1105 588.17187 164.43082 curveto
587.74219 164.75503 587.52734 165.2062 587.52734 165.78433 curveto
587.52734 166.36636 587.74219 166.81753 588.17187 167.13785 curveto
588.60156 167.46206 589.20508 167.62417 589.98242 167.62418 curveto
587.43945 168.7023 moveto
586.32227 168.70229 585.49219 168.45425 584.94922 167.95816 curveto
584.40235 167.46206 584.12891 166.7023 584.12891 165.67886 curveto
584.12891 165.29995 584.15821 164.94253 584.2168 164.6066 curveto
584.27149 164.27066 584.35742 163.94449 584.47461 163.62808 curveto
585.52344 163.62808 lineto
585.35156 163.94449 585.22461 164.25699 585.14258 164.56558 curveto
585.06055 164.87417 585.01953 165.18863 585.01953 165.50894 curveto
585.01953 166.21597 585.20508 166.74527 585.57617 167.09683 curveto
585.94336 167.44839 586.5 167.62417 587.24609 167.62418 curveto
587.7793 167.62418 lineto
587.39258 167.40151 587.10351 167.11636 586.91211 166.76871 curveto
586.7207 166.42105 586.625 166.00503 586.625 165.52066 curveto
586.625 164.71597 586.93164 164.06753 587.54492 163.57535 curveto
588.1582 163.08316 588.9707 162.83707 589.98242 162.83707 curveto
590.99804 162.83707 591.81249 163.08316 592.42578 163.57535 curveto
593.03906 164.06753 593.3457 164.71597 593.3457 165.52066 curveto
593.3457 166.00503 593.24999 166.42105 593.05859 166.76871 curveto
592.86718 167.11636 592.57812 167.40151 592.19141 167.62418 curveto
593.1875 167.62418 lineto
593.1875 168.7023 lineto
587.43945 168.7023 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
595.73047 170.75308 moveto
595.73047 171.69058 lineto
594.80859 172.27652 593.90624 172.71402 593.02344 173.00308 curveto
592.14062 173.29605 591.26367 173.44253 590.39258 173.44254 curveto
589.51758 173.44253 588.63672 173.29605 587.75 173.00308 curveto
586.86328 172.71402 585.96094 172.27652 585.04297 171.69058 curveto
585.04297 170.75308 lineto
585.9375 171.27261 586.82617 171.65933 587.70898 171.91324 curveto
588.5957 172.17105 589.49023 172.29995 590.39258 172.29996 curveto
591.29492 172.29995 592.18554 172.17105 593.06445 171.91324 curveto
593.94335 171.65933 594.83202 171.27261 595.73047 170.75308 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
595.37305 178.27652 moveto
595.37305 179.548 lineto
591.77539 181.97379 lineto
595.37305 184.38199 lineto
595.37305 185.65347 lineto
590.79102 182.55972 lineto
586.625 182.55972 lineto
586.625 181.37027 lineto
590.79102 181.37027 lineto
595.37305 178.27652 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
592.43164 189.30972 moveto
592.43163 188.7316 592.20507 188.27456 591.75195 187.93863 curveto
591.30273 187.60269 590.68554 187.43472 589.90039 187.43472 curveto
589.11523 187.43472 588.49609 187.60074 588.04297 187.93277 curveto
587.59375 188.2687 587.36914 188.72769 587.36914 189.30972 curveto
587.36914 189.88394 587.5957 190.33902 588.04883 190.67496 curveto
588.50195 191.01089 589.11914 191.17886 589.90039 191.17886 curveto
590.67773 191.17886 591.29296 191.01089 591.74609 190.67496 curveto
592.20312 190.33902 592.43163 189.88394 592.43164 189.30972 curveto
593.3457 189.30972 moveto
593.3457 190.24722 593.04101 190.98355 592.43164 191.51871 curveto
591.82226 192.05386 590.97851 192.32144 589.90039 192.32144 curveto
588.82617 192.32144 587.98242 192.05386 587.36914 191.51871 curveto
586.75977 190.98355 586.45508 190.24722 586.45508 189.30972 curveto
586.45508 188.36831 586.75977 187.63003 587.36914 187.09488 curveto
587.98242 186.56363 588.82617 186.298 589.90039 186.298 curveto
590.97851 186.298 591.82226 186.56363 592.43164 187.09488 curveto
593.04101 187.63003 593.3457 188.36831 593.3457 189.30972 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
589.21484 193.99136 moveto
593.1875 193.99136 lineto
593.1875 195.06949 lineto
589.25586 195.06949 lineto
588.63476 195.06949 588.16797 195.19058 587.85547 195.43277 curveto
587.54687 195.67495 587.39258 196.03824 587.39258 196.52261 curveto
587.39258 197.10464 587.57812 197.56362 587.94922 197.89957 curveto
588.32031 198.23941 588.82617 198.40933 589.4668 198.40933 curveto
593.1875 198.40933 lineto
593.1875 199.48746 lineto
586.625 199.48746 lineto
586.625 198.40933 lineto
587.63281 198.40933 lineto
587.23437 198.14761 586.9375 197.84292 586.74219 197.49527 curveto
586.55078 197.15152 586.45508 196.75113 586.45508 196.2941 curveto
586.45508 195.54019 586.68945 194.96792 587.1582 194.5773 curveto
587.62695 194.18667 588.3125 193.99136 589.21484 193.99136 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
590.58594 207.17496 moveto
586.625 207.17496 lineto
586.625 206.09683 lineto
590.55078 206.09683 lineto
591.17187 206.09683 591.63671 205.97573 591.94531 205.73355 curveto
592.2539 205.49136 592.4082 205.12808 592.4082 204.64371 curveto
592.4082 204.06167 592.22265 203.60269 591.85156 203.26675 curveto
591.48046 202.93081 590.9746 202.76285 590.33398 202.76285 curveto
586.625 202.76285 lineto
586.625 201.67886 lineto
593.1875 201.67886 lineto
593.1875 202.76285 lineto
592.16797 202.76285 lineto
592.56249 203.02066 592.85742 203.32339 593.05273 203.67105 curveto
593.24804 204.02261 593.3457 204.42691 593.3457 204.88394 curveto
593.3457 205.63784 593.11132 206.20816 592.64258 206.59488 curveto
592.17773 206.98159 591.49218 207.17495 590.58594 207.17496 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
589.98242 213.65543 moveto
590.76367 213.65542 591.36914 213.49331 591.79883 213.1691 curveto
592.22851 212.84878 592.44335 212.39761 592.44336 211.81558 curveto
592.44335 211.23745 592.22851 210.78628 591.79883 210.46207 curveto
591.36914 210.14175 590.76367 209.9816 589.98242 209.9816 curveto
589.20508 209.9816 588.60156 210.14175 588.17187 210.46207 curveto
587.74219 210.78628 587.52734 211.23745 587.52734 211.81558 curveto
587.52734 212.39761 587.74219 212.84878 588.17187 213.1691 curveto
588.60156 213.49331 589.20508 213.65542 589.98242 213.65543 curveto
587.43945 214.73355 moveto
586.32227 214.73354 585.49219 214.4855 584.94922 213.98941 curveto
584.40235 213.49331 584.12891 212.73355 584.12891 211.71011 curveto
584.12891 211.3312 584.15821 210.97378 584.2168 210.63785 curveto
584.27149 210.30191 584.35742 209.97574 584.47461 209.65933 curveto
585.52344 209.65933 lineto
585.35156 209.97574 585.22461 210.28824 585.14258 210.59683 curveto
585.06055 210.90542 585.01953 211.21988 585.01953 211.54019 curveto
585.01953 212.24722 585.20508 212.77652 585.57617 213.12808 curveto
585.94336 213.47964 586.5 213.65542 587.24609 213.65543 curveto
587.7793 213.65543 lineto
587.39258 213.43276 587.10351 213.14761 586.91211 212.79996 curveto
586.7207 212.4523 586.625 212.03628 586.625 211.55191 curveto
586.625 210.74722 586.93164 210.09878 587.54492 209.6066 curveto
588.1582 209.11441 588.9707 208.86832 589.98242 208.86832 curveto
590.99804 208.86832 591.81249 209.11441 592.42578 209.6066 curveto
593.03906 210.09878 593.3457 210.74722 593.3457 211.55191 curveto
593.3457 212.03628 593.24999 212.4523 593.05859 212.79996 curveto
592.86718 213.14761 592.57812 213.43276 592.19141 213.65543 curveto
593.1875 213.65543 lineto
593.1875 214.73355 lineto
587.43945 214.73355 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
590.39258 216.40933 moveto
590.39258 219.56754 lineto
589.43164 219.56754 lineto
589.43164 216.40933 lineto
590.39258 216.40933 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
595.05078 222.3566 moveto
593.1875 222.3566 lineto
593.1875 224.5773 lineto
592.34961 224.5773 lineto
592.34961 222.3566 lineto
588.78711 222.3566 lineto
588.25195 222.3566 587.9082 222.42886 587.75586 222.57339 curveto
587.60351 222.72183 587.52734 223.02066 587.52734 223.46988 curveto
587.52734 224.5773 lineto
586.625 224.5773 lineto
586.625 223.46988 lineto
586.625 222.63785 586.7793 222.06363 587.08789 221.74722 curveto
587.40039 221.43082 587.9668 221.27261 588.78711 221.27261 curveto
592.34961 221.27261 lineto
592.34961 220.4816 lineto
593.1875 220.4816 lineto
593.1875 221.27261 lineto
595.05078 221.27261 lineto
595.05078 222.3566 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
592.43164 228.5441 moveto
592.43163 227.96597 592.20507 227.50894 591.75195 227.173 curveto
591.30273 226.83706 590.68554 226.6691 589.90039 226.6691 curveto
589.11523 226.6691 588.49609 226.83511 588.04297 227.16714 curveto
587.59375 227.50308 587.36914 227.96206 587.36914 228.5441 curveto
587.36914 229.11831 587.5957 229.57339 588.04883 229.90933 curveto
588.50195 230.24526 589.11914 230.41323 589.90039 230.41324 curveto
590.67773 230.41323 591.29296 230.24526 591.74609 229.90933 curveto
592.20312 229.57339 592.43163 229.11831 592.43164 228.5441 curveto
593.3457 228.5441 moveto
593.3457 229.48159 593.04101 230.21792 592.43164 230.75308 curveto
591.82226 231.28823 590.97851 231.55581 589.90039 231.55582 curveto
588.82617 231.55581 587.98242 231.28823 587.36914 230.75308 curveto
586.75977 230.21792 586.45508 229.48159 586.45508 228.5441 curveto
586.45508 227.60269 586.75977 226.86441 587.36914 226.32925 curveto
587.98242 225.798 588.82617 225.53238 589.90039 225.53238 curveto
590.97851 225.53238 591.82226 225.798 592.43164 226.32925 curveto
593.04101 226.86441 593.3457 227.60269 593.3457 228.5441 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
593.1875 232.71011 moveto
593.1875 233.78824 lineto
588.06641 235.13589 lineto
593.1875 236.47769 lineto
593.1875 237.74918 lineto
588.06641 239.09683 lineto
593.1875 240.43863 lineto
593.1875 241.51675 lineto
586.625 239.79996 lineto
586.625 238.52847 lineto
592.00391 237.11636 lineto
586.625 235.69839 lineto
586.625 234.42691 lineto
593.1875 232.71011 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
590.17578 248.77066 moveto
589.64844 248.77066 lineto
589.64844 243.81363 lineto
588.90625 243.8605 588.33984 244.08316 587.94922 244.4816 curveto
587.5625 244.88394 587.36914 245.44253 587.36914 246.15738 curveto
587.36914 246.57144 587.41992 246.97183 587.52148 247.35855 curveto
587.62305 247.74917 587.77539 248.13589 587.97852 248.51871 curveto
586.95898 248.51871 lineto
586.79492 248.13198 586.66992 247.7355 586.58398 247.32925 curveto
586.49805 246.923 586.45508 246.51089 586.45508 246.09293 curveto
586.45508 245.04605 586.75977 244.21597 587.36914 243.60269 curveto
587.97851 242.99332 588.80273 242.68863 589.8418 242.68863 curveto
590.91601 242.68863 591.76757 242.97769 592.39648 243.55582 curveto
593.02929 244.13785 593.3457 244.92105 593.3457 245.90543 curveto
593.3457 246.78823 593.06054 247.4855 592.49023 247.99722 curveto
591.92382 248.51284 591.15234 248.77065 590.17578 248.77066 curveto
590.49219 247.69254 moveto
591.08203 247.68472 591.55273 247.5187 591.9043 247.19449 curveto
592.25585 246.87417 592.43163 246.44839 592.43164 245.91715 curveto
592.43163 245.31558 592.26171 244.83316 591.92187 244.46988 curveto
591.58203 244.1105 591.10351 243.90347 590.48633 243.84879 curveto
590.49219 247.69254 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
592.17969 254.31949 moveto
592.24999 254.19839 592.30078 254.06558 592.33203 253.92105 curveto
592.36718 253.78042 592.38476 253.62417 592.38477 253.4523 curveto
592.38476 252.84292 592.18554 252.37417 591.78711 252.04605 curveto
591.39257 251.72183 590.82421 251.55972 590.08203 251.55972 curveto
586.625 251.55972 lineto
586.625 250.47574 lineto
593.1875 250.47574 lineto
593.1875 251.55972 lineto
592.16797 251.55972 lineto
592.5664 251.78628 592.86132 252.0812 593.05273 252.44449 curveto
593.24804 252.80777 593.3457 253.24917 593.3457 253.76871 curveto
593.3457 253.84292 593.33984 253.92495 593.32812 254.0148 curveto
593.32031 254.10464 593.30663 254.20425 593.28711 254.31363 curveto
592.17969 254.31949 lineto
fill
grestore
gsave [1 0 0 1 -5.656851 1.414212] concat
gsave
0 0 0 setrgbcolor
newpath
640.59766 450.36919 moveto
647.99805 450.36919 lineto
647.99805 451.36529 lineto
644.89258 451.36529 lineto
644.89258 459.11724 lineto
643.70312 459.11724 lineto
643.70312 451.36529 lineto
640.59766 451.36529 lineto
640.59766 450.36919 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
654.57812 455.1563 moveto
654.57812 459.11724 lineto
653.5 459.11724 lineto
653.5 455.19146 lineto
653.49999 454.57037 653.3789 454.10553 653.13672 453.79693 curveto
652.89453 453.48834 652.53125 453.33404 652.04688 453.33404 curveto
651.46484 453.33404 651.00586 453.51959 650.66992 453.89068 curveto
650.33398 454.26178 650.16601 454.76763 650.16602 455.40826 curveto
650.16602 459.11724 lineto
649.08203 459.11724 lineto
649.08203 450.00005 lineto
650.16602 450.00005 lineto
650.16602 453.57427 lineto
650.42383 453.17975 650.72656 452.88482 651.07422 452.68951 curveto
651.42578 452.4942 651.83007 452.39654 652.28711 452.39654 curveto
653.04101 452.39654 653.61132 452.63092 653.99805 453.09966 curveto
654.38476 453.56451 654.57812 454.25006 654.57812 455.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
662.35352 455.56646 moveto
662.35352 456.0938 lineto
657.39648 456.0938 lineto
657.44336 456.83599 657.66601 457.4024 658.06445 457.79302 curveto
658.46679 458.17974 659.02539 458.3731 659.74023 458.3731 curveto
660.15429 458.3731 660.55468 458.32232 660.94141 458.22076 curveto
661.33203 458.11919 661.71874 457.96685 662.10156 457.76372 curveto
662.10156 458.78326 lineto
661.71484 458.94732 661.31835 459.07232 660.91211 459.15826 curveto
660.50585 459.24419 660.09375 459.28716 659.67578 459.28716 curveto
658.6289 459.28716 657.79883 458.98247 657.18555 458.3731 curveto
656.57617 457.76373 656.27148 456.93951 656.27148 455.90044 curveto
656.27148 454.82623 656.56055 453.97467 657.13867 453.34576 curveto
657.7207 452.71295 658.5039 452.39654 659.48828 452.39654 curveto
660.37109 452.39654 661.06835 452.6817 661.58008 453.25201 curveto
662.0957 453.81842 662.35351 454.5899 662.35352 455.56646 curveto
661.27539 455.25005 moveto
661.26757 454.66021 661.10156 454.18951 660.77734 453.83794 curveto
660.45703 453.48639 660.03125 453.31061 659.5 453.3106 curveto
658.89843 453.31061 658.41601 453.48053 658.05273 453.82036 curveto
657.69336 454.16021 657.48633 454.63873 657.43164 455.25591 curveto
661.27539 455.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
611.36523 467.55474 moveto
612.44336 467.55474 lineto
612.44336 474.11724 lineto
611.36523 474.11724 lineto
611.36523 467.55474 lineto
611.36523 465.00005 moveto
612.44336 465.00005 lineto
612.44336 466.36529 lineto
611.36523 466.36529 lineto
611.36523 465.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
619.80273 468.81451 moveto
620.07226 468.33014 620.39452 467.97271 620.76953 467.74224 curveto
621.14452 467.51178 621.58593 467.39654 622.09375 467.39654 curveto
622.77733 467.39654 623.30468 467.63678 623.67578 468.11724 curveto
624.04686 468.59381 624.23241 469.27349 624.23242 470.1563 curveto
624.23242 474.11724 lineto
623.14844 474.11724 lineto
623.14844 470.19146 lineto
623.14843 469.56256 623.0371 469.09576 622.81445 468.79107 curveto
622.59179 468.48639 622.25194 468.33404 621.79492 468.33404 curveto
621.23632 468.33404 620.79491 468.51959 620.4707 468.89068 curveto
620.14648 469.26178 619.98437 469.76763 619.98438 470.40826 curveto
619.98438 474.11724 lineto
618.90039 474.11724 lineto
618.90039 470.19146 lineto
618.90039 469.55865 618.78906 469.09185 618.56641 468.79107 curveto
618.34375 468.48639 618 468.33404 617.53516 468.33404 curveto
616.98437 468.33404 616.54687 468.52154 616.22266 468.89654 curveto
615.89844 469.26764 615.73633 469.77154 615.73633 470.40826 curveto
615.73633 474.11724 lineto
614.65234 474.11724 lineto
614.65234 467.55474 lineto
615.73633 467.55474 lineto
615.73633 468.57427 lineto
615.98242 468.17193 616.27734 467.87506 616.62109 467.68365 curveto
616.96484 467.49225 617.37304 467.39654 617.8457 467.39654 curveto
618.32226 467.39654 618.72656 467.51764 619.05859 467.75982 curveto
619.39453 468.00201 619.64257 468.35357 619.80273 468.81451 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
629.34766 470.81841 moveto
628.47656 470.81842 627.87304 470.91802 627.53711 471.11724 curveto
627.20117 471.31646 627.0332 471.6563 627.0332 472.13677 curveto
627.0332 472.51959 627.1582 472.82427 627.4082 473.05083 curveto
627.66211 473.27349 628.00586 473.38482 628.43945 473.38482 curveto
629.03711 473.38482 629.51562 473.17388 629.875 472.75201 curveto
630.23828 472.32623 630.41992 471.76177 630.41992 471.05865 curveto
630.41992 470.81841 lineto
629.34766 470.81841 lineto
631.49805 470.3731 moveto
631.49805 474.11724 lineto
630.41992 474.11724 lineto
630.41992 473.12115 lineto
630.17382 473.51958 629.86718 473.81451 629.5 474.00591 curveto
629.13281 474.19341 628.68359 474.28716 628.15234 474.28716 curveto
627.48047 474.28716 626.94531 474.09966 626.54688 473.72466 curveto
626.15234 473.34576 625.95508 472.8399 625.95508 472.20708 curveto
625.95508 471.46881 626.20117 470.91217 626.69336 470.53716 curveto
627.18945 470.16217 627.92773 469.97467 628.9082 469.97466 curveto
630.41992 469.97466 lineto
630.41992 469.86919 lineto
630.41992 469.3731 630.25585 468.99029 629.92773 468.72076 curveto
629.60351 468.44732 629.14648 468.31061 628.55664 468.3106 curveto
628.18164 468.31061 627.8164 468.35553 627.46094 468.44536 curveto
627.10547 468.53521 626.76367 468.66998 626.43555 468.84966 curveto
626.43555 467.85357 lineto
626.83008 467.70123 627.21289 467.58795 627.58398 467.51372 curveto
627.95508 467.43561 628.3164 467.39654 628.66797 467.39654 curveto
629.61718 467.39654 630.32617 467.64264 630.79492 468.13482 curveto
631.26367 468.62701 631.49804 469.3731 631.49805 470.3731 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
638.06641 470.75982 moveto
638.0664 469.97857 637.90429 469.3731 637.58008 468.94341 curveto
637.25976 468.51373 636.80859 468.29889 636.22656 468.29888 curveto
635.64843 468.29889 635.19726 468.51373 634.87305 468.94341 curveto
634.55273 469.3731 634.39258 469.97857 634.39258 470.75982 curveto
634.39258 471.53716 634.55273 472.14068 634.87305 472.57036 curveto
635.19726 473.00005 635.64843 473.2149 636.22656 473.2149 curveto
636.80859 473.2149 637.25976 473.00005 637.58008 472.57036 curveto
637.90429 472.14068 638.0664 471.53716 638.06641 470.75982 curveto
639.14453 473.30279 moveto
639.14452 474.41997 638.89648 475.25005 638.40039 475.79302 curveto
637.90429 476.33989 637.14453 476.61333 636.12109 476.61333 curveto
635.74218 476.61333 635.38476 476.58403 635.04883 476.52544 curveto
634.71289 476.47075 634.38672 476.38482 634.07031 476.26763 curveto
634.07031 475.2188 lineto
634.38672 475.39068 634.69922 475.51763 635.00781 475.59966 curveto
635.3164 475.68169 635.63086 475.72271 635.95117 475.72271 curveto
636.6582 475.72271 637.1875 475.53716 637.53906 475.16607 curveto
637.89062 474.79888 638.0664 474.24224 638.06641 473.49615 curveto
638.06641 472.96294 lineto
637.84374 473.34966 637.55859 473.63872 637.21094 473.83013 curveto
636.86328 474.02154 636.44726 474.11724 635.96289 474.11724 curveto
635.1582 474.11724 634.50976 473.8106 634.01758 473.19732 curveto
633.52539 472.58404 633.2793 471.77154 633.2793 470.75982 curveto
633.2793 469.7442 633.52539 468.92975 634.01758 468.31646 curveto
634.50976 467.70318 635.1582 467.39654 635.96289 467.39654 curveto
636.44726 467.39654 636.86328 467.49225 637.21094 467.68365 curveto
637.55859 467.87506 637.84374 468.16412 638.06641 468.55083 curveto
638.06641 467.55474 lineto
639.14453 467.55474 lineto
639.14453 473.30279 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
646.97852 470.56646 moveto
646.97852 471.0938 lineto
642.02148 471.0938 lineto
642.06836 471.83599 642.29101 472.4024 642.68945 472.79302 curveto
643.09179 473.17974 643.65039 473.3731 644.36523 473.3731 curveto
644.77929 473.3731 645.17968 473.32232 645.56641 473.22076 curveto
645.95703 473.11919 646.34374 472.96685 646.72656 472.76372 curveto
646.72656 473.78326 lineto
646.33984 473.94732 645.94335 474.07232 645.53711 474.15826 curveto
645.13085 474.24419 644.71875 474.28716 644.30078 474.28716 curveto
643.2539 474.28716 642.42383 473.98247 641.81055 473.3731 curveto
641.20117 472.76373 640.89648 471.93951 640.89648 470.90044 curveto
640.89648 469.82623 641.18555 468.97467 641.76367 468.34576 curveto
642.3457 467.71295 643.1289 467.39654 644.11328 467.39654 curveto
644.99609 467.39654 645.69335 467.6817 646.20508 468.25201 curveto
646.7207 468.81842 646.97851 469.5899 646.97852 470.56646 curveto
645.90039 470.25005 moveto
645.89257 469.66021 645.72656 469.18951 645.40234 468.83794 curveto
645.08203 468.48639 644.65625 468.31061 644.125 468.3106 curveto
643.52343 468.31061 643.04101 468.48053 642.67773 468.82036 curveto
642.31836 469.16021 642.11133 469.63873 642.05664 470.25591 curveto
645.90039 470.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
655.08789 468.3106 moveto
654.50976 468.31061 654.05273 468.53717 653.7168 468.99029 curveto
653.38086 469.43951 653.21289 470.0567 653.21289 470.84185 curveto
653.21289 471.62701 653.3789 472.24615 653.71094 472.69927 curveto
654.04687 473.14849 654.50586 473.3731 655.08789 473.3731 curveto
655.66211 473.3731 656.11718 473.14654 656.45312 472.69341 curveto
656.78906 472.24029 656.95703 471.6231 656.95703 470.84185 curveto
656.95703 470.06451 656.78906 469.44928 656.45312 468.99615 curveto
656.11718 468.53912 655.66211 468.31061 655.08789 468.3106 curveto
655.08789 467.39654 moveto
656.02539 467.39654 656.76171 467.70123 657.29688 468.3106 curveto
657.83202 468.91998 658.0996 469.76373 658.09961 470.84185 curveto
658.0996 471.91607 657.83202 472.75982 657.29688 473.3731 curveto
656.76171 473.98247 656.02539 474.28716 655.08789 474.28716 curveto
654.14648 474.28716 653.4082 473.98247 652.87305 473.3731 curveto
652.3418 472.75982 652.07617 471.91607 652.07617 470.84185 curveto
652.07617 469.76373 652.3418 468.91998 652.87305 468.3106 curveto
653.4082 467.70123 654.14648 467.39654 655.08789 467.39654 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
663.20312 465.00005 moveto
663.20312 465.89654 lineto
662.17188 465.89654 lineto
661.78515 465.89655 661.51562 465.97467 661.36328 466.13091 curveto
661.21484 466.28717 661.14062 466.56842 661.14062 466.97466 curveto
661.14062 467.55474 lineto
662.91602 467.55474 lineto
662.91602 468.39263 lineto
661.14062 468.39263 lineto
661.14062 474.11724 lineto
660.05664 474.11724 lineto
660.05664 468.39263 lineto
659.02539 468.39263 lineto
659.02539 467.55474 lineto
660.05664 467.55474 lineto
660.05664 467.09771 lineto
660.05664 466.36725 660.22656 465.836 660.56641 465.50396 curveto
660.90625 465.16803 661.44531 465.00006 662.18359 465.00005 curveto
663.20312 465.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
597.45508 480.69146 moveto
597.45508 482.55474 lineto
599.67578 482.55474 lineto
599.67578 483.39263 lineto
597.45508 483.39263 lineto
597.45508 486.95513 lineto
597.45508 487.49029 597.52734 487.83404 597.67188 487.98638 curveto
597.82031 488.13873 598.11914 488.2149 598.56836 488.2149 curveto
599.67578 488.2149 lineto
599.67578 489.11724 lineto
598.56836 489.11724 lineto
597.73633 489.11724 597.16211 488.96294 596.8457 488.65435 curveto
596.5293 488.34185 596.37109 487.77544 596.37109 486.95513 curveto
596.37109 483.39263 lineto
595.58008 483.39263 lineto
595.58008 482.55474 lineto
596.37109 482.55474 lineto
596.37109 480.69146 lineto
597.45508 480.69146 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
606.55469 485.1563 moveto
606.55469 489.11724 lineto
605.47656 489.11724 lineto
605.47656 485.19146 lineto
605.47656 484.57037 605.35546 484.10553 605.11328 483.79693 curveto
604.87109 483.48834 604.50781 483.33404 604.02344 483.33404 curveto
603.4414 483.33404 602.98242 483.51959 602.64648 483.89068 curveto
602.31054 484.26178 602.14258 484.76763 602.14258 485.40826 curveto
602.14258 489.11724 lineto
601.05859 489.11724 lineto
601.05859 480.00005 lineto
602.14258 480.00005 lineto
602.14258 483.57427 lineto
602.40039 483.17975 602.70312 482.88482 603.05078 482.68951 curveto
603.40234 482.4942 603.80664 482.39654 604.26367 482.39654 curveto
605.01757 482.39654 605.58789 482.63092 605.97461 483.09966 curveto
606.36132 483.56451 606.55468 484.25006 606.55469 485.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
614.33008 485.56646 moveto
614.33008 486.0938 lineto
609.37305 486.0938 lineto
609.41992 486.83599 609.64258 487.4024 610.04102 487.79302 curveto
610.44336 488.17974 611.00195 488.3731 611.7168 488.3731 curveto
612.13085 488.3731 612.53125 488.32232 612.91797 488.22076 curveto
613.30859 488.11919 613.69531 487.96685 614.07812 487.76372 curveto
614.07812 488.78326 lineto
613.6914 488.94732 613.29492 489.07232 612.88867 489.15826 curveto
612.48242 489.24419 612.07031 489.28716 611.65234 489.28716 curveto
610.60547 489.28716 609.77539 488.98247 609.16211 488.3731 curveto
608.55273 487.76373 608.24805 486.93951 608.24805 485.90044 curveto
608.24805 484.82623 608.53711 483.97467 609.11523 483.34576 curveto
609.69726 482.71295 610.48047 482.39654 611.46484 482.39654 curveto
612.34765 482.39654 613.04492 482.6817 613.55664 483.25201 curveto
614.07226 483.81842 614.33007 484.5899 614.33008 485.56646 curveto
613.25195 485.25005 moveto
613.24413 484.66021 613.07812 484.18951 612.75391 483.83794 curveto
612.43359 483.48639 612.00781 483.31061 611.47656 483.3106 curveto
610.875 483.31061 610.39258 483.48053 610.0293 483.82036 curveto
609.66992 484.16021 609.46289 484.63873 609.4082 485.25591 curveto
613.25195 485.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
619.89648 480.00005 moveto
620.97461 480.00005 lineto
620.97461 489.11724 lineto
619.89648 489.11724 lineto
619.89648 480.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
625.76758 483.3106 moveto
625.18945 483.31061 624.73242 483.53717 624.39648 483.99029 curveto
624.06054 484.43951 623.89258 485.0567 623.89258 485.84185 curveto
623.89258 486.62701 624.05859 487.24615 624.39062 487.69927 curveto
624.72656 488.14849 625.18554 488.3731 625.76758 488.3731 curveto
626.34179 488.3731 626.79687 488.14654 627.13281 487.69341 curveto
627.46874 487.24029 627.63671 486.6231 627.63672 485.84185 curveto
627.63671 485.06451 627.46874 484.44928 627.13281 483.99615 curveto
626.79687 483.53912 626.34179 483.31061 625.76758 483.3106 curveto
625.76758 482.39654 moveto
626.70507 482.39654 627.4414 482.70123 627.97656 483.3106 curveto
628.51171 483.91998 628.77929 484.76373 628.7793 485.84185 curveto
628.77929 486.91607 628.51171 487.75982 627.97656 488.3731 curveto
627.4414 488.98247 626.70507 489.28716 625.76758 489.28716 curveto
624.82617 489.28716 624.08789 488.98247 623.55273 488.3731 curveto
623.02148 487.75982 622.75586 486.91607 622.75586 485.84185 curveto
622.75586 484.76373 623.02148 483.91998 623.55273 483.3106 curveto
624.08789 482.70123 624.82617 482.39654 625.76758 482.39654 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
629.93359 482.55474 moveto
631.01172 482.55474 lineto
632.35938 487.67583 lineto
633.70117 482.55474 lineto
634.97266 482.55474 lineto
636.32031 487.67583 lineto
637.66211 482.55474 lineto
638.74023 482.55474 lineto
637.02344 489.11724 lineto
635.75195 489.11724 lineto
634.33984 483.73833 lineto
632.92188 489.11724 lineto
631.65039 489.11724 lineto
629.93359 482.55474 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
645.99414 485.56646 moveto
645.99414 486.0938 lineto
641.03711 486.0938 lineto
641.08398 486.83599 641.30664 487.4024 641.70508 487.79302 curveto
642.10742 488.17974 642.66601 488.3731 643.38086 488.3731 curveto
643.79492 488.3731 644.19531 488.32232 644.58203 488.22076 curveto
644.97265 488.11919 645.35937 487.96685 645.74219 487.76372 curveto
645.74219 488.78326 lineto
645.35546 488.94732 644.95898 489.07232 644.55273 489.15826 curveto
644.14648 489.24419 643.73437 489.28716 643.31641 489.28716 curveto
642.26953 489.28716 641.43945 488.98247 640.82617 488.3731 curveto
640.2168 487.76373 639.91211 486.93951 639.91211 485.90044 curveto
639.91211 484.82623 640.20117 483.97467 640.7793 483.34576 curveto
641.36133 482.71295 642.14453 482.39654 643.12891 482.39654 curveto
644.01171 482.39654 644.70898 482.6817 645.2207 483.25201 curveto
645.73632 483.81842 645.99413 484.5899 645.99414 485.56646 curveto
644.91602 485.25005 moveto
644.9082 484.66021 644.74218 484.18951 644.41797 483.83794 curveto
644.09765 483.48639 643.67187 483.31061 643.14062 483.3106 curveto
642.53906 483.31061 642.05664 483.48053 641.69336 483.82036 curveto
641.33398 484.16021 641.12695 484.63873 641.07227 485.25591 curveto
644.91602 485.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
651.54297 483.56255 moveto
651.42187 483.49225 651.28906 483.44146 651.14453 483.41021 curveto
651.0039 483.37506 650.84765 483.35748 650.67578 483.35747 curveto
650.0664 483.35748 649.59765 483.5567 649.26953 483.95513 curveto
648.94531 484.34967 648.7832 484.91803 648.7832 485.66021 curveto
648.7832 489.11724 lineto
647.69922 489.11724 lineto
647.69922 482.55474 lineto
648.7832 482.55474 lineto
648.7832 483.57427 lineto
649.00976 483.17584 649.30468 482.88092 649.66797 482.68951 curveto
650.03125 482.4942 650.47265 482.39654 650.99219 482.39654 curveto
651.0664 482.39654 651.14843 482.4024 651.23828 482.41411 curveto
651.32812 482.42193 651.42773 482.43561 651.53711 482.45513 curveto
651.54297 483.56255 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
657.6543 488.12115 moveto
661.78516 488.12115 lineto
661.78516 489.11724 lineto
656.23047 489.11724 lineto
656.23047 488.12115 lineto
656.67969 487.6563 657.29101 487.03326 658.06445 486.25201 curveto
658.84179 485.46685 659.33007 484.96099 659.5293 484.73443 curveto
659.9082 484.30865 660.17187 483.94928 660.32031 483.6563 curveto
660.47265 483.35943 660.54882 483.06842 660.54883 482.78326 curveto
660.54882 482.31842 660.38476 481.93951 660.05664 481.64654 curveto
659.73242 481.35358 659.30859 481.20709 658.78516 481.20708 curveto
658.41406 481.20709 658.02148 481.27154 657.60742 481.40044 curveto
657.19726 481.52936 656.75781 481.72467 656.28906 481.98638 curveto
656.28906 480.79107 lineto
656.76562 480.59967 657.21094 480.45514 657.625 480.35747 curveto
658.03906 480.25983 658.41797 480.211 658.76172 480.21099 curveto
659.66796 480.211 660.39062 480.43756 660.92969 480.89068 curveto
661.46874 481.34381 661.73827 481.94928 661.73828 482.70708 curveto
661.73827 483.06646 661.66992 483.40826 661.5332 483.73247 curveto
661.40038 484.05279 661.15624 484.4317 660.80078 484.86919 curveto
660.70312 484.98248 660.39257 485.3106 659.86914 485.85357 curveto
659.3457 486.39263 658.60742 487.14849 657.6543 488.12115 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
590.50586 495.00005 moveto
591.58398 495.00005 lineto
591.58398 504.11724 lineto
590.50586 504.11724 lineto
590.50586 495.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
599.44727 500.56646 moveto
599.44727 501.0938 lineto
594.49023 501.0938 lineto
594.53711 501.83599 594.75976 502.4024 595.1582 502.79302 curveto
595.56054 503.17974 596.11914 503.3731 596.83398 503.3731 curveto
597.24804 503.3731 597.64843 503.32232 598.03516 503.22076 curveto
598.42578 503.11919 598.81249 502.96685 599.19531 502.76372 curveto
599.19531 503.78326 lineto
598.80859 503.94732 598.4121 504.07232 598.00586 504.15826 curveto
597.5996 504.24419 597.1875 504.28716 596.76953 504.28716 curveto
595.72265 504.28716 594.89258 503.98247 594.2793 503.3731 curveto
593.66992 502.76373 593.36523 501.93951 593.36523 500.90044 curveto
593.36523 499.82623 593.6543 498.97467 594.23242 498.34576 curveto
594.81445 497.71295 595.59765 497.39654 596.58203 497.39654 curveto
597.46484 497.39654 598.1621 497.6817 598.67383 498.25201 curveto
599.18945 498.81842 599.44726 499.5899 599.44727 500.56646 curveto
598.36914 500.25005 moveto
598.36132 499.66021 598.19531 499.18951 597.87109 498.83794 curveto
597.55078 498.48639 597.125 498.31061 596.59375 498.3106 curveto
595.99218 498.31061 595.50976 498.48053 595.14648 498.82036 curveto
594.78711 499.16021 594.58008 499.63873 594.52539 500.25591 curveto
598.36914 500.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
600.41992 497.55474 moveto
601.5625 497.55474 lineto
603.61328 503.06255 lineto
605.66406 497.55474 lineto
606.80664 497.55474 lineto
604.3457 504.11724 lineto
602.88086 504.11724 lineto
600.41992 497.55474 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
613.9082 500.56646 moveto
613.9082 501.0938 lineto
608.95117 501.0938 lineto
608.99805 501.83599 609.2207 502.4024 609.61914 502.79302 curveto
610.02148 503.17974 610.58007 503.3731 611.29492 503.3731 curveto
611.70898 503.3731 612.10937 503.32232 612.49609 503.22076 curveto
612.88671 503.11919 613.27343 502.96685 613.65625 502.76372 curveto
613.65625 503.78326 lineto
613.26953 503.94732 612.87304 504.07232 612.4668 504.15826 curveto
612.06054 504.24419 611.64843 504.28716 611.23047 504.28716 curveto
610.18359 504.28716 609.35351 503.98247 608.74023 503.3731 curveto
608.13086 502.76373 607.82617 501.93951 607.82617 500.90044 curveto
607.82617 499.82623 608.11523 498.97467 608.69336 498.34576 curveto
609.27539 497.71295 610.05859 497.39654 611.04297 497.39654 curveto
611.92578 497.39654 612.62304 497.6817 613.13477 498.25201 curveto
613.65038 498.81842 613.9082 499.5899 613.9082 500.56646 curveto
612.83008 500.25005 moveto
612.82226 499.66021 612.65624 499.18951 612.33203 498.83794 curveto
612.01171 498.48639 611.58593 498.31061 611.05469 498.3106 curveto
610.45312 498.31061 609.9707 498.48053 609.60742 498.82036 curveto
609.24804 499.16021 609.04101 499.63873 608.98633 500.25591 curveto
612.83008 500.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
615.6543 495.00005 moveto
616.73242 495.00005 lineto
616.73242 504.11724 lineto
615.6543 504.11724 lineto
615.6543 495.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
623.16602 497.7481 moveto
623.16602 498.76763 lineto
622.86132 498.61139 622.54492 498.4942 622.2168 498.41607 curveto
621.88867 498.33795 621.54882 498.29889 621.19727 498.29888 curveto
620.66211 498.29889 620.25976 498.38092 619.99023 498.54497 curveto
619.72461 498.70904 619.5918 498.95514 619.5918 499.28326 curveto
619.5918 499.53326 619.6875 499.73053 619.87891 499.87505 curveto
620.07031 500.01568 620.45508 500.15045 621.0332 500.27935 curveto
621.40234 500.36138 lineto
622.16796 500.52545 622.71093 500.75787 623.03125 501.05865 curveto
623.35546 501.35552 623.51757 501.77154 623.51758 502.30669 curveto
623.51757 502.91607 623.27539 503.39849 622.79102 503.75396 curveto
622.31054 504.10943 621.64843 504.28716 620.80469 504.28716 curveto
620.45312 504.28716 620.08594 504.25201 619.70312 504.18169 curveto
619.32422 504.11529 618.92383 504.01372 618.50195 503.87701 curveto
618.50195 502.76372 lineto
618.90039 502.97076 619.29297 503.12701 619.67969 503.23247 curveto
620.0664 503.33404 620.44922 503.38482 620.82812 503.38482 curveto
621.33593 503.38482 621.72656 503.29888 622 503.12701 curveto
622.27343 502.95123 622.41015 502.70513 622.41016 502.38872 curveto
622.41015 502.09576 622.31054 501.87115 622.11133 501.7149 curveto
621.91601 501.55865 621.48437 501.40826 620.81641 501.26372 curveto
620.44141 501.17583 lineto
619.77344 501.03521 619.29101 500.82037 618.99414 500.5313 curveto
618.69726 500.23834 618.54883 499.83795 618.54883 499.33013 curveto
618.54883 498.71295 618.76758 498.23639 619.20508 497.90044 curveto
619.64258 497.56451 620.26367 497.39654 621.06836 497.39654 curveto
621.46679 497.39654 621.84179 497.42584 622.19336 497.48443 curveto
622.54492 497.54303 622.86914 497.63092 623.16602 497.7481 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
631.58008 498.3106 moveto
631.00195 498.31061 630.54492 498.53717 630.20898 498.99029 curveto
629.87304 499.43951 629.70508 500.0567 629.70508 500.84185 curveto
629.70508 501.62701 629.87109 502.24615 630.20312 502.69927 curveto
630.53906 503.14849 630.99804 503.3731 631.58008 503.3731 curveto
632.15429 503.3731 632.60937 503.14654 632.94531 502.69341 curveto
633.28124 502.24029 633.44921 501.6231 633.44922 500.84185 curveto
633.44921 500.06451 633.28124 499.44928 632.94531 498.99615 curveto
632.60937 498.53912 632.15429 498.31061 631.58008 498.3106 curveto
631.58008 497.39654 moveto
632.51757 497.39654 633.2539 497.70123 633.78906 498.3106 curveto
634.32421 498.91998 634.59179 499.76373 634.5918 500.84185 curveto
634.59179 501.91607 634.32421 502.75982 633.78906 503.3731 curveto
633.2539 503.98247 632.51757 504.28716 631.58008 504.28716 curveto
630.63867 504.28716 629.90039 503.98247 629.36523 503.3731 curveto
628.83398 502.75982 628.56836 501.91607 628.56836 500.84185 curveto
628.56836 499.76373 628.83398 498.91998 629.36523 498.3106 curveto
629.90039 497.70123 630.63867 497.39654 631.58008 497.39654 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
639.69531 495.00005 moveto
639.69531 495.89654 lineto
638.66406 495.89654 lineto
638.27734 495.89655 638.00781 495.97467 637.85547 496.13091 curveto
637.70703 496.28717 637.63281 496.56842 637.63281 496.97466 curveto
637.63281 497.55474 lineto
639.4082 497.55474 lineto
639.4082 498.39263 lineto
637.63281 498.39263 lineto
637.63281 504.11724 lineto
636.54883 504.11724 lineto
636.54883 498.39263 lineto
635.51758 498.39263 lineto
635.51758 497.55474 lineto
636.54883 497.55474 lineto
636.54883 497.09771 lineto
636.54883 496.36725 636.71875 495.836 637.05859 495.50396 curveto
637.39844 495.16803 637.9375 495.00006 638.67578 495.00005 curveto
639.69531 495.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
645.47852 495.69146 moveto
645.47852 497.55474 lineto
647.69922 497.55474 lineto
647.69922 498.39263 lineto
645.47852 498.39263 lineto
645.47852 501.95513 lineto
645.47851 502.49029 645.55078 502.83404 645.69531 502.98638 curveto
645.84375 503.13873 646.14258 503.2149 646.5918 503.2149 curveto
647.69922 503.2149 lineto
647.69922 504.11724 lineto
646.5918 504.11724 lineto
645.75976 504.11724 645.18554 503.96294 644.86914 503.65435 curveto
644.55273 503.34185 644.39453 502.77544 644.39453 501.95513 curveto
644.39453 498.39263 lineto
643.60352 498.39263 lineto
643.60352 497.55474 lineto
644.39453 497.55474 lineto
644.39453 495.69146 lineto
645.47852 495.69146 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
654.57812 500.1563 moveto
654.57812 504.11724 lineto
653.5 504.11724 lineto
653.5 500.19146 lineto
653.49999 499.57037 653.3789 499.10553 653.13672 498.79693 curveto
652.89453 498.48834 652.53125 498.33404 652.04688 498.33404 curveto
651.46484 498.33404 651.00586 498.51959 650.66992 498.89068 curveto
650.33398 499.26178 650.16601 499.76763 650.16602 500.40826 curveto
650.16602 504.11724 lineto
649.08203 504.11724 lineto
649.08203 495.00005 lineto
650.16602 495.00005 lineto
650.16602 498.57427 lineto
650.42383 498.17975 650.72656 497.88482 651.07422 497.68951 curveto
651.42578 497.4942 651.83007 497.39654 652.28711 497.39654 curveto
653.04101 497.39654 653.61132 497.63092 653.99805 498.09966 curveto
654.38476 498.56451 654.57812 499.25006 654.57812 500.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
662.35352 500.56646 moveto
662.35352 501.0938 lineto
657.39648 501.0938 lineto
657.44336 501.83599 657.66601 502.4024 658.06445 502.79302 curveto
658.46679 503.17974 659.02539 503.3731 659.74023 503.3731 curveto
660.15429 503.3731 660.55468 503.32232 660.94141 503.22076 curveto
661.33203 503.11919 661.71874 502.96685 662.10156 502.76372 curveto
662.10156 503.78326 lineto
661.71484 503.94732 661.31835 504.07232 660.91211 504.15826 curveto
660.50585 504.24419 660.09375 504.28716 659.67578 504.28716 curveto
658.6289 504.28716 657.79883 503.98247 657.18555 503.3731 curveto
656.57617 502.76373 656.27148 501.93951 656.27148 500.90044 curveto
656.27148 499.82623 656.56055 498.97467 657.13867 498.34576 curveto
657.7207 497.71295 658.5039 497.39654 659.48828 497.39654 curveto
660.37109 497.39654 661.06835 497.6817 661.58008 498.25201 curveto
662.0957 498.81842 662.35351 499.5899 662.35352 500.56646 curveto
661.27539 500.25005 moveto
661.26757 499.66021 661.10156 499.18951 660.77734 498.83794 curveto
660.45703 498.48639 660.03125 498.31061 659.5 498.3106 curveto
658.89843 498.31061 658.41601 498.48053 658.05273 498.82036 curveto
657.69336 499.16021 657.48633 499.63873 657.43164 500.25591 curveto
661.27539 500.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
512.125 515.1563 moveto
512.125 519.11724 lineto
511.04688 519.11724 lineto
511.04688 515.19146 lineto
511.04687 514.57037 510.92578 514.10553 510.68359 513.79693 curveto
510.4414 513.48834 510.07812 513.33404 509.59375 513.33404 curveto
509.01172 513.33404 508.55273 513.51959 508.2168 513.89068 curveto
507.88086 514.26178 507.71289 514.76763 507.71289 515.40826 curveto
507.71289 519.11724 lineto
506.62891 519.11724 lineto
506.62891 510.00005 lineto
507.71289 510.00005 lineto
507.71289 513.57427 lineto
507.9707 513.17975 508.27343 512.88482 508.62109 512.68951 curveto
508.97265 512.4942 509.37695 512.39654 509.83398 512.39654 curveto
510.58789 512.39654 511.1582 512.63092 511.54492 513.09966 curveto
511.93163 513.56451 512.12499 514.25006 512.125 515.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
517.01758 519.72661 moveto
516.71289 520.50786 516.41601 521.01763 516.12695 521.25591 curveto
515.83789 521.49419 515.45117 521.61333 514.9668 521.61333 curveto
514.10547 521.61333 lineto
514.10547 520.71099 lineto
514.73828 520.71099 lineto
515.03515 520.71099 515.26562 520.64068 515.42969 520.50005 curveto
515.59375 520.35943 515.77539 520.0274 515.97461 519.50396 curveto
516.16797 519.01177 lineto
513.51367 512.55474 lineto
514.65625 512.55474 lineto
516.70703 517.68755 lineto
518.75781 512.55474 lineto
519.90039 512.55474 lineto
517.01758 519.72661 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
522.43164 518.13286 moveto
522.43164 521.61333 lineto
521.34766 521.61333 lineto
521.34766 512.55474 lineto
522.43164 512.55474 lineto
522.43164 513.55083 lineto
522.6582 513.16021 522.94336 512.87115 523.28711 512.68365 curveto
523.63476 512.49225 524.04882 512.39654 524.5293 512.39654 curveto
525.32617 512.39654 525.97265 512.71295 526.46875 513.34576 curveto
526.96874 513.97857 527.21874 514.8106 527.21875 515.84185 curveto
527.21874 516.8731 526.96874 517.70513 526.46875 518.33794 curveto
525.97265 518.97076 525.32617 519.28716 524.5293 519.28716 curveto
524.04882 519.28716 523.63476 519.19341 523.28711 519.00591 curveto
522.94336 518.81451 522.6582 518.52349 522.43164 518.13286 curveto
526.09961 515.84185 moveto
526.0996 515.04888 525.93554 514.42779 525.60742 513.97857 curveto
525.2832 513.52545 524.83593 513.29889 524.26562 513.29888 curveto
523.69531 513.29889 523.24609 513.52545 522.91797 513.97857 curveto
522.59375 514.42779 522.43164 515.04888 522.43164 515.84185 curveto
522.43164 516.63482 522.59375 517.25787 522.91797 517.71099 curveto
523.24609 518.16021 523.69531 518.38482 524.26562 518.38482 curveto
524.83593 518.38482 525.2832 518.16021 525.60742 517.71099 curveto
525.93554 517.25787 526.0996 516.63482 526.09961 515.84185 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
534.61914 515.56646 moveto
534.61914 516.0938 lineto
529.66211 516.0938 lineto
529.70898 516.83599 529.93164 517.4024 530.33008 517.79302 curveto
530.73242 518.17974 531.29101 518.3731 532.00586 518.3731 curveto
532.41992 518.3731 532.82031 518.32232 533.20703 518.22076 curveto
533.59765 518.11919 533.98437 517.96685 534.36719 517.76372 curveto
534.36719 518.78326 lineto
533.98046 518.94732 533.58398 519.07232 533.17773 519.15826 curveto
532.77148 519.24419 532.35937 519.28716 531.94141 519.28716 curveto
530.89453 519.28716 530.06445 518.98247 529.45117 518.3731 curveto
528.8418 517.76373 528.53711 516.93951 528.53711 515.90044 curveto
528.53711 514.82623 528.82617 513.97467 529.4043 513.34576 curveto
529.98633 512.71295 530.76953 512.39654 531.75391 512.39654 curveto
532.63671 512.39654 533.33398 512.6817 533.8457 513.25201 curveto
534.36132 513.81842 534.61913 514.5899 534.61914 515.56646 curveto
533.54102 515.25005 moveto
533.5332 514.66021 533.36718 514.18951 533.04297 513.83794 curveto
532.72265 513.48639 532.29687 513.31061 531.76562 513.3106 curveto
531.16406 513.31061 530.68164 513.48053 530.31836 513.82036 curveto
529.95898 514.16021 529.75195 514.63873 529.69727 515.25591 curveto
533.54102 515.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
540.16797 513.56255 moveto
540.04687 513.49225 539.91406 513.44146 539.76953 513.41021 curveto
539.6289 513.37506 539.47265 513.35748 539.30078 513.35747 curveto
538.6914 513.35748 538.22265 513.5567 537.89453 513.95513 curveto
537.57031 514.34967 537.4082 514.91803 537.4082 515.66021 curveto
537.4082 519.11724 lineto
536.32422 519.11724 lineto
536.32422 512.55474 lineto
537.4082 512.55474 lineto
537.4082 513.57427 lineto
537.63476 513.17584 537.92968 512.88092 538.29297 512.68951 curveto
538.65625 512.4942 539.09765 512.39654 539.61719 512.39654 curveto
539.6914 512.39654 539.77343 512.4024 539.86328 512.41411 curveto
539.95312 512.42193 540.05273 512.43561 540.16211 512.45513 curveto
540.16797 513.56255 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
545.99805 515.84185 moveto
545.99804 515.04888 545.83398 514.42779 545.50586 513.97857 curveto
545.18164 513.52545 544.73437 513.29889 544.16406 513.29888 curveto
543.59375 513.29889 543.14453 513.52545 542.81641 513.97857 curveto
542.49219 514.42779 542.33008 515.04888 542.33008 515.84185 curveto
542.33008 516.63482 542.49219 517.25787 542.81641 517.71099 curveto
543.14453 518.16021 543.59375 518.38482 544.16406 518.38482 curveto
544.73437 518.38482 545.18164 518.16021 545.50586 517.71099 curveto
545.83398 517.25787 545.99804 516.63482 545.99805 515.84185 curveto
542.33008 513.55083 moveto
542.55664 513.16021 542.84179 512.87115 543.18555 512.68365 curveto
543.5332 512.49225 543.94726 512.39654 544.42773 512.39654 curveto
545.2246 512.39654 545.87109 512.71295 546.36719 513.34576 curveto
546.86718 513.97857 547.11718 514.8106 547.11719 515.84185 curveto
547.11718 516.8731 546.86718 517.70513 546.36719 518.33794 curveto
545.87109 518.97076 545.2246 519.28716 544.42773 519.28716 curveto
543.94726 519.28716 543.5332 519.19341 543.18555 519.00591 curveto
542.84179 518.81451 542.55664 518.52349 542.33008 518.13286 curveto
542.33008 519.11724 lineto
541.24609 519.11724 lineto
541.24609 510.00005 lineto
542.33008 510.00005 lineto
542.33008 513.55083 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
551.44727 513.3106 moveto
550.86914 513.31061 550.41211 513.53717 550.07617 513.99029 curveto
549.74023 514.43951 549.57226 515.0567 549.57227 515.84185 curveto
549.57226 516.62701 549.73828 517.24615 550.07031 517.69927 curveto
550.40625 518.14849 550.86523 518.3731 551.44727 518.3731 curveto
552.02148 518.3731 552.47656 518.14654 552.8125 517.69341 curveto
553.14843 517.24029 553.3164 516.6231 553.31641 515.84185 curveto
553.3164 515.06451 553.14843 514.44928 552.8125 513.99615 curveto
552.47656 513.53912 552.02148 513.31061 551.44727 513.3106 curveto
551.44727 512.39654 moveto
552.38476 512.39654 553.12109 512.70123 553.65625 513.3106 curveto
554.1914 513.91998 554.45898 514.76373 554.45898 515.84185 curveto
554.45898 516.91607 554.1914 517.75982 553.65625 518.3731 curveto
553.12109 518.98247 552.38476 519.28716 551.44727 519.28716 curveto
550.50586 519.28716 549.76758 518.98247 549.23242 518.3731 curveto
548.70117 517.75982 548.43555 516.91607 548.43555 515.84185 curveto
548.43555 514.76373 548.70117 513.91998 549.23242 513.3106 curveto
549.76758 512.70123 550.50586 512.39654 551.44727 512.39654 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
556.24023 510.00005 moveto
557.31836 510.00005 lineto
557.31836 519.11724 lineto
556.24023 519.11724 lineto
556.24023 510.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
559.56836 512.55474 moveto
560.64648 512.55474 lineto
560.64648 519.11724 lineto
559.56836 519.11724 lineto
559.56836 512.55474 lineto
559.56836 510.00005 moveto
560.64648 510.00005 lineto
560.64648 511.36529 lineto
559.56836 511.36529 lineto
559.56836 510.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
567.61914 512.80669 moveto
567.61914 513.81451 lineto
567.31445 513.64654 567.00781 513.52154 566.69922 513.43951 curveto
566.39453 513.35357 566.08593 513.31061 565.77344 513.3106 curveto
565.07422 513.31061 564.53125 513.53326 564.14453 513.97857 curveto
563.75781 514.41998 563.56445 515.04107 563.56445 515.84185 curveto
563.56445 516.64263 563.75781 517.26568 564.14453 517.71099 curveto
564.53125 518.1524 565.07422 518.3731 565.77344 518.3731 curveto
566.08593 518.3731 566.39453 518.33208 566.69922 518.25005 curveto
567.00781 518.16412 567.31445 518.03716 567.61914 517.86919 curveto
567.61914 518.86529 lineto
567.31835 519.00591 567.00585 519.11138 566.68164 519.18169 curveto
566.36132 519.25201 566.01953 519.28716 565.65625 519.28716 curveto
564.66797 519.28716 563.88281 518.97662 563.30078 518.35552 curveto
562.71875 517.73443 562.42773 516.89654 562.42773 515.84185 curveto
562.42773 514.77154 562.7207 513.92975 563.30664 513.31646 curveto
563.89648 512.70318 564.70312 512.39654 565.72656 512.39654 curveto
566.05859 512.39654 566.38281 512.4317 566.69922 512.50201 curveto
567.01562 512.56842 567.32226 512.66998 567.61914 512.80669 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
572.17188 510.36919 moveto
573.44336 510.36919 lineto
575.86914 513.96685 lineto
578.27734 510.36919 lineto
579.54883 510.36919 lineto
576.45508 514.95122 lineto
576.45508 519.11724 lineto
575.26562 519.11724 lineto
575.26562 514.95122 lineto
572.17188 510.36919 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
583.20508 513.3106 moveto
582.62695 513.31061 582.16992 513.53717 581.83398 513.99029 curveto
581.49804 514.43951 581.33008 515.0567 581.33008 515.84185 curveto
581.33008 516.62701 581.49609 517.24615 581.82812 517.69927 curveto
582.16406 518.14849 582.62304 518.3731 583.20508 518.3731 curveto
583.77929 518.3731 584.23437 518.14654 584.57031 517.69341 curveto
584.90624 517.24029 585.07421 516.6231 585.07422 515.84185 curveto
585.07421 515.06451 584.90624 514.44928 584.57031 513.99615 curveto
584.23437 513.53912 583.77929 513.31061 583.20508 513.3106 curveto
583.20508 512.39654 moveto
584.14257 512.39654 584.8789 512.70123 585.41406 513.3106 curveto
585.94921 513.91998 586.21679 514.76373 586.2168 515.84185 curveto
586.21679 516.91607 585.94921 517.75982 585.41406 518.3731 curveto
584.8789 518.98247 584.14257 519.28716 583.20508 519.28716 curveto
582.26367 519.28716 581.52539 518.98247 580.99023 518.3731 curveto
580.45898 517.75982 580.19336 516.91607 580.19336 515.84185 curveto
580.19336 514.76373 580.45898 513.91998 580.99023 513.3106 curveto
581.52539 512.70123 582.26367 512.39654 583.20508 512.39654 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
587.88672 516.5274 moveto
587.88672 512.55474 lineto
588.96484 512.55474 lineto
588.96484 516.48638 lineto
588.96484 517.10748 589.08594 517.57427 589.32812 517.88677 curveto
589.57031 518.19537 589.93359 518.34966 590.41797 518.34966 curveto
591 518.34966 591.45898 518.16412 591.79492 517.79302 curveto
592.13476 517.42193 592.30468 516.91607 592.30469 516.27544 curveto
592.30469 512.55474 lineto
593.38281 512.55474 lineto
593.38281 519.11724 lineto
592.30469 519.11724 lineto
592.30469 518.10943 lineto
592.04296 518.50787 591.73828 518.80474 591.39062 519.00005 curveto
591.04687 519.19146 590.64648 519.28716 590.18945 519.28716 curveto
589.43554 519.28716 588.86328 519.05279 588.47266 518.58404 curveto
588.08203 518.11529 587.88672 517.42974 587.88672 516.5274 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
601.07031 515.1563 moveto
601.07031 519.11724 lineto
599.99219 519.11724 lineto
599.99219 515.19146 lineto
599.99218 514.57037 599.87109 514.10553 599.62891 513.79693 curveto
599.38671 513.48834 599.02343 513.33404 598.53906 513.33404 curveto
597.95703 513.33404 597.49804 513.51959 597.16211 513.89068 curveto
596.82617 514.26178 596.6582 514.76763 596.6582 515.40826 curveto
596.6582 519.11724 lineto
595.57422 519.11724 lineto
595.57422 512.55474 lineto
596.6582 512.55474 lineto
596.6582 513.57427 lineto
596.91601 513.17975 597.21875 512.88482 597.56641 512.68951 curveto
597.91797 512.4942 598.32226 512.39654 598.7793 512.39654 curveto
599.5332 512.39654 600.10351 512.63092 600.49023 513.09966 curveto
600.87695 513.56451 601.07031 514.25006 601.07031 515.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
607.55078 515.75982 moveto
607.55078 514.97857 607.38867 514.3731 607.06445 513.94341 curveto
606.74414 513.51373 606.29296 513.29889 605.71094 513.29888 curveto
605.13281 513.29889 604.68164 513.51373 604.35742 513.94341 curveto
604.03711 514.3731 603.87695 514.97857 603.87695 515.75982 curveto
603.87695 516.53716 604.03711 517.14068 604.35742 517.57036 curveto
604.68164 518.00005 605.13281 518.2149 605.71094 518.2149 curveto
606.29296 518.2149 606.74414 518.00005 607.06445 517.57036 curveto
607.38867 517.14068 607.55078 516.53716 607.55078 515.75982 curveto
608.62891 518.30279 moveto
608.6289 519.41997 608.38085 520.25005 607.88477 520.79302 curveto
607.38867 521.33989 606.6289 521.61333 605.60547 521.61333 curveto
605.22656 521.61333 604.86914 521.58403 604.5332 521.52544 curveto
604.19726 521.47075 603.87109 521.38482 603.55469 521.26763 curveto
603.55469 520.2188 lineto
603.87109 520.39068 604.18359 520.51763 604.49219 520.59966 curveto
604.80078 520.68169 605.11523 520.72271 605.43555 520.72271 curveto
606.14257 520.72271 606.67187 520.53716 607.02344 520.16607 curveto
607.37499 519.79888 607.55078 519.24224 607.55078 518.49615 curveto
607.55078 517.96294 lineto
607.32812 518.34966 607.04296 518.63872 606.69531 518.83013 curveto
606.34765 519.02154 605.93164 519.11724 605.44727 519.11724 curveto
604.64258 519.11724 603.99414 518.8106 603.50195 518.19732 curveto
603.00976 517.58404 602.76367 516.77154 602.76367 515.75982 curveto
602.76367 514.7442 603.00976 513.92975 603.50195 513.31646 curveto
603.99414 512.70318 604.64258 512.39654 605.44727 512.39654 curveto
605.93164 512.39654 606.34765 512.49225 606.69531 512.68365 curveto
607.04296 512.87506 607.32812 513.16412 607.55078 513.55083 curveto
607.55078 512.55474 lineto
608.62891 512.55474 lineto
608.62891 518.30279 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
610.30469 515.34966 moveto
613.46289 515.34966 lineto
613.46289 516.3106 lineto
610.30469 516.3106 lineto
610.30469 515.34966 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
616.25195 510.69146 moveto
616.25195 512.55474 lineto
618.47266 512.55474 lineto
618.47266 513.39263 lineto
616.25195 513.39263 lineto
616.25195 516.95513 lineto
616.25195 517.49029 616.32422 517.83404 616.46875 517.98638 curveto
616.61718 518.13873 616.91601 518.2149 617.36523 518.2149 curveto
618.47266 518.2149 lineto
618.47266 519.11724 lineto
617.36523 519.11724 lineto
616.5332 519.11724 615.95898 518.96294 615.64258 518.65435 curveto
615.32617 518.34185 615.16797 517.77544 615.16797 516.95513 curveto
615.16797 513.39263 lineto
614.37695 513.39263 lineto
614.37695 512.55474 lineto
615.16797 512.55474 lineto
615.16797 510.69146 lineto
616.25195 510.69146 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
622.43945 513.3106 moveto
621.86133 513.31061 621.40429 513.53717 621.06836 513.99029 curveto
620.73242 514.43951 620.56445 515.0567 620.56445 515.84185 curveto
620.56445 516.62701 620.73047 517.24615 621.0625 517.69927 curveto
621.39843 518.14849 621.85742 518.3731 622.43945 518.3731 curveto
623.01367 518.3731 623.46875 518.14654 623.80469 517.69341 curveto
624.14062 517.24029 624.30859 516.6231 624.30859 515.84185 curveto
624.30859 515.06451 624.14062 514.44928 623.80469 513.99615 curveto
623.46875 513.53912 623.01367 513.31061 622.43945 513.3106 curveto
622.43945 512.39654 moveto
623.37695 512.39654 624.11328 512.70123 624.64844 513.3106 curveto
625.18359 513.91998 625.45117 514.76373 625.45117 515.84185 curveto
625.45117 516.91607 625.18359 517.75982 624.64844 518.3731 curveto
624.11328 518.98247 623.37695 519.28716 622.43945 519.28716 curveto
621.49804 519.28716 620.75976 518.98247 620.22461 518.3731 curveto
619.69336 517.75982 619.42773 516.91607 619.42773 515.84185 curveto
619.42773 514.76373 619.69336 513.91998 620.22461 513.3106 curveto
620.75976 512.70123 621.49804 512.39654 622.43945 512.39654 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
626.60547 512.55474 moveto
627.68359 512.55474 lineto
629.03125 517.67583 lineto
630.37305 512.55474 lineto
631.64453 512.55474 lineto
632.99219 517.67583 lineto
634.33398 512.55474 lineto
635.41211 512.55474 lineto
633.69531 519.11724 lineto
632.42383 519.11724 lineto
631.01172 513.73833 lineto
629.59375 519.11724 lineto
628.32227 519.11724 lineto
626.60547 512.55474 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
642.66602 515.56646 moveto
642.66602 516.0938 lineto
637.70898 516.0938 lineto
637.75586 516.83599 637.97851 517.4024 638.37695 517.79302 curveto
638.77929 518.17974 639.33789 518.3731 640.05273 518.3731 curveto
640.46679 518.3731 640.86718 518.32232 641.25391 518.22076 curveto
641.64453 518.11919 642.03124 517.96685 642.41406 517.76372 curveto
642.41406 518.78326 lineto
642.02734 518.94732 641.63085 519.07232 641.22461 519.15826 curveto
640.81835 519.24419 640.40625 519.28716 639.98828 519.28716 curveto
638.9414 519.28716 638.11133 518.98247 637.49805 518.3731 curveto
636.88867 517.76373 636.58398 516.93951 636.58398 515.90044 curveto
636.58398 514.82623 636.87305 513.97467 637.45117 513.34576 curveto
638.0332 512.71295 638.8164 512.39654 639.80078 512.39654 curveto
640.68359 512.39654 641.38085 512.6817 641.89258 513.25201 curveto
642.4082 513.81842 642.66601 514.5899 642.66602 515.56646 curveto
641.58789 515.25005 moveto
641.58007 514.66021 641.41406 514.18951 641.08984 513.83794 curveto
640.76953 513.48639 640.34375 513.31061 639.8125 513.3106 curveto
639.21093 513.31061 638.72851 513.48053 638.36523 513.82036 curveto
638.00586 514.16021 637.79883 514.63873 637.74414 515.25591 curveto
641.58789 515.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
648.21484 513.56255 moveto
648.09375 513.49225 647.96093 513.44146 647.81641 513.41021 curveto
647.67578 513.37506 647.51953 513.35748 647.34766 513.35747 curveto
646.73828 513.35748 646.26953 513.5567 645.94141 513.95513 curveto
645.61719 514.34967 645.45508 514.91803 645.45508 515.66021 curveto
645.45508 519.11724 lineto
644.37109 519.11724 lineto
644.37109 512.55474 lineto
645.45508 512.55474 lineto
645.45508 513.57427 lineto
645.68164 513.17584 645.97656 512.88092 646.33984 512.68951 curveto
646.70312 512.4942 647.14453 512.39654 647.66406 512.39654 curveto
647.73828 512.39654 647.82031 512.4024 647.91016 512.41411 curveto
648 512.42193 648.0996 512.43561 648.20898 512.45513 curveto
648.21484 513.56255 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
653.1543 512.55474 moveto
654.23242 512.55474 lineto
654.23242 519.11724 lineto
653.1543 519.11724 lineto
653.1543 512.55474 lineto
653.1543 510.00005 moveto
654.23242 510.00005 lineto
654.23242 511.36529 lineto
653.1543 511.36529 lineto
653.1543 510.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
661.9375 515.1563 moveto
661.9375 519.11724 lineto
660.85938 519.11724 lineto
660.85938 515.19146 lineto
660.85937 514.57037 660.73828 514.10553 660.49609 513.79693 curveto
660.2539 513.48834 659.89062 513.33404 659.40625 513.33404 curveto
658.82422 513.33404 658.36523 513.51959 658.0293 513.89068 curveto
657.69336 514.26178 657.52539 514.76763 657.52539 515.40826 curveto
657.52539 519.11724 lineto
656.44141 519.11724 lineto
656.44141 512.55474 lineto
657.52539 512.55474 lineto
657.52539 513.57427 lineto
657.7832 513.17975 658.08593 512.88482 658.43359 512.68951 curveto
658.78515 512.4942 659.18945 512.39654 659.64648 512.39654 curveto
660.40039 512.39654 660.9707 512.63092 661.35742 513.09966 curveto
661.74413 513.56451 661.93749 514.25006 661.9375 515.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
487.43945 525.69146 moveto
487.43945 527.55474 lineto
489.66016 527.55474 lineto
489.66016 528.39263 lineto
487.43945 528.39263 lineto
487.43945 531.95513 lineto
487.43945 532.49029 487.51172 532.83404 487.65625 532.98638 curveto
487.80468 533.13873 488.10351 533.2149 488.55273 533.2149 curveto
489.66016 533.2149 lineto
489.66016 534.11724 lineto
488.55273 534.11724 lineto
487.7207 534.11724 487.14648 533.96294 486.83008 533.65435 curveto
486.51367 533.34185 486.35547 532.77544 486.35547 531.95513 curveto
486.35547 528.39263 lineto
485.56445 528.39263 lineto
485.56445 527.55474 lineto
486.35547 527.55474 lineto
486.35547 525.69146 lineto
487.43945 525.69146 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
496.53906 530.1563 moveto
496.53906 534.11724 lineto
495.46094 534.11724 lineto
495.46094 530.19146 lineto
495.46093 529.57037 495.33984 529.10553 495.09766 528.79693 curveto
494.85546 528.48834 494.49218 528.33404 494.00781 528.33404 curveto
493.42578 528.33404 492.96679 528.51959 492.63086 528.89068 curveto
492.29492 529.26178 492.12695 529.76763 492.12695 530.40826 curveto
492.12695 534.11724 lineto
491.04297 534.11724 lineto
491.04297 525.00005 lineto
492.12695 525.00005 lineto
492.12695 528.57427 lineto
492.38476 528.17975 492.6875 527.88482 493.03516 527.68951 curveto
493.38672 527.4942 493.79101 527.39654 494.24805 527.39654 curveto
495.00195 527.39654 495.57226 527.63092 495.95898 528.09966 curveto
496.3457 528.56451 496.53906 529.25006 496.53906 530.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
504.31445 530.56646 moveto
504.31445 531.0938 lineto
499.35742 531.0938 lineto
499.4043 531.83599 499.62695 532.4024 500.02539 532.79302 curveto
500.42773 533.17974 500.98632 533.3731 501.70117 533.3731 curveto
502.11523 533.3731 502.51562 533.32232 502.90234 533.22076 curveto
503.29296 533.11919 503.67968 532.96685 504.0625 532.76372 curveto
504.0625 533.78326 lineto
503.67578 533.94732 503.27929 534.07232 502.87305 534.15826 curveto
502.46679 534.24419 502.05468 534.28716 501.63672 534.28716 curveto
500.58984 534.28716 499.75976 533.98247 499.14648 533.3731 curveto
498.53711 532.76373 498.23242 531.93951 498.23242 530.90044 curveto
498.23242 529.82623 498.52148 528.97467 499.09961 528.34576 curveto
499.68164 527.71295 500.46484 527.39654 501.44922 527.39654 curveto
502.33203 527.39654 503.02929 527.6817 503.54102 528.25201 curveto
504.05663 528.81842 504.31445 529.5899 504.31445 530.56646 curveto
503.23633 530.25005 moveto
503.22851 529.66021 503.06249 529.18951 502.73828 528.83794 curveto
502.41796 528.48639 501.99218 528.31061 501.46094 528.3106 curveto
500.85937 528.31061 500.37695 528.48053 500.01367 528.82036 curveto
499.65429 529.16021 499.44726 529.63873 499.39258 530.25591 curveto
503.23633 530.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
514.5918 530.84185 moveto
514.59179 530.04888 514.42773 529.42779 514.09961 528.97857 curveto
513.77539 528.52545 513.32812 528.29889 512.75781 528.29888 curveto
512.1875 528.29889 511.73828 528.52545 511.41016 528.97857 curveto
511.08594 529.42779 510.92383 530.04888 510.92383 530.84185 curveto
510.92383 531.63482 511.08594 532.25787 511.41016 532.71099 curveto
511.73828 533.16021 512.1875 533.38482 512.75781 533.38482 curveto
513.32812 533.38482 513.77539 533.16021 514.09961 532.71099 curveto
514.42773 532.25787 514.59179 531.63482 514.5918 530.84185 curveto
510.92383 528.55083 moveto
511.15039 528.16021 511.43554 527.87115 511.7793 527.68365 curveto
512.12695 527.49225 512.54101 527.39654 513.02148 527.39654 curveto
513.81835 527.39654 514.46484 527.71295 514.96094 528.34576 curveto
515.46093 528.97857 515.71093 529.8106 515.71094 530.84185 curveto
515.71093 531.8731 515.46093 532.70513 514.96094 533.33794 curveto
514.46484 533.97076 513.81835 534.28716 513.02148 534.28716 curveto
512.54101 534.28716 512.12695 534.19341 511.7793 534.00591 curveto
511.43554 533.81451 511.15039 533.52349 510.92383 533.13286 curveto
510.92383 534.11724 lineto
509.83984 534.11724 lineto
509.83984 525.00005 lineto
510.92383 525.00005 lineto
510.92383 528.55083 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
517.49805 527.55474 moveto
518.57617 527.55474 lineto
518.57617 534.11724 lineto
517.49805 534.11724 lineto
517.49805 527.55474 lineto
517.49805 525.00005 moveto
518.57617 525.00005 lineto
518.57617 526.36529 lineto
517.49805 526.36529 lineto
517.49805 525.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
520.82617 525.00005 moveto
521.9043 525.00005 lineto
521.9043 534.11724 lineto
520.82617 534.11724 lineto
520.82617 525.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
524.1543 525.00005 moveto
525.23242 525.00005 lineto
525.23242 534.11724 lineto
524.1543 534.11724 lineto
524.1543 525.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
527.48242 527.55474 moveto
528.56055 527.55474 lineto
528.56055 534.11724 lineto
527.48242 534.11724 lineto
527.48242 527.55474 lineto
527.48242 525.00005 moveto
528.56055 525.00005 lineto
528.56055 526.36529 lineto
527.48242 526.36529 lineto
527.48242 525.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
533.79297 530.81841 moveto
532.92187 530.81842 532.31836 530.91802 531.98242 531.11724 curveto
531.64648 531.31646 531.47851 531.6563 531.47852 532.13677 curveto
531.47851 532.51959 531.60351 532.82427 531.85352 533.05083 curveto
532.10742 533.27349 532.45117 533.38482 532.88477 533.38482 curveto
533.48242 533.38482 533.96093 533.17388 534.32031 532.75201 curveto
534.68359 532.32623 534.86523 531.76177 534.86523 531.05865 curveto
534.86523 530.81841 lineto
533.79297 530.81841 lineto
535.94336 530.3731 moveto
535.94336 534.11724 lineto
534.86523 534.11724 lineto
534.86523 533.12115 lineto
534.61914 533.51958 534.3125 533.81451 533.94531 534.00591 curveto
533.57812 534.19341 533.1289 534.28716 532.59766 534.28716 curveto
531.92578 534.28716 531.39062 534.09966 530.99219 533.72466 curveto
530.59766 533.34576 530.40039 532.8399 530.40039 532.20708 curveto
530.40039 531.46881 530.64648 530.91217 531.13867 530.53716 curveto
531.63476 530.16217 532.37304 529.97467 533.35352 529.97466 curveto
534.86523 529.97466 lineto
534.86523 529.86919 lineto
534.86523 529.3731 534.70117 528.99029 534.37305 528.72076 curveto
534.04882 528.44732 533.59179 528.31061 533.00195 528.3106 curveto
532.62695 528.31061 532.26172 528.35553 531.90625 528.44536 curveto
531.55078 528.53521 531.20898 528.66998 530.88086 528.84966 curveto
530.88086 527.85357 lineto
531.27539 527.70123 531.6582 527.58795 532.0293 527.51372 curveto
532.40039 527.43561 532.76172 527.39654 533.11328 527.39654 curveto
534.0625 527.39654 534.77148 527.64264 535.24023 528.13482 curveto
535.70898 528.62701 535.94335 529.3731 535.94336 530.3731 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
541.99609 528.56255 moveto
541.875 528.49225 541.74218 528.44146 541.59766 528.41021 curveto
541.45703 528.37506 541.30078 528.35748 541.12891 528.35747 curveto
540.51953 528.35748 540.05078 528.5567 539.72266 528.95513 curveto
539.39844 529.34967 539.23633 529.91803 539.23633 530.66021 curveto
539.23633 534.11724 lineto
538.15234 534.11724 lineto
538.15234 527.55474 lineto
539.23633 527.55474 lineto
539.23633 528.57427 lineto
539.46289 528.17584 539.75781 527.88092 540.12109 527.68951 curveto
540.48437 527.4942 540.92578 527.39654 541.44531 527.39654 curveto
541.51953 527.39654 541.60156 527.4024 541.69141 527.41411 curveto
541.78125 527.42193 541.88085 527.43561 541.99023 527.45513 curveto
541.99609 528.56255 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
547.43359 528.55083 moveto
547.43359 525.00005 lineto
548.51172 525.00005 lineto
548.51172 534.11724 lineto
547.43359 534.11724 lineto
547.43359 533.13286 lineto
547.20703 533.52349 546.91992 533.81451 546.57227 534.00591 curveto
546.22851 534.19341 545.81445 534.28716 545.33008 534.28716 curveto
544.53711 534.28716 543.89062 533.97076 543.39062 533.33794 curveto
542.89453 532.70513 542.64648 531.8731 542.64648 530.84185 curveto
542.64648 529.8106 542.89453 528.97857 543.39062 528.34576 curveto
543.89062 527.71295 544.53711 527.39654 545.33008 527.39654 curveto
545.81445 527.39654 546.22851 527.49225 546.57227 527.68365 curveto
546.91992 527.87115 547.20703 528.16021 547.43359 528.55083 curveto
543.75977 530.84185 moveto
543.75976 531.63482 543.92187 532.25787 544.24609 532.71099 curveto
544.57422 533.16021 545.02343 533.38482 545.59375 533.38482 curveto
546.16406 533.38482 546.61328 533.16021 546.94141 532.71099 curveto
547.26953 532.25787 547.43359 531.63482 547.43359 530.84185 curveto
547.43359 530.04888 547.26953 529.42779 546.94141 528.97857 curveto
546.61328 528.52545 546.16406 528.29889 545.59375 528.29888 curveto
545.02343 528.29889 544.57422 528.52545 544.24609 528.97857 curveto
543.92187 529.42779 543.75976 530.04888 543.75977 530.84185 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
555.5957 533.13286 moveto
555.5957 536.61333 lineto
554.51172 536.61333 lineto
554.51172 527.55474 lineto
555.5957 527.55474 lineto
555.5957 528.55083 lineto
555.82226 528.16021 556.10742 527.87115 556.45117 527.68365 curveto
556.79882 527.49225 557.21289 527.39654 557.69336 527.39654 curveto
558.49023 527.39654 559.13671 527.71295 559.63281 528.34576 curveto
560.13281 528.97857 560.38281 529.8106 560.38281 530.84185 curveto
560.38281 531.8731 560.13281 532.70513 559.63281 533.33794 curveto
559.13671 533.97076 558.49023 534.28716 557.69336 534.28716 curveto
557.21289 534.28716 556.79882 534.19341 556.45117 534.00591 curveto
556.10742 533.81451 555.82226 533.52349 555.5957 533.13286 curveto
559.26367 530.84185 moveto
559.26367 530.04888 559.0996 529.42779 558.77148 528.97857 curveto
558.44726 528.52545 558 528.29889 557.42969 528.29888 curveto
556.85937 528.29889 556.41015 528.52545 556.08203 528.97857 curveto
555.75781 529.42779 555.5957 530.04888 555.5957 530.84185 curveto
555.5957 531.63482 555.75781 532.25787 556.08203 532.71099 curveto
556.41015 533.16021 556.85937 533.38482 557.42969 533.38482 curveto
558 533.38482 558.44726 533.16021 558.77148 532.71099 curveto
559.0996 532.25787 559.26367 531.63482 559.26367 530.84185 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
567.625 530.1563 moveto
567.625 534.11724 lineto
566.54688 534.11724 lineto
566.54688 530.19146 lineto
566.54687 529.57037 566.42578 529.10553 566.18359 528.79693 curveto
565.9414 528.48834 565.57812 528.33404 565.09375 528.33404 curveto
564.51172 528.33404 564.05273 528.51959 563.7168 528.89068 curveto
563.38086 529.26178 563.21289 529.76763 563.21289 530.40826 curveto
563.21289 534.11724 lineto
562.12891 534.11724 lineto
562.12891 525.00005 lineto
563.21289 525.00005 lineto
563.21289 528.57427 lineto
563.4707 528.17975 563.77343 527.88482 564.12109 527.68951 curveto
564.47265 527.4942 564.87695 527.39654 565.33398 527.39654 curveto
566.08789 527.39654 566.6582 527.63092 567.04492 528.09966 curveto
567.43163 528.56451 567.62499 529.25006 567.625 530.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
572.76953 530.81841 moveto
571.89843 530.81842 571.29492 530.91802 570.95898 531.11724 curveto
570.62304 531.31646 570.45508 531.6563 570.45508 532.13677 curveto
570.45508 532.51959 570.58008 532.82427 570.83008 533.05083 curveto
571.08398 533.27349 571.42773 533.38482 571.86133 533.38482 curveto
572.45898 533.38482 572.9375 533.17388 573.29688 532.75201 curveto
573.66015 532.32623 573.84179 531.76177 573.8418 531.05865 curveto
573.8418 530.81841 lineto
572.76953 530.81841 lineto
574.91992 530.3731 moveto
574.91992 534.11724 lineto
573.8418 534.11724 lineto
573.8418 533.12115 lineto
573.5957 533.51958 573.28906 533.81451 572.92188 534.00591 curveto
572.55468 534.19341 572.10547 534.28716 571.57422 534.28716 curveto
570.90234 534.28716 570.36719 534.09966 569.96875 533.72466 curveto
569.57422 533.34576 569.37695 532.8399 569.37695 532.20708 curveto
569.37695 531.46881 569.62305 530.91217 570.11523 530.53716 curveto
570.61133 530.16217 571.34961 529.97467 572.33008 529.97466 curveto
573.8418 529.97466 lineto
573.8418 529.86919 lineto
573.84179 529.3731 573.67773 528.99029 573.34961 528.72076 curveto
573.02539 528.44732 572.56836 528.31061 571.97852 528.3106 curveto
571.60351 528.31061 571.23828 528.35553 570.88281 528.44536 curveto
570.52734 528.53521 570.18555 528.66998 569.85742 528.84966 curveto
569.85742 527.85357 lineto
570.25195 527.70123 570.63476 527.58795 571.00586 527.51372 curveto
571.37695 527.43561 571.73828 527.39654 572.08984 527.39654 curveto
573.03906 527.39654 573.74804 527.64264 574.2168 528.13482 curveto
574.68554 528.62701 574.91992 529.3731 574.91992 530.3731 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
581.35352 527.7481 moveto
581.35352 528.76763 lineto
581.04882 528.61139 580.73242 528.4942 580.4043 528.41607 curveto
580.07617 528.33795 579.73632 528.29889 579.38477 528.29888 curveto
578.84961 528.29889 578.44726 528.38092 578.17773 528.54497 curveto
577.91211 528.70904 577.7793 528.95514 577.7793 529.28326 curveto
577.7793 529.53326 577.875 529.73053 578.06641 529.87505 curveto
578.25781 530.01568 578.64258 530.15045 579.2207 530.27935 curveto
579.58984 530.36138 lineto
580.35546 530.52545 580.89843 530.75787 581.21875 531.05865 curveto
581.54296 531.35552 581.70507 531.77154 581.70508 532.30669 curveto
581.70507 532.91607 581.46289 533.39849 580.97852 533.75396 curveto
580.49804 534.10943 579.83593 534.28716 578.99219 534.28716 curveto
578.64062 534.28716 578.27344 534.25201 577.89062 534.18169 curveto
577.51172 534.11529 577.11133 534.01372 576.68945 533.87701 curveto
576.68945 532.76372 lineto
577.08789 532.97076 577.48047 533.12701 577.86719 533.23247 curveto
578.2539 533.33404 578.63672 533.38482 579.01562 533.38482 curveto
579.52343 533.38482 579.91406 533.29888 580.1875 533.12701 curveto
580.46093 532.95123 580.59765 532.70513 580.59766 532.38872 curveto
580.59765 532.09576 580.49804 531.87115 580.29883 531.7149 curveto
580.10351 531.55865 579.67187 531.40826 579.00391 531.26372 curveto
578.62891 531.17583 lineto
577.96094 531.03521 577.47851 530.82037 577.18164 530.5313 curveto
576.88476 530.23834 576.73633 529.83795 576.73633 529.33013 curveto
576.73633 528.71295 576.95508 528.23639 577.39258 527.90044 curveto
577.83008 527.56451 578.45117 527.39654 579.25586 527.39654 curveto
579.65429 527.39654 580.02929 527.42584 580.38086 527.48443 curveto
580.73242 527.54303 581.05664 527.63092 581.35352 527.7481 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
589.01758 530.56646 moveto
589.01758 531.0938 lineto
584.06055 531.0938 lineto
584.10742 531.83599 584.33008 532.4024 584.72852 532.79302 curveto
585.13086 533.17974 585.68945 533.3731 586.4043 533.3731 curveto
586.81835 533.3731 587.21875 533.32232 587.60547 533.22076 curveto
587.99609 533.11919 588.38281 532.96685 588.76562 532.76372 curveto
588.76562 533.78326 lineto
588.3789 533.94732 587.98242 534.07232 587.57617 534.15826 curveto
587.16992 534.24419 586.75781 534.28716 586.33984 534.28716 curveto
585.29297 534.28716 584.46289 533.98247 583.84961 533.3731 curveto
583.24023 532.76373 582.93555 531.93951 582.93555 530.90044 curveto
582.93555 529.82623 583.22461 528.97467 583.80273 528.34576 curveto
584.38476 527.71295 585.16797 527.39654 586.15234 527.39654 curveto
587.03515 527.39654 587.73242 527.6817 588.24414 528.25201 curveto
588.75976 528.81842 589.01757 529.5899 589.01758 530.56646 curveto
587.93945 530.25005 moveto
587.93163 529.66021 587.76562 529.18951 587.44141 528.83794 curveto
587.12109 528.48639 586.69531 528.31061 586.16406 528.3106 curveto
585.5625 528.31061 585.08008 528.48053 584.7168 528.82036 curveto
584.35742 529.16021 584.15039 529.63873 584.0957 530.25591 curveto
587.93945 530.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
590.21875 530.34966 moveto
593.37695 530.34966 lineto
593.37695 531.3106 lineto
590.21875 531.3106 lineto
590.21875 530.34966 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
599.2832 527.7481 moveto
599.2832 528.76763 lineto
598.97851 528.61139 598.6621 528.4942 598.33398 528.41607 curveto
598.00586 528.33795 597.66601 528.29889 597.31445 528.29888 curveto
596.77929 528.29889 596.37695 528.38092 596.10742 528.54497 curveto
595.8418 528.70904 595.70898 528.95514 595.70898 529.28326 curveto
595.70898 529.53326 595.80469 529.73053 595.99609 529.87505 curveto
596.1875 530.01568 596.57226 530.15045 597.15039 530.27935 curveto
597.51953 530.36138 lineto
598.28515 530.52545 598.82812 530.75787 599.14844 531.05865 curveto
599.47265 531.35552 599.63476 531.77154 599.63477 532.30669 curveto
599.63476 532.91607 599.39257 533.39849 598.9082 533.75396 curveto
598.42773 534.10943 597.76562 534.28716 596.92188 534.28716 curveto
596.57031 534.28716 596.20312 534.25201 595.82031 534.18169 curveto
595.4414 534.11529 595.04101 534.01372 594.61914 533.87701 curveto
594.61914 532.76372 lineto
595.01758 532.97076 595.41015 533.12701 595.79688 533.23247 curveto
596.18359 533.33404 596.5664 533.38482 596.94531 533.38482 curveto
597.45312 533.38482 597.84375 533.29888 598.11719 533.12701 curveto
598.39062 532.95123 598.52734 532.70513 598.52734 532.38872 curveto
598.52734 532.09576 598.42773 531.87115 598.22852 531.7149 curveto
598.0332 531.55865 597.60156 531.40826 596.93359 531.26372 curveto
596.55859 531.17583 lineto
595.89062 531.03521 595.4082 530.82037 595.11133 530.5313 curveto
594.81445 530.23834 594.66601 529.83795 594.66602 529.33013 curveto
594.66601 528.71295 594.88476 528.23639 595.32227 527.90044 curveto
595.75976 527.56451 596.38086 527.39654 597.18555 527.39654 curveto
597.58398 527.39654 597.95898 527.42584 598.31055 527.48443 curveto
598.6621 527.54303 598.98632 527.63092 599.2832 527.7481 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
602.37695 533.13286 moveto
602.37695 536.61333 lineto
601.29297 536.61333 lineto
601.29297 527.55474 lineto
602.37695 527.55474 lineto
602.37695 528.55083 lineto
602.60351 528.16021 602.88867 527.87115 603.23242 527.68365 curveto
603.58007 527.49225 603.99414 527.39654 604.47461 527.39654 curveto
605.27148 527.39654 605.91796 527.71295 606.41406 528.34576 curveto
606.91406 528.97857 607.16406 529.8106 607.16406 530.84185 curveto
607.16406 531.8731 606.91406 532.70513 606.41406 533.33794 curveto
605.91796 533.97076 605.27148 534.28716 604.47461 534.28716 curveto
603.99414 534.28716 603.58007 534.19341 603.23242 534.00591 curveto
602.88867 533.81451 602.60351 533.52349 602.37695 533.13286 curveto
606.04492 530.84185 moveto
606.04492 530.04888 605.88085 529.42779 605.55273 528.97857 curveto
605.22851 528.52545 604.78125 528.29889 604.21094 528.29888 curveto
603.64062 528.29889 603.1914 528.52545 602.86328 528.97857 curveto
602.53906 529.42779 602.37695 530.04888 602.37695 530.84185 curveto
602.37695 531.63482 602.53906 532.25787 602.86328 532.71099 curveto
603.1914 533.16021 603.64062 533.38482 604.21094 533.38482 curveto
604.78125 533.38482 605.22851 533.16021 605.55273 532.71099 curveto
605.88085 532.25787 606.04492 531.63482 606.04492 530.84185 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
611.93359 530.81841 moveto
611.0625 530.81842 610.45898 530.91802 610.12305 531.11724 curveto
609.78711 531.31646 609.61914 531.6563 609.61914 532.13677 curveto
609.61914 532.51959 609.74414 532.82427 609.99414 533.05083 curveto
610.24804 533.27349 610.59179 533.38482 611.02539 533.38482 curveto
611.62304 533.38482 612.10156 533.17388 612.46094 532.75201 curveto
612.82421 532.32623 613.00585 531.76177 613.00586 531.05865 curveto
613.00586 530.81841 lineto
611.93359 530.81841 lineto
614.08398 530.3731 moveto
614.08398 534.11724 lineto
613.00586 534.11724 lineto
613.00586 533.12115 lineto
612.75976 533.51958 612.45312 533.81451 612.08594 534.00591 curveto
611.71875 534.19341 611.26953 534.28716 610.73828 534.28716 curveto
610.0664 534.28716 609.53125 534.09966 609.13281 533.72466 curveto
608.73828 533.34576 608.54101 532.8399 608.54102 532.20708 curveto
608.54101 531.46881 608.78711 530.91217 609.2793 530.53716 curveto
609.77539 530.16217 610.51367 529.97467 611.49414 529.97466 curveto
613.00586 529.97466 lineto
613.00586 529.86919 lineto
613.00585 529.3731 612.84179 528.99029 612.51367 528.72076 curveto
612.18945 528.44732 611.73242 528.31061 611.14258 528.3106 curveto
610.76758 528.31061 610.40234 528.35553 610.04688 528.44536 curveto
609.6914 528.53521 609.34961 528.66998 609.02148 528.84966 curveto
609.02148 527.85357 lineto
609.41601 527.70123 609.79883 527.58795 610.16992 527.51372 curveto
610.54101 527.43561 610.90234 527.39654 611.25391 527.39654 curveto
612.20312 527.39654 612.9121 527.64264 613.38086 528.13482 curveto
613.8496 528.62701 614.08398 529.3731 614.08398 530.3731 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
621.05664 527.80669 moveto
621.05664 528.81451 lineto
620.75195 528.64654 620.44531 528.52154 620.13672 528.43951 curveto
619.83203 528.35357 619.52343 528.31061 619.21094 528.3106 curveto
618.51172 528.31061 617.96875 528.53326 617.58203 528.97857 curveto
617.19531 529.41998 617.00195 530.04107 617.00195 530.84185 curveto
617.00195 531.64263 617.19531 532.26568 617.58203 532.71099 curveto
617.96875 533.1524 618.51172 533.3731 619.21094 533.3731 curveto
619.52343 533.3731 619.83203 533.33208 620.13672 533.25005 curveto
620.44531 533.16412 620.75195 533.03716 621.05664 532.86919 curveto
621.05664 533.86529 lineto
620.75585 534.00591 620.44335 534.11138 620.11914 534.18169 curveto
619.79882 534.25201 619.45703 534.28716 619.09375 534.28716 curveto
618.10547 534.28716 617.32031 533.97662 616.73828 533.35552 curveto
616.15625 532.73443 615.86523 531.89654 615.86523 530.84185 curveto
615.86523 529.77154 616.1582 528.92975 616.74414 528.31646 curveto
617.33398 527.70318 618.14062 527.39654 619.16406 527.39654 curveto
619.49609 527.39654 619.82031 527.4317 620.13672 527.50201 curveto
620.45312 527.56842 620.75976 527.66998 621.05664 527.80669 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
628.55664 530.56646 moveto
628.55664 531.0938 lineto
623.59961 531.0938 lineto
623.64648 531.83599 623.86914 532.4024 624.26758 532.79302 curveto
624.66992 533.17974 625.22851 533.3731 625.94336 533.3731 curveto
626.35742 533.3731 626.75781 533.32232 627.14453 533.22076 curveto
627.53515 533.11919 627.92187 532.96685 628.30469 532.76372 curveto
628.30469 533.78326 lineto
627.91796 533.94732 627.52148 534.07232 627.11523 534.15826 curveto
626.70898 534.24419 626.29687 534.28716 625.87891 534.28716 curveto
624.83203 534.28716 624.00195 533.98247 623.38867 533.3731 curveto
622.7793 532.76373 622.47461 531.93951 622.47461 530.90044 curveto
622.47461 529.82623 622.76367 528.97467 623.3418 528.34576 curveto
623.92383 527.71295 624.70703 527.39654 625.69141 527.39654 curveto
626.57421 527.39654 627.27148 527.6817 627.7832 528.25201 curveto
628.29882 528.81842 628.55663 529.5899 628.55664 530.56646 curveto
627.47852 530.25005 moveto
627.4707 529.66021 627.30468 529.18951 626.98047 528.83794 curveto
626.66015 528.48639 626.23437 528.31061 625.70312 528.3106 curveto
625.10156 528.31061 624.61914 528.48053 624.25586 528.82036 curveto
623.89648 529.16021 623.68945 529.63873 623.63477 530.25591 curveto
627.47852 530.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
630.45508 532.62896 moveto
631.69141 532.62896 lineto
631.69141 534.11724 lineto
630.45508 534.11724 lineto
630.45508 532.62896 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
640.59766 525.36919 moveto
647.99805 525.36919 lineto
647.99805 526.36529 lineto
644.89258 526.36529 lineto
644.89258 534.11724 lineto
643.70312 534.11724 lineto
643.70312 526.36529 lineto
640.59766 526.36529 lineto
640.59766 525.36919 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
654.57812 530.1563 moveto
654.57812 534.11724 lineto
653.5 534.11724 lineto
653.5 530.19146 lineto
653.49999 529.57037 653.3789 529.10553 653.13672 528.79693 curveto
652.89453 528.48834 652.53125 528.33404 652.04688 528.33404 curveto
651.46484 528.33404 651.00586 528.51959 650.66992 528.89068 curveto
650.33398 529.26178 650.16601 529.76763 650.16602 530.40826 curveto
650.16602 534.11724 lineto
649.08203 534.11724 lineto
649.08203 525.00005 lineto
650.16602 525.00005 lineto
650.16602 528.57427 lineto
650.42383 528.17975 650.72656 527.88482 651.07422 527.68951 curveto
651.42578 527.4942 651.83007 527.39654 652.28711 527.39654 curveto
653.04101 527.39654 653.61132 527.63092 653.99805 528.09966 curveto
654.38476 528.56451 654.57812 529.25006 654.57812 530.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
662.35352 530.56646 moveto
662.35352 531.0938 lineto
657.39648 531.0938 lineto
657.44336 531.83599 657.66601 532.4024 658.06445 532.79302 curveto
658.46679 533.17974 659.02539 533.3731 659.74023 533.3731 curveto
660.15429 533.3731 660.55468 533.32232 660.94141 533.22076 curveto
661.33203 533.11919 661.71874 532.96685 662.10156 532.76372 curveto
662.10156 533.78326 lineto
661.71484 533.94732 661.31835 534.07232 660.91211 534.15826 curveto
660.50585 534.24419 660.09375 534.28716 659.67578 534.28716 curveto
658.6289 534.28716 657.79883 533.98247 657.18555 533.3731 curveto
656.57617 532.76373 656.27148 531.93951 656.27148 530.90044 curveto
656.27148 529.82623 656.56055 528.97467 657.13867 528.34576 curveto
657.7207 527.71295 658.5039 527.39654 659.48828 527.39654 curveto
660.37109 527.39654 661.06835 527.6817 661.58008 528.25201 curveto
662.0957 528.81842 662.35351 529.5899 662.35352 530.56646 curveto
661.27539 530.25005 moveto
661.26757 529.66021 661.10156 529.18951 660.77734 528.83794 curveto
660.45703 528.48639 660.03125 528.31061 659.5 528.3106 curveto
658.89843 528.31061 658.41601 528.48053 658.05273 528.82036 curveto
657.69336 529.16021 657.48633 529.63873 657.43164 530.25591 curveto
661.27539 530.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
434.5293 542.55474 moveto
435.60742 542.55474 lineto
435.60742 549.11724 lineto
434.5293 549.11724 lineto
434.5293 542.55474 lineto
434.5293 540.00005 moveto
435.60742 540.00005 lineto
435.60742 541.36529 lineto
434.5293 541.36529 lineto
434.5293 540.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
442.9668 543.81451 moveto
443.23632 543.33014 443.55859 542.97271 443.93359 542.74224 curveto
444.30859 542.51178 444.74999 542.39654 445.25781 542.39654 curveto
445.9414 542.39654 446.46874 542.63678 446.83984 543.11724 curveto
447.21093 543.59381 447.39647 544.27349 447.39648 545.1563 curveto
447.39648 549.11724 lineto
446.3125 549.11724 lineto
446.3125 545.19146 lineto
446.31249 544.56256 446.20116 544.09576 445.97852 543.79107 curveto
445.75585 543.48639 445.41601 543.33404 444.95898 543.33404 curveto
444.40038 543.33404 443.95898 543.51959 443.63477 543.89068 curveto
443.31054 544.26178 443.14843 544.76763 443.14844 545.40826 curveto
443.14844 549.11724 lineto
442.06445 549.11724 lineto
442.06445 545.19146 lineto
442.06445 544.55865 441.95312 544.09185 441.73047 543.79107 curveto
441.50781 543.48639 441.16406 543.33404 440.69922 543.33404 curveto
440.14843 543.33404 439.71093 543.52154 439.38672 543.89654 curveto
439.0625 544.26764 438.90039 544.77154 438.90039 545.40826 curveto
438.90039 549.11724 lineto
437.81641 549.11724 lineto
437.81641 542.55474 lineto
438.90039 542.55474 lineto
438.90039 543.57427 lineto
439.14648 543.17193 439.4414 542.87506 439.78516 542.68365 curveto
440.1289 542.49225 440.53711 542.39654 441.00977 542.39654 curveto
441.48632 542.39654 441.89062 542.51764 442.22266 542.75982 curveto
442.55859 543.00201 442.80663 543.35357 442.9668 543.81451 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
452.51172 545.81841 moveto
451.64062 545.81842 451.03711 545.91802 450.70117 546.11724 curveto
450.36523 546.31646 450.19726 546.6563 450.19727 547.13677 curveto
450.19726 547.51959 450.32226 547.82427 450.57227 548.05083 curveto
450.82617 548.27349 451.16992 548.38482 451.60352 548.38482 curveto
452.20117 548.38482 452.67968 548.17388 453.03906 547.75201 curveto
453.40234 547.32623 453.58398 546.76177 453.58398 546.05865 curveto
453.58398 545.81841 lineto
452.51172 545.81841 lineto
454.66211 545.3731 moveto
454.66211 549.11724 lineto
453.58398 549.11724 lineto
453.58398 548.12115 lineto
453.33789 548.51958 453.03125 548.81451 452.66406 549.00591 curveto
452.29687 549.19341 451.84765 549.28716 451.31641 549.28716 curveto
450.64453 549.28716 450.10937 549.09966 449.71094 548.72466 curveto
449.31641 548.34576 449.11914 547.8399 449.11914 547.20708 curveto
449.11914 546.46881 449.36523 545.91217 449.85742 545.53716 curveto
450.35351 545.16217 451.09179 544.97467 452.07227 544.97466 curveto
453.58398 544.97466 lineto
453.58398 544.86919 lineto
453.58398 544.3731 453.41992 543.99029 453.0918 543.72076 curveto
452.76757 543.44732 452.31054 543.31061 451.7207 543.3106 curveto
451.3457 543.31061 450.98047 543.35553 450.625 543.44536 curveto
450.26953 543.53521 449.92773 543.66998 449.59961 543.84966 curveto
449.59961 542.85357 lineto
449.99414 542.70123 450.37695 542.58795 450.74805 542.51372 curveto
451.11914 542.43561 451.48047 542.39654 451.83203 542.39654 curveto
452.78125 542.39654 453.49023 542.64264 453.95898 543.13482 curveto
454.42773 543.62701 454.6621 544.3731 454.66211 545.3731 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
461.23047 545.75982 moveto
461.23046 544.97857 461.06835 544.3731 460.74414 543.94341 curveto
460.42382 543.51373 459.97265 543.29889 459.39062 543.29888 curveto
458.8125 543.29889 458.36133 543.51373 458.03711 543.94341 curveto
457.71679 544.3731 457.55664 544.97857 457.55664 545.75982 curveto
457.55664 546.53716 457.71679 547.14068 458.03711 547.57036 curveto
458.36133 548.00005 458.8125 548.2149 459.39062 548.2149 curveto
459.97265 548.2149 460.42382 548.00005 460.74414 547.57036 curveto
461.06835 547.14068 461.23046 546.53716 461.23047 545.75982 curveto
462.30859 548.30279 moveto
462.30859 549.41997 462.06054 550.25005 461.56445 550.79302 curveto
461.06835 551.33989 460.30859 551.61333 459.28516 551.61333 curveto
458.90625 551.61333 458.54883 551.58403 458.21289 551.52544 curveto
457.87695 551.47075 457.55078 551.38482 457.23438 551.26763 curveto
457.23438 550.2188 lineto
457.55078 550.39068 457.86328 550.51763 458.17188 550.59966 curveto
458.48047 550.68169 458.79492 550.72271 459.11523 550.72271 curveto
459.82226 550.72271 460.35156 550.53716 460.70312 550.16607 curveto
461.05468 549.79888 461.23046 549.24224 461.23047 548.49615 curveto
461.23047 547.96294 lineto
461.00781 548.34966 460.72265 548.63872 460.375 548.83013 curveto
460.02734 549.02154 459.61132 549.11724 459.12695 549.11724 curveto
458.32226 549.11724 457.67383 548.8106 457.18164 548.19732 curveto
456.68945 547.58404 456.44336 546.77154 456.44336 545.75982 curveto
456.44336 544.7442 456.68945 543.92975 457.18164 543.31646 curveto
457.67383 542.70318 458.32226 542.39654 459.12695 542.39654 curveto
459.61132 542.39654 460.02734 542.49225 460.375 542.68365 curveto
460.72265 542.87506 461.00781 543.16412 461.23047 543.55083 curveto
461.23047 542.55474 lineto
462.30859 542.55474 lineto
462.30859 548.30279 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
470.14258 545.56646 moveto
470.14258 546.0938 lineto
465.18555 546.0938 lineto
465.23242 546.83599 465.45508 547.4024 465.85352 547.79302 curveto
466.25586 548.17974 466.81445 548.3731 467.5293 548.3731 curveto
467.94335 548.3731 468.34375 548.32232 468.73047 548.22076 curveto
469.12109 548.11919 469.50781 547.96685 469.89062 547.76372 curveto
469.89062 548.78326 lineto
469.5039 548.94732 469.10742 549.07232 468.70117 549.15826 curveto
468.29492 549.24419 467.88281 549.28716 467.46484 549.28716 curveto
466.41797 549.28716 465.58789 548.98247 464.97461 548.3731 curveto
464.36523 547.76373 464.06055 546.93951 464.06055 545.90044 curveto
464.06055 544.82623 464.34961 543.97467 464.92773 543.34576 curveto
465.50976 542.71295 466.29297 542.39654 467.27734 542.39654 curveto
468.16015 542.39654 468.85742 542.6817 469.36914 543.25201 curveto
469.88476 543.81842 470.14257 544.5899 470.14258 545.56646 curveto
469.06445 545.25005 moveto
469.05663 544.66021 468.89062 544.18951 468.56641 543.83794 curveto
468.24609 543.48639 467.82031 543.31061 467.28906 543.3106 curveto
466.6875 543.31061 466.20508 543.48053 465.8418 543.82036 curveto
465.48242 544.16021 465.27539 544.63873 465.2207 545.25591 curveto
469.06445 545.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
478.25195 543.3106 moveto
477.67383 543.31061 477.21679 543.53717 476.88086 543.99029 curveto
476.54492 544.43951 476.37695 545.0567 476.37695 545.84185 curveto
476.37695 546.62701 476.54297 547.24615 476.875 547.69927 curveto
477.21093 548.14849 477.66992 548.3731 478.25195 548.3731 curveto
478.82617 548.3731 479.28125 548.14654 479.61719 547.69341 curveto
479.95312 547.24029 480.12109 546.6231 480.12109 545.84185 curveto
480.12109 545.06451 479.95312 544.44928 479.61719 543.99615 curveto
479.28125 543.53912 478.82617 543.31061 478.25195 543.3106 curveto
478.25195 542.39654 moveto
479.18945 542.39654 479.92578 542.70123 480.46094 543.3106 curveto
480.99609 543.91998 481.26367 544.76373 481.26367 545.84185 curveto
481.26367 546.91607 480.99609 547.75982 480.46094 548.3731 curveto
479.92578 548.98247 479.18945 549.28716 478.25195 549.28716 curveto
477.31054 549.28716 476.57226 548.98247 476.03711 548.3731 curveto
475.50586 547.75982 475.24023 546.91607 475.24023 545.84185 curveto
475.24023 544.76373 475.50586 543.91998 476.03711 543.3106 curveto
476.57226 542.70123 477.31054 542.39654 478.25195 542.39654 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
486.36719 540.00005 moveto
486.36719 540.89654 lineto
485.33594 540.89654 lineto
484.94922 540.89655 484.67968 540.97467 484.52734 541.13091 curveto
484.3789 541.28717 484.30469 541.56842 484.30469 541.97466 curveto
484.30469 542.55474 lineto
486.08008 542.55474 lineto
486.08008 543.39263 lineto
484.30469 543.39263 lineto
484.30469 549.11724 lineto
483.2207 549.11724 lineto
483.2207 543.39263 lineto
482.18945 543.39263 lineto
482.18945 542.55474 lineto
483.2207 542.55474 lineto
483.2207 542.09771 lineto
483.2207 541.36725 483.39062 540.836 483.73047 540.50396 curveto
484.07031 540.16803 484.60937 540.00006 485.34766 540.00005 curveto
486.36719 540.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
492.15039 540.69146 moveto
492.15039 542.55474 lineto
494.37109 542.55474 lineto
494.37109 543.39263 lineto
492.15039 543.39263 lineto
492.15039 546.95513 lineto
492.15039 547.49029 492.22265 547.83404 492.36719 547.98638 curveto
492.51562 548.13873 492.81445 548.2149 493.26367 548.2149 curveto
494.37109 548.2149 lineto
494.37109 549.11724 lineto
493.26367 549.11724 lineto
492.43164 549.11724 491.85742 548.96294 491.54102 548.65435 curveto
491.22461 548.34185 491.06641 547.77544 491.06641 546.95513 curveto
491.06641 543.39263 lineto
490.27539 543.39263 lineto
490.27539 542.55474 lineto
491.06641 542.55474 lineto
491.06641 540.69146 lineto
492.15039 540.69146 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
501.25 545.1563 moveto
501.25 549.11724 lineto
500.17188 549.11724 lineto
500.17188 545.19146 lineto
500.17187 544.57037 500.05078 544.10553 499.80859 543.79693 curveto
499.5664 543.48834 499.20312 543.33404 498.71875 543.33404 curveto
498.13672 543.33404 497.67773 543.51959 497.3418 543.89068 curveto
497.00586 544.26178 496.83789 544.76763 496.83789 545.40826 curveto
496.83789 549.11724 lineto
495.75391 549.11724 lineto
495.75391 540.00005 lineto
496.83789 540.00005 lineto
496.83789 543.57427 lineto
497.0957 543.17975 497.39843 542.88482 497.74609 542.68951 curveto
498.09765 542.4942 498.50195 542.39654 498.95898 542.39654 curveto
499.71289 542.39654 500.2832 542.63092 500.66992 543.09966 curveto
501.05663 543.56451 501.24999 544.25006 501.25 545.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
509.02539 545.56646 moveto
509.02539 546.0938 lineto
504.06836 546.0938 lineto
504.11523 546.83599 504.33789 547.4024 504.73633 547.79302 curveto
505.13867 548.17974 505.69726 548.3731 506.41211 548.3731 curveto
506.82617 548.3731 507.22656 548.32232 507.61328 548.22076 curveto
508.0039 548.11919 508.39062 547.96685 508.77344 547.76372 curveto
508.77344 548.78326 lineto
508.38671 548.94732 507.99023 549.07232 507.58398 549.15826 curveto
507.17773 549.24419 506.76562 549.28716 506.34766 549.28716 curveto
505.30078 549.28716 504.4707 548.98247 503.85742 548.3731 curveto
503.24805 547.76373 502.94336 546.93951 502.94336 545.90044 curveto
502.94336 544.82623 503.23242 543.97467 503.81055 543.34576 curveto
504.39258 542.71295 505.17578 542.39654 506.16016 542.39654 curveto
507.04296 542.39654 507.74023 542.6817 508.25195 543.25201 curveto
508.76757 543.81842 509.02538 544.5899 509.02539 545.56646 curveto
507.94727 545.25005 moveto
507.93945 544.66021 507.77343 544.18951 507.44922 543.83794 curveto
507.1289 543.48639 506.70312 543.31061 506.17188 543.3106 curveto
505.57031 543.31061 505.08789 543.48053 504.72461 543.82036 curveto
504.36523 544.16021 504.1582 544.63873 504.10352 545.25591 curveto
507.94727 545.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
518.91016 545.75982 moveto
518.91015 544.97857 518.74804 544.3731 518.42383 543.94341 curveto
518.10351 543.51373 517.65234 543.29889 517.07031 543.29888 curveto
516.49218 543.29889 516.04101 543.51373 515.7168 543.94341 curveto
515.39648 544.3731 515.23633 544.97857 515.23633 545.75982 curveto
515.23633 546.53716 515.39648 547.14068 515.7168 547.57036 curveto
516.04101 548.00005 516.49218 548.2149 517.07031 548.2149 curveto
517.65234 548.2149 518.10351 548.00005 518.42383 547.57036 curveto
518.74804 547.14068 518.91015 546.53716 518.91016 545.75982 curveto
519.98828 548.30279 moveto
519.98827 549.41997 519.74023 550.25005 519.24414 550.79302 curveto
518.74804 551.33989 517.98828 551.61333 516.96484 551.61333 curveto
516.58593 551.61333 516.22851 551.58403 515.89258 551.52544 curveto
515.55664 551.47075 515.23047 551.38482 514.91406 551.26763 curveto
514.91406 550.2188 lineto
515.23047 550.39068 515.54297 550.51763 515.85156 550.59966 curveto
516.16015 550.68169 516.47461 550.72271 516.79492 550.72271 curveto
517.50195 550.72271 518.03125 550.53716 518.38281 550.16607 curveto
518.73437 549.79888 518.91015 549.24224 518.91016 548.49615 curveto
518.91016 547.96294 lineto
518.68749 548.34966 518.40234 548.63872 518.05469 548.83013 curveto
517.70703 549.02154 517.29101 549.11724 516.80664 549.11724 curveto
516.00195 549.11724 515.35351 548.8106 514.86133 548.19732 curveto
514.36914 547.58404 514.12305 546.77154 514.12305 545.75982 curveto
514.12305 544.7442 514.36914 543.92975 514.86133 543.31646 curveto
515.35351 542.70318 516.00195 542.39654 516.80664 542.39654 curveto
517.29101 542.39654 517.70703 542.49225 518.05469 542.68365 curveto
518.40234 542.87506 518.68749 543.16412 518.91016 543.55083 curveto
518.91016 542.55474 lineto
519.98828 542.55474 lineto
519.98828 548.30279 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
526.01172 543.56255 moveto
525.89062 543.49225 525.75781 543.44146 525.61328 543.41021 curveto
525.47265 543.37506 525.3164 543.35748 525.14453 543.35747 curveto
524.53515 543.35748 524.0664 543.5567 523.73828 543.95513 curveto
523.41406 544.34967 523.25195 544.91803 523.25195 545.66021 curveto
523.25195 549.11724 lineto
522.16797 549.11724 lineto
522.16797 542.55474 lineto
523.25195 542.55474 lineto
523.25195 543.57427 lineto
523.47851 543.17584 523.77343 542.88092 524.13672 542.68951 curveto
524.5 542.4942 524.9414 542.39654 525.46094 542.39654 curveto
525.53515 542.39654 525.61718 542.4024 525.70703 542.41411 curveto
525.79687 542.42193 525.89648 542.43561 526.00586 542.45513 curveto
526.01172 543.56255 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
529.67383 543.3106 moveto
529.0957 543.31061 528.63867 543.53717 528.30273 543.99029 curveto
527.96679 544.43951 527.79883 545.0567 527.79883 545.84185 curveto
527.79883 546.62701 527.96484 547.24615 528.29688 547.69927 curveto
528.63281 548.14849 529.09179 548.3731 529.67383 548.3731 curveto
530.24804 548.3731 530.70312 548.14654 531.03906 547.69341 curveto
531.37499 547.24029 531.54296 546.6231 531.54297 545.84185 curveto
531.54296 545.06451 531.37499 544.44928 531.03906 543.99615 curveto
530.70312 543.53912 530.24804 543.31061 529.67383 543.3106 curveto
529.67383 542.39654 moveto
530.61132 542.39654 531.34765 542.70123 531.88281 543.3106 curveto
532.41796 543.91998 532.68554 544.76373 532.68555 545.84185 curveto
532.68554 546.91607 532.41796 547.75982 531.88281 548.3731 curveto
531.34765 548.98247 530.61132 549.28716 529.67383 549.28716 curveto
528.73242 549.28716 527.99414 548.98247 527.45898 548.3731 curveto
526.92773 547.75982 526.66211 546.91607 526.66211 545.84185 curveto
526.66211 544.76373 526.92773 543.91998 527.45898 543.3106 curveto
527.99414 542.70123 528.73242 542.39654 529.67383 542.39654 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
534.35547 546.5274 moveto
534.35547 542.55474 lineto
535.43359 542.55474 lineto
535.43359 546.48638 lineto
535.43359 547.10748 535.55469 547.57427 535.79688 547.88677 curveto
536.03906 548.19537 536.40234 548.34966 536.88672 548.34966 curveto
537.46875 548.34966 537.92773 548.16412 538.26367 547.79302 curveto
538.60351 547.42193 538.77343 546.91607 538.77344 546.27544 curveto
538.77344 542.55474 lineto
539.85156 542.55474 lineto
539.85156 549.11724 lineto
538.77344 549.11724 lineto
538.77344 548.10943 lineto
538.51171 548.50787 538.20703 548.80474 537.85938 549.00005 curveto
537.51562 549.19146 537.11523 549.28716 536.6582 549.28716 curveto
535.90429 549.28716 535.33203 549.05279 534.94141 548.58404 curveto
534.55078 548.11529 534.35547 547.42974 534.35547 546.5274 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
547.53906 545.1563 moveto
547.53906 549.11724 lineto
546.46094 549.11724 lineto
546.46094 545.19146 lineto
546.46093 544.57037 546.33984 544.10553 546.09766 543.79693 curveto
545.85546 543.48834 545.49218 543.33404 545.00781 543.33404 curveto
544.42578 543.33404 543.96679 543.51959 543.63086 543.89068 curveto
543.29492 544.26178 543.12695 544.76763 543.12695 545.40826 curveto
543.12695 549.11724 lineto
542.04297 549.11724 lineto
542.04297 542.55474 lineto
543.12695 542.55474 lineto
543.12695 543.57427 lineto
543.38476 543.17975 543.6875 542.88482 544.03516 542.68951 curveto
544.38672 542.4942 544.79101 542.39654 545.24805 542.39654 curveto
546.00195 542.39654 546.57226 542.63092 546.95898 543.09966 curveto
547.3457 543.56451 547.53906 544.25006 547.53906 545.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
554.01953 543.55083 moveto
554.01953 540.00005 lineto
555.09766 540.00005 lineto
555.09766 549.11724 lineto
554.01953 549.11724 lineto
554.01953 548.13286 lineto
553.79296 548.52349 553.50585 548.81451 553.1582 549.00591 curveto
552.81445 549.19341 552.40039 549.28716 551.91602 549.28716 curveto
551.12304 549.28716 550.47656 548.97076 549.97656 548.33794 curveto
549.48047 547.70513 549.23242 546.8731 549.23242 545.84185 curveto
549.23242 544.8106 549.48047 543.97857 549.97656 543.34576 curveto
550.47656 542.71295 551.12304 542.39654 551.91602 542.39654 curveto
552.40039 542.39654 552.81445 542.49225 553.1582 542.68365 curveto
553.50585 542.87115 553.79296 543.16021 554.01953 543.55083 curveto
550.3457 545.84185 moveto
550.3457 546.63482 550.50781 547.25787 550.83203 547.71099 curveto
551.16015 548.16021 551.60937 548.38482 552.17969 548.38482 curveto
552.75 548.38482 553.19921 548.16021 553.52734 547.71099 curveto
553.85546 547.25787 554.01953 546.63482 554.01953 545.84185 curveto
554.01953 545.04888 553.85546 544.42779 553.52734 543.97857 curveto
553.19921 543.52545 552.75 543.29889 552.17969 543.29888 curveto
551.60937 543.29889 551.16015 543.52545 550.83203 543.97857 curveto
550.50781 544.42779 550.3457 545.04888 550.3457 545.84185 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
561.13867 540.00005 moveto
562.2168 540.00005 lineto
562.2168 549.11724 lineto
561.13867 549.11724 lineto
561.13867 540.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
570.08008 545.56646 moveto
570.08008 546.0938 lineto
565.12305 546.0938 lineto
565.16992 546.83599 565.39258 547.4024 565.79102 547.79302 curveto
566.19336 548.17974 566.75195 548.3731 567.4668 548.3731 curveto
567.88085 548.3731 568.28125 548.32232 568.66797 548.22076 curveto
569.05859 548.11919 569.44531 547.96685 569.82812 547.76372 curveto
569.82812 548.78326 lineto
569.4414 548.94732 569.04492 549.07232 568.63867 549.15826 curveto
568.23242 549.24419 567.82031 549.28716 567.40234 549.28716 curveto
566.35547 549.28716 565.52539 548.98247 564.91211 548.3731 curveto
564.30273 547.76373 563.99805 546.93951 563.99805 545.90044 curveto
563.99805 544.82623 564.28711 543.97467 564.86523 543.34576 curveto
565.44726 542.71295 566.23047 542.39654 567.21484 542.39654 curveto
568.09765 542.39654 568.79492 542.6817 569.30664 543.25201 curveto
569.82226 543.81842 570.08007 544.5899 570.08008 545.56646 curveto
569.00195 545.25005 moveto
568.99413 544.66021 568.82812 544.18951 568.50391 543.83794 curveto
568.18359 543.48639 567.75781 543.31061 567.22656 543.3106 curveto
566.625 543.31061 566.14258 543.48053 565.7793 543.82036 curveto
565.41992 544.16021 565.21289 544.63873 565.1582 545.25591 curveto
569.00195 545.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
571.05273 542.55474 moveto
572.19531 542.55474 lineto
574.24609 548.06255 lineto
576.29688 542.55474 lineto
577.43945 542.55474 lineto
574.97852 549.11724 lineto
573.51367 549.11724 lineto
571.05273 542.55474 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
584.54102 545.56646 moveto
584.54102 546.0938 lineto
579.58398 546.0938 lineto
579.63086 546.83599 579.85351 547.4024 580.25195 547.79302 curveto
580.65429 548.17974 581.21289 548.3731 581.92773 548.3731 curveto
582.34179 548.3731 582.74218 548.32232 583.12891 548.22076 curveto
583.51953 548.11919 583.90624 547.96685 584.28906 547.76372 curveto
584.28906 548.78326 lineto
583.90234 548.94732 583.50585 549.07232 583.09961 549.15826 curveto
582.69335 549.24419 582.28125 549.28716 581.86328 549.28716 curveto
580.8164 549.28716 579.98633 548.98247 579.37305 548.3731 curveto
578.76367 547.76373 578.45898 546.93951 578.45898 545.90044 curveto
578.45898 544.82623 578.74805 543.97467 579.32617 543.34576 curveto
579.9082 542.71295 580.6914 542.39654 581.67578 542.39654 curveto
582.55859 542.39654 583.25585 542.6817 583.76758 543.25201 curveto
584.2832 543.81842 584.54101 544.5899 584.54102 545.56646 curveto
583.46289 545.25005 moveto
583.45507 544.66021 583.28906 544.18951 582.96484 543.83794 curveto
582.64453 543.48639 582.21875 543.31061 581.6875 543.3106 curveto
581.08593 543.31061 580.60351 543.48053 580.24023 543.82036 curveto
579.88086 544.16021 579.67383 544.63873 579.61914 545.25591 curveto
583.46289 545.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
586.28711 540.00005 moveto
587.36523 540.00005 lineto
587.36523 549.11724 lineto
586.28711 549.11724 lineto
586.28711 540.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
593.43555 542.55474 moveto
594.51367 542.55474 lineto
594.51367 549.11724 lineto
593.43555 549.11724 lineto
593.43555 542.55474 lineto
593.43555 540.00005 moveto
594.51367 540.00005 lineto
594.51367 541.36529 lineto
593.43555 541.36529 lineto
593.43555 540.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
600.94727 542.7481 moveto
600.94727 543.76763 lineto
600.64257 543.61139 600.32617 543.4942 599.99805 543.41607 curveto
599.66992 543.33795 599.33007 543.29889 598.97852 543.29888 curveto
598.44336 543.29889 598.04101 543.38092 597.77148 543.54497 curveto
597.50586 543.70904 597.37305 543.95514 597.37305 544.28326 curveto
597.37305 544.53326 597.46875 544.73053 597.66016 544.87505 curveto
597.85156 545.01568 598.23633 545.15045 598.81445 545.27935 curveto
599.18359 545.36138 lineto
599.94921 545.52545 600.49218 545.75787 600.8125 546.05865 curveto
601.13671 546.35552 601.29882 546.77154 601.29883 547.30669 curveto
601.29882 547.91607 601.05664 548.39849 600.57227 548.75396 curveto
600.09179 549.10943 599.42968 549.28716 598.58594 549.28716 curveto
598.23437 549.28716 597.86719 549.25201 597.48438 549.18169 curveto
597.10547 549.11529 596.70508 549.01372 596.2832 548.87701 curveto
596.2832 547.76372 lineto
596.68164 547.97076 597.07422 548.12701 597.46094 548.23247 curveto
597.84765 548.33404 598.23047 548.38482 598.60938 548.38482 curveto
599.11718 548.38482 599.50781 548.29888 599.78125 548.12701 curveto
600.05468 547.95123 600.1914 547.70513 600.19141 547.38872 curveto
600.1914 547.09576 600.09179 546.87115 599.89258 546.7149 curveto
599.69726 546.55865 599.26562 546.40826 598.59766 546.26372 curveto
598.22266 546.17583 lineto
597.55469 546.03521 597.07226 545.82037 596.77539 545.5313 curveto
596.47851 545.23834 596.33008 544.83795 596.33008 544.33013 curveto
596.33008 543.71295 596.54883 543.23639 596.98633 542.90044 curveto
597.42383 542.56451 598.04492 542.39654 598.84961 542.39654 curveto
599.24804 542.39654 599.62304 542.42584 599.97461 542.48443 curveto
600.32617 542.54303 600.65039 542.63092 600.94727 542.7481 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
611.13672 545.75982 moveto
611.13671 544.97857 610.9746 544.3731 610.65039 543.94341 curveto
610.33007 543.51373 609.8789 543.29889 609.29688 543.29888 curveto
608.71875 543.29889 608.26758 543.51373 607.94336 543.94341 curveto
607.62304 544.3731 607.46289 544.97857 607.46289 545.75982 curveto
607.46289 546.53716 607.62304 547.14068 607.94336 547.57036 curveto
608.26758 548.00005 608.71875 548.2149 609.29688 548.2149 curveto
609.8789 548.2149 610.33007 548.00005 610.65039 547.57036 curveto
610.9746 547.14068 611.13671 546.53716 611.13672 545.75982 curveto
612.21484 548.30279 moveto
612.21484 549.41997 611.96679 550.25005 611.4707 550.79302 curveto
610.9746 551.33989 610.21484 551.61333 609.19141 551.61333 curveto
608.8125 551.61333 608.45508 551.58403 608.11914 551.52544 curveto
607.7832 551.47075 607.45703 551.38482 607.14062 551.26763 curveto
607.14062 550.2188 lineto
607.45703 550.39068 607.76953 550.51763 608.07812 550.59966 curveto
608.38672 550.68169 608.70117 550.72271 609.02148 550.72271 curveto
609.72851 550.72271 610.25781 550.53716 610.60938 550.16607 curveto
610.96093 549.79888 611.13671 549.24224 611.13672 548.49615 curveto
611.13672 547.96294 lineto
610.91406 548.34966 610.6289 548.63872 610.28125 548.83013 curveto
609.93359 549.02154 609.51757 549.11724 609.0332 549.11724 curveto
608.22851 549.11724 607.58008 548.8106 607.08789 548.19732 curveto
606.5957 547.58404 606.34961 546.77154 606.34961 545.75982 curveto
606.34961 544.7442 606.5957 543.92975 607.08789 543.31646 curveto
607.58008 542.70318 608.22851 542.39654 609.0332 542.39654 curveto
609.51757 542.39654 609.93359 542.49225 610.28125 542.68365 curveto
610.6289 542.87506 610.91406 543.16412 611.13672 543.55083 curveto
611.13672 542.55474 lineto
612.21484 542.55474 lineto
612.21484 548.30279 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
618.23828 543.56255 moveto
618.11718 543.49225 617.98437 543.44146 617.83984 543.41021 curveto
617.69921 543.37506 617.54296 543.35748 617.37109 543.35747 curveto
616.76172 543.35748 616.29297 543.5567 615.96484 543.95513 curveto
615.64062 544.34967 615.47851 544.91803 615.47852 545.66021 curveto
615.47852 549.11724 lineto
614.39453 549.11724 lineto
614.39453 542.55474 lineto
615.47852 542.55474 lineto
615.47852 543.57427 lineto
615.70508 543.17584 616 542.88092 616.36328 542.68951 curveto
616.72656 542.4942 617.16796 542.39654 617.6875 542.39654 curveto
617.76171 542.39654 617.84375 542.4024 617.93359 542.41411 curveto
618.02343 542.42193 618.12304 542.43561 618.23242 542.45513 curveto
618.23828 543.56255 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
622.33984 545.81841 moveto
621.46875 545.81842 620.86523 545.91802 620.5293 546.11724 curveto
620.19336 546.31646 620.02539 546.6563 620.02539 547.13677 curveto
620.02539 547.51959 620.15039 547.82427 620.40039 548.05083 curveto
620.65429 548.27349 620.99804 548.38482 621.43164 548.38482 curveto
622.02929 548.38482 622.50781 548.17388 622.86719 547.75201 curveto
623.23046 547.32623 623.4121 546.76177 623.41211 546.05865 curveto
623.41211 545.81841 lineto
622.33984 545.81841 lineto
624.49023 545.3731 moveto
624.49023 549.11724 lineto
623.41211 549.11724 lineto
623.41211 548.12115 lineto
623.16601 548.51958 622.85937 548.81451 622.49219 549.00591 curveto
622.125 549.19341 621.67578 549.28716 621.14453 549.28716 curveto
620.47265 549.28716 619.9375 549.09966 619.53906 548.72466 curveto
619.14453 548.34576 618.94726 547.8399 618.94727 547.20708 curveto
618.94726 546.46881 619.19336 545.91217 619.68555 545.53716 curveto
620.18164 545.16217 620.91992 544.97467 621.90039 544.97466 curveto
623.41211 544.97466 lineto
623.41211 544.86919 lineto
623.4121 544.3731 623.24804 543.99029 622.91992 543.72076 curveto
622.5957 543.44732 622.13867 543.31061 621.54883 543.3106 curveto
621.17383 543.31061 620.80859 543.35553 620.45312 543.44536 curveto
620.09765 543.53521 619.75586 543.66998 619.42773 543.84966 curveto
619.42773 542.85357 lineto
619.82226 542.70123 620.20508 542.58795 620.57617 542.51372 curveto
620.94726 542.43561 621.30859 542.39654 621.66016 542.39654 curveto
622.60937 542.39654 623.31835 542.64264 623.78711 543.13482 curveto
624.25585 543.62701 624.49023 544.3731 624.49023 545.3731 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
629.4707 549.72661 moveto
629.16601 550.50786 628.86914 551.01763 628.58008 551.25591 curveto
628.29101 551.49419 627.90429 551.61333 627.41992 551.61333 curveto
626.55859 551.61333 lineto
626.55859 550.71099 lineto
627.19141 550.71099 lineto
627.48828 550.71099 627.71875 550.64068 627.88281 550.50005 curveto
628.04687 550.35943 628.22851 550.0274 628.42773 549.50396 curveto
628.62109 549.01177 lineto
625.9668 542.55474 lineto
627.10938 542.55474 lineto
629.16016 547.68755 lineto
631.21094 542.55474 lineto
632.35352 542.55474 lineto
629.4707 549.72661 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
634.11719 547.62896 moveto
635.35352 547.62896 lineto
635.35352 548.63677 lineto
634.39258 550.51177 lineto
633.63672 550.51177 lineto
634.11719 548.63677 lineto
634.11719 547.62896 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
644.46484 545.81841 moveto
643.59375 545.81842 642.99023 545.91802 642.6543 546.11724 curveto
642.31836 546.31646 642.15039 546.6563 642.15039 547.13677 curveto
642.15039 547.51959 642.27539 547.82427 642.52539 548.05083 curveto
642.77929 548.27349 643.12304 548.38482 643.55664 548.38482 curveto
644.15429 548.38482 644.63281 548.17388 644.99219 547.75201 curveto
645.35546 547.32623 645.5371 546.76177 645.53711 546.05865 curveto
645.53711 545.81841 lineto
644.46484 545.81841 lineto
646.61523 545.3731 moveto
646.61523 549.11724 lineto
645.53711 549.11724 lineto
645.53711 548.12115 lineto
645.29101 548.51958 644.98437 548.81451 644.61719 549.00591 curveto
644.25 549.19341 643.80078 549.28716 643.26953 549.28716 curveto
642.59765 549.28716 642.0625 549.09966 641.66406 548.72466 curveto
641.26953 548.34576 641.07226 547.8399 641.07227 547.20708 curveto
641.07226 546.46881 641.31836 545.91217 641.81055 545.53716 curveto
642.30664 545.16217 643.04492 544.97467 644.02539 544.97466 curveto
645.53711 544.97466 lineto
645.53711 544.86919 lineto
645.5371 544.3731 645.37304 543.99029 645.04492 543.72076 curveto
644.7207 543.44732 644.26367 543.31061 643.67383 543.3106 curveto
643.29883 543.31061 642.93359 543.35553 642.57812 543.44536 curveto
642.22265 543.53521 641.88086 543.66998 641.55273 543.84966 curveto
641.55273 542.85357 lineto
641.94726 542.70123 642.33008 542.58795 642.70117 542.51372 curveto
643.07226 542.43561 643.43359 542.39654 643.78516 542.39654 curveto
644.73437 542.39654 645.44335 542.64264 645.91211 543.13482 curveto
646.38085 543.62701 646.61523 544.3731 646.61523 545.3731 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
654.32031 545.1563 moveto
654.32031 549.11724 lineto
653.24219 549.11724 lineto
653.24219 545.19146 lineto
653.24218 544.57037 653.12109 544.10553 652.87891 543.79693 curveto
652.63671 543.48834 652.27343 543.33404 651.78906 543.33404 curveto
651.20703 543.33404 650.74804 543.51959 650.41211 543.89068 curveto
650.07617 544.26178 649.9082 544.76763 649.9082 545.40826 curveto
649.9082 549.11724 lineto
648.82422 549.11724 lineto
648.82422 542.55474 lineto
649.9082 542.55474 lineto
649.9082 543.57427 lineto
650.16601 543.17975 650.46875 542.88482 650.81641 542.68951 curveto
651.16797 542.4942 651.57226 542.39654 652.0293 542.39654 curveto
652.7832 542.39654 653.35351 542.63092 653.74023 543.09966 curveto
654.12695 543.56451 654.32031 544.25006 654.32031 545.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
660.80078 543.55083 moveto
660.80078 540.00005 lineto
661.87891 540.00005 lineto
661.87891 549.11724 lineto
660.80078 549.11724 lineto
660.80078 548.13286 lineto
660.57421 548.52349 660.2871 548.81451 659.93945 549.00591 curveto
659.5957 549.19341 659.18164 549.28716 658.69727 549.28716 curveto
657.90429 549.28716 657.25781 548.97076 656.75781 548.33794 curveto
656.26172 547.70513 656.01367 546.8731 656.01367 545.84185 curveto
656.01367 544.8106 656.26172 543.97857 656.75781 543.34576 curveto
657.25781 542.71295 657.90429 542.39654 658.69727 542.39654 curveto
659.18164 542.39654 659.5957 542.49225 659.93945 542.68365 curveto
660.2871 542.87115 660.57421 543.16021 660.80078 543.55083 curveto
657.12695 545.84185 moveto
657.12695 546.63482 657.28906 547.25787 657.61328 547.71099 curveto
657.9414 548.16021 658.39062 548.38482 658.96094 548.38482 curveto
659.53125 548.38482 659.98046 548.16021 660.30859 547.71099 curveto
660.63671 547.25787 660.80078 546.63482 660.80078 545.84185 curveto
660.80078 545.04888 660.63671 544.42779 660.30859 543.97857 curveto
659.98046 543.52545 659.53125 543.29889 658.96094 543.29888 curveto
658.39062 543.29889 657.9414 543.52545 657.61328 543.97857 curveto
657.28906 544.42779 657.12695 545.04888 657.12695 545.84185 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
452.98633 555.69146 moveto
452.98633 557.55474 lineto
455.20703 557.55474 lineto
455.20703 558.39263 lineto
452.98633 558.39263 lineto
452.98633 561.95513 lineto
452.98633 562.49029 453.05859 562.83404 453.20312 562.98638 curveto
453.35156 563.13873 453.65039 563.2149 454.09961 563.2149 curveto
455.20703 563.2149 lineto
455.20703 564.11724 lineto
454.09961 564.11724 lineto
453.26758 564.11724 452.69336 563.96294 452.37695 563.65435 curveto
452.06055 563.34185 451.90234 562.77544 451.90234 561.95513 curveto
451.90234 558.39263 lineto
451.11133 558.39263 lineto
451.11133 557.55474 lineto
451.90234 557.55474 lineto
451.90234 555.69146 lineto
452.98633 555.69146 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
462.08594 560.1563 moveto
462.08594 564.11724 lineto
461.00781 564.11724 lineto
461.00781 560.19146 lineto
461.00781 559.57037 460.88671 559.10553 460.64453 558.79693 curveto
460.40234 558.48834 460.03906 558.33404 459.55469 558.33404 curveto
458.97265 558.33404 458.51367 558.51959 458.17773 558.89068 curveto
457.84179 559.26178 457.67383 559.76763 457.67383 560.40826 curveto
457.67383 564.11724 lineto
456.58984 564.11724 lineto
456.58984 555.00005 lineto
457.67383 555.00005 lineto
457.67383 558.57427 lineto
457.93164 558.17975 458.23437 557.88482 458.58203 557.68951 curveto
458.93359 557.4942 459.33789 557.39654 459.79492 557.39654 curveto
460.54882 557.39654 461.11914 557.63092 461.50586 558.09966 curveto
461.89257 558.56451 462.08593 559.25006 462.08594 560.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
469.86133 560.56646 moveto
469.86133 561.0938 lineto
464.9043 561.0938 lineto
464.95117 561.83599 465.17383 562.4024 465.57227 562.79302 curveto
465.97461 563.17974 466.5332 563.3731 467.24805 563.3731 curveto
467.6621 563.3731 468.0625 563.32232 468.44922 563.22076 curveto
468.83984 563.11919 469.22656 562.96685 469.60938 562.76372 curveto
469.60938 563.78326 lineto
469.22265 563.94732 468.82617 564.07232 468.41992 564.15826 curveto
468.01367 564.24419 467.60156 564.28716 467.18359 564.28716 curveto
466.13672 564.28716 465.30664 563.98247 464.69336 563.3731 curveto
464.08398 562.76373 463.7793 561.93951 463.7793 560.90044 curveto
463.7793 559.82623 464.06836 558.97467 464.64648 558.34576 curveto
465.22851 557.71295 466.01172 557.39654 466.99609 557.39654 curveto
467.8789 557.39654 468.57617 557.6817 469.08789 558.25201 curveto
469.60351 558.81842 469.86132 559.5899 469.86133 560.56646 curveto
468.7832 560.25005 moveto
468.77538 559.66021 468.60937 559.18951 468.28516 558.83794 curveto
467.96484 558.48639 467.53906 558.31061 467.00781 558.3106 curveto
466.40625 558.31061 465.92383 558.48053 465.56055 558.82036 curveto
465.20117 559.16021 464.99414 559.63873 464.93945 560.25591 curveto
468.7832 560.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
475.42773 557.55474 moveto
476.50586 557.55474 lineto
476.50586 564.11724 lineto
475.42773 564.11724 lineto
475.42773 557.55474 lineto
475.42773 555.00005 moveto
476.50586 555.00005 lineto
476.50586 556.36529 lineto
475.42773 556.36529 lineto
475.42773 555.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
483.86523 558.81451 moveto
484.13476 558.33014 484.45702 557.97271 484.83203 557.74224 curveto
485.20702 557.51178 485.64843 557.39654 486.15625 557.39654 curveto
486.83983 557.39654 487.36718 557.63678 487.73828 558.11724 curveto
488.10936 558.59381 488.29491 559.27349 488.29492 560.1563 curveto
488.29492 564.11724 lineto
487.21094 564.11724 lineto
487.21094 560.19146 lineto
487.21093 559.56256 487.0996 559.09576 486.87695 558.79107 curveto
486.65429 558.48639 486.31444 558.33404 485.85742 558.33404 curveto
485.29882 558.33404 484.85741 558.51959 484.5332 558.89068 curveto
484.20898 559.26178 484.04687 559.76763 484.04688 560.40826 curveto
484.04688 564.11724 lineto
482.96289 564.11724 lineto
482.96289 560.19146 lineto
482.96289 559.55865 482.85156 559.09185 482.62891 558.79107 curveto
482.40625 558.48639 482.0625 558.33404 481.59766 558.33404 curveto
481.04687 558.33404 480.60937 558.52154 480.28516 558.89654 curveto
479.96094 559.26764 479.79883 559.77154 479.79883 560.40826 curveto
479.79883 564.11724 lineto
478.71484 564.11724 lineto
478.71484 557.55474 lineto
479.79883 557.55474 lineto
479.79883 558.57427 lineto
480.04492 558.17193 480.33984 557.87506 480.68359 557.68365 curveto
481.02734 557.49225 481.43554 557.39654 481.9082 557.39654 curveto
482.38476 557.39654 482.78906 557.51764 483.12109 557.75982 curveto
483.45703 558.00201 483.70507 558.35357 483.86523 558.81451 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
493.41016 560.81841 moveto
492.53906 560.81842 491.93554 560.91802 491.59961 561.11724 curveto
491.26367 561.31646 491.0957 561.6563 491.0957 562.13677 curveto
491.0957 562.51959 491.2207 562.82427 491.4707 563.05083 curveto
491.72461 563.27349 492.06836 563.38482 492.50195 563.38482 curveto
493.09961 563.38482 493.57812 563.17388 493.9375 562.75201 curveto
494.30078 562.32623 494.48242 561.76177 494.48242 561.05865 curveto
494.48242 560.81841 lineto
493.41016 560.81841 lineto
495.56055 560.3731 moveto
495.56055 564.11724 lineto
494.48242 564.11724 lineto
494.48242 563.12115 lineto
494.23632 563.51958 493.92968 563.81451 493.5625 564.00591 curveto
493.19531 564.19341 492.74609 564.28716 492.21484 564.28716 curveto
491.54297 564.28716 491.00781 564.09966 490.60938 563.72466 curveto
490.21484 563.34576 490.01758 562.8399 490.01758 562.20708 curveto
490.01758 561.46881 490.26367 560.91217 490.75586 560.53716 curveto
491.25195 560.16217 491.99023 559.97467 492.9707 559.97466 curveto
494.48242 559.97466 lineto
494.48242 559.86919 lineto
494.48242 559.3731 494.31835 558.99029 493.99023 558.72076 curveto
493.66601 558.44732 493.20898 558.31061 492.61914 558.3106 curveto
492.24414 558.31061 491.8789 558.35553 491.52344 558.44536 curveto
491.16797 558.53521 490.82617 558.66998 490.49805 558.84966 curveto
490.49805 557.85357 lineto
490.89258 557.70123 491.27539 557.58795 491.64648 557.51372 curveto
492.01758 557.43561 492.3789 557.39654 492.73047 557.39654 curveto
493.67968 557.39654 494.38867 557.64264 494.85742 558.13482 curveto
495.32617 558.62701 495.56054 559.3731 495.56055 560.3731 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
502.12891 560.75982 moveto
502.1289 559.97857 501.96679 559.3731 501.64258 558.94341 curveto
501.32226 558.51373 500.87109 558.29889 500.28906 558.29888 curveto
499.71093 558.29889 499.25976 558.51373 498.93555 558.94341 curveto
498.61523 559.3731 498.45508 559.97857 498.45508 560.75982 curveto
498.45508 561.53716 498.61523 562.14068 498.93555 562.57036 curveto
499.25976 563.00005 499.71093 563.2149 500.28906 563.2149 curveto
500.87109 563.2149 501.32226 563.00005 501.64258 562.57036 curveto
501.96679 562.14068 502.1289 561.53716 502.12891 560.75982 curveto
503.20703 563.30279 moveto
503.20702 564.41997 502.95898 565.25005 502.46289 565.79302 curveto
501.96679 566.33989 501.20703 566.61333 500.18359 566.61333 curveto
499.80468 566.61333 499.44726 566.58403 499.11133 566.52544 curveto
498.77539 566.47075 498.44922 566.38482 498.13281 566.26763 curveto
498.13281 565.2188 lineto
498.44922 565.39068 498.76172 565.51763 499.07031 565.59966 curveto
499.3789 565.68169 499.69336 565.72271 500.01367 565.72271 curveto
500.7207 565.72271 501.25 565.53716 501.60156 565.16607 curveto
501.95312 564.79888 502.1289 564.24224 502.12891 563.49615 curveto
502.12891 562.96294 lineto
501.90624 563.34966 501.62109 563.63872 501.27344 563.83013 curveto
500.92578 564.02154 500.50976 564.11724 500.02539 564.11724 curveto
499.2207 564.11724 498.57226 563.8106 498.08008 563.19732 curveto
497.58789 562.58404 497.3418 561.77154 497.3418 560.75982 curveto
497.3418 559.7442 497.58789 558.92975 498.08008 558.31646 curveto
498.57226 557.70318 499.2207 557.39654 500.02539 557.39654 curveto
500.50976 557.39654 500.92578 557.49225 501.27344 557.68365 curveto
501.62109 557.87506 501.90624 558.16412 502.12891 558.55083 curveto
502.12891 557.55474 lineto
503.20703 557.55474 lineto
503.20703 563.30279 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
511.04102 560.56646 moveto
511.04102 561.0938 lineto
506.08398 561.0938 lineto
506.13086 561.83599 506.35351 562.4024 506.75195 562.79302 curveto
507.15429 563.17974 507.71289 563.3731 508.42773 563.3731 curveto
508.84179 563.3731 509.24218 563.32232 509.62891 563.22076 curveto
510.01953 563.11919 510.40624 562.96685 510.78906 562.76372 curveto
510.78906 563.78326 lineto
510.40234 563.94732 510.00585 564.07232 509.59961 564.15826 curveto
509.19335 564.24419 508.78125 564.28716 508.36328 564.28716 curveto
507.3164 564.28716 506.48633 563.98247 505.87305 563.3731 curveto
505.26367 562.76373 504.95898 561.93951 504.95898 560.90044 curveto
504.95898 559.82623 505.24805 558.97467 505.82617 558.34576 curveto
506.4082 557.71295 507.1914 557.39654 508.17578 557.39654 curveto
509.05859 557.39654 509.75585 557.6817 510.26758 558.25201 curveto
510.7832 558.81842 511.04101 559.5899 511.04102 560.56646 curveto
509.96289 560.25005 moveto
509.95507 559.66021 509.78906 559.18951 509.46484 558.83794 curveto
509.14453 558.48639 508.71875 558.31061 508.1875 558.3106 curveto
507.58593 558.31061 507.10351 558.48053 506.74023 558.82036 curveto
506.38086 559.16021 506.17383 559.63873 506.11914 560.25591 curveto
509.96289 560.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
519.15039 558.3106 moveto
518.57226 558.31061 518.11523 558.53717 517.7793 558.99029 curveto
517.44336 559.43951 517.27539 560.0567 517.27539 560.84185 curveto
517.27539 561.62701 517.4414 562.24615 517.77344 562.69927 curveto
518.10937 563.14849 518.56836 563.3731 519.15039 563.3731 curveto
519.72461 563.3731 520.17968 563.14654 520.51562 562.69341 curveto
520.85156 562.24029 521.01953 561.6231 521.01953 560.84185 curveto
521.01953 560.06451 520.85156 559.44928 520.51562 558.99615 curveto
520.17968 558.53912 519.72461 558.31061 519.15039 558.3106 curveto
519.15039 557.39654 moveto
520.08789 557.39654 520.82421 557.70123 521.35938 558.3106 curveto
521.89452 558.91998 522.1621 559.76373 522.16211 560.84185 curveto
522.1621 561.91607 521.89452 562.75982 521.35938 563.3731 curveto
520.82421 563.98247 520.08789 564.28716 519.15039 564.28716 curveto
518.20898 564.28716 517.4707 563.98247 516.93555 563.3731 curveto
516.4043 562.75982 516.13867 561.91607 516.13867 560.84185 curveto
516.13867 559.76373 516.4043 558.91998 516.93555 558.3106 curveto
517.4707 557.70123 518.20898 557.39654 519.15039 557.39654 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
527.26562 555.00005 moveto
527.26562 555.89654 lineto
526.23438 555.89654 lineto
525.84765 555.89655 525.57812 555.97467 525.42578 556.13091 curveto
525.27734 556.28717 525.20312 556.56842 525.20312 556.97466 curveto
525.20312 557.55474 lineto
526.97852 557.55474 lineto
526.97852 558.39263 lineto
525.20312 558.39263 lineto
525.20312 564.11724 lineto
524.11914 564.11724 lineto
524.11914 558.39263 lineto
523.08789 558.39263 lineto
523.08789 557.55474 lineto
524.11914 557.55474 lineto
524.11914 557.09771 lineto
524.11914 556.36725 524.28906 555.836 524.62891 555.50396 curveto
524.96875 555.16803 525.50781 555.00006 526.24609 555.00005 curveto
527.26562 555.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
533.04883 555.69146 moveto
533.04883 557.55474 lineto
535.26953 557.55474 lineto
535.26953 558.39263 lineto
533.04883 558.39263 lineto
533.04883 561.95513 lineto
533.04883 562.49029 533.12109 562.83404 533.26562 562.98638 curveto
533.41406 563.13873 533.71289 563.2149 534.16211 563.2149 curveto
535.26953 563.2149 lineto
535.26953 564.11724 lineto
534.16211 564.11724 lineto
533.33008 564.11724 532.75586 563.96294 532.43945 563.65435 curveto
532.12305 563.34185 531.96484 562.77544 531.96484 561.95513 curveto
531.96484 558.39263 lineto
531.17383 558.39263 lineto
531.17383 557.55474 lineto
531.96484 557.55474 lineto
531.96484 555.69146 lineto
533.04883 555.69146 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
542.14844 560.1563 moveto
542.14844 564.11724 lineto
541.07031 564.11724 lineto
541.07031 560.19146 lineto
541.07031 559.57037 540.94921 559.10553 540.70703 558.79693 curveto
540.46484 558.48834 540.10156 558.33404 539.61719 558.33404 curveto
539.03515 558.33404 538.57617 558.51959 538.24023 558.89068 curveto
537.90429 559.26178 537.73633 559.76763 537.73633 560.40826 curveto
537.73633 564.11724 lineto
536.65234 564.11724 lineto
536.65234 555.00005 lineto
537.73633 555.00005 lineto
537.73633 558.57427 lineto
537.99414 558.17975 538.29687 557.88482 538.64453 557.68951 curveto
538.99609 557.4942 539.40039 557.39654 539.85742 557.39654 curveto
540.61132 557.39654 541.18164 557.63092 541.56836 558.09966 curveto
541.95507 558.56451 542.14843 559.25006 542.14844 560.1563 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
549.92383 560.56646 moveto
549.92383 561.0938 lineto
544.9668 561.0938 lineto
545.01367 561.83599 545.23633 562.4024 545.63477 562.79302 curveto
546.03711 563.17974 546.5957 563.3731 547.31055 563.3731 curveto
547.7246 563.3731 548.125 563.32232 548.51172 563.22076 curveto
548.90234 563.11919 549.28906 562.96685 549.67188 562.76372 curveto
549.67188 563.78326 lineto
549.28515 563.94732 548.88867 564.07232 548.48242 564.15826 curveto
548.07617 564.24419 547.66406 564.28716 547.24609 564.28716 curveto
546.19922 564.28716 545.36914 563.98247 544.75586 563.3731 curveto
544.14648 562.76373 543.8418 561.93951 543.8418 560.90044 curveto
543.8418 559.82623 544.13086 558.97467 544.70898 558.34576 curveto
545.29101 557.71295 546.07422 557.39654 547.05859 557.39654 curveto
547.9414 557.39654 548.63867 557.6817 549.15039 558.25201 curveto
549.66601 558.81842 549.92382 559.5899 549.92383 560.56646 curveto
548.8457 560.25005 moveto
548.83788 559.66021 548.67187 559.18951 548.34766 558.83794 curveto
548.02734 558.48639 547.60156 558.31061 547.07031 558.3106 curveto
546.46875 558.31061 545.98633 558.48053 545.62305 558.82036 curveto
545.26367 559.16021 545.05664 559.63873 545.00195 560.25591 curveto
548.8457 560.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
558.8125 555.00005 moveto
558.8125 555.89654 lineto
557.78125 555.89654 lineto
557.39453 555.89655 557.125 555.97467 556.97266 556.13091 curveto
556.82422 556.28717 556.75 556.56842 556.75 556.97466 curveto
556.75 557.55474 lineto
558.52539 557.55474 lineto
558.52539 558.39263 lineto
556.75 558.39263 lineto
556.75 564.11724 lineto
555.66602 564.11724 lineto
555.66602 558.39263 lineto
554.63477 558.39263 lineto
554.63477 557.55474 lineto
555.66602 557.55474 lineto
555.66602 557.09771 lineto
555.66601 556.36725 555.83594 555.836 556.17578 555.50396 curveto
556.51562 555.16803 557.05468 555.00006 557.79297 555.00005 curveto
558.8125 555.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
559.70898 557.55474 moveto
560.78711 557.55474 lineto
560.78711 564.11724 lineto
559.70898 564.11724 lineto
559.70898 557.55474 lineto
559.70898 555.00005 moveto
560.78711 555.00005 lineto
560.78711 556.36529 lineto
559.70898 556.36529 lineto
559.70898 555.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
566.83984 558.56255 moveto
566.71875 558.49225 566.58593 558.44146 566.44141 558.41021 curveto
566.30078 558.37506 566.14453 558.35748 565.97266 558.35747 curveto
565.36328 558.35748 564.89453 558.5567 564.56641 558.95513 curveto
564.24219 559.34967 564.08008 559.91803 564.08008 560.66021 curveto
564.08008 564.11724 lineto
562.99609 564.11724 lineto
562.99609 557.55474 lineto
564.08008 557.55474 lineto
564.08008 558.57427 lineto
564.30664 558.17584 564.60156 557.88092 564.96484 557.68951 curveto
565.32812 557.4942 565.76953 557.39654 566.28906 557.39654 curveto
566.36328 557.39654 566.44531 557.4024 566.53516 557.41411 curveto
566.625 557.42193 566.7246 557.43561 566.83398 557.45513 curveto
566.83984 558.56255 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
572.14258 557.7481 moveto
572.14258 558.76763 lineto
571.83789 558.61139 571.52148 558.4942 571.19336 558.41607 curveto
570.86523 558.33795 570.52539 558.29889 570.17383 558.29888 curveto
569.63867 558.29889 569.23633 558.38092 568.9668 558.54497 curveto
568.70117 558.70904 568.56836 558.95514 568.56836 559.28326 curveto
568.56836 559.53326 568.66406 559.73053 568.85547 559.87505 curveto
569.04687 560.01568 569.43164 560.15045 570.00977 560.27935 curveto
570.37891 560.36138 lineto
571.14453 560.52545 571.6875 560.75787 572.00781 561.05865 curveto
572.33203 561.35552 572.49413 561.77154 572.49414 562.30669 curveto
572.49413 562.91607 572.25195 563.39849 571.76758 563.75396 curveto
571.2871 564.10943 570.625 564.28716 569.78125 564.28716 curveto
569.42968 564.28716 569.0625 564.25201 568.67969 564.18169 curveto
568.30078 564.11529 567.90039 564.01372 567.47852 563.87701 curveto
567.47852 562.76372 lineto
567.87695 562.97076 568.26953 563.12701 568.65625 563.23247 curveto
569.04297 563.33404 569.42578 563.38482 569.80469 563.38482 curveto
570.3125 563.38482 570.70312 563.29888 570.97656 563.12701 curveto
571.25 562.95123 571.38671 562.70513 571.38672 562.38872 curveto
571.38671 562.09576 571.2871 561.87115 571.08789 561.7149 curveto
570.89257 561.55865 570.46093 561.40826 569.79297 561.26372 curveto
569.41797 561.17583 lineto
568.75 561.03521 568.26758 560.82037 567.9707 560.5313 curveto
567.67383 560.23834 567.52539 559.83795 567.52539 559.33013 curveto
567.52539 558.71295 567.74414 558.23639 568.18164 557.90044 curveto
568.61914 557.56451 569.24023 557.39654 570.04492 557.39654 curveto
570.44336 557.39654 570.81836 557.42584 571.16992 557.48443 curveto
571.52148 557.54303 571.8457 557.63092 572.14258 557.7481 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
575.25977 555.69146 moveto
575.25977 557.55474 lineto
577.48047 557.55474 lineto
577.48047 558.39263 lineto
575.25977 558.39263 lineto
575.25977 561.95513 lineto
575.25976 562.49029 575.33203 562.83404 575.47656 562.98638 curveto
575.625 563.13873 575.92383 563.2149 576.37305 563.2149 curveto
577.48047 563.2149 lineto
577.48047 564.11724 lineto
576.37305 564.11724 lineto
575.54101 564.11724 574.96679 563.96294 574.65039 563.65435 curveto
574.33398 563.34185 574.17578 562.77544 574.17578 561.95513 curveto
574.17578 558.39263 lineto
573.38477 558.39263 lineto
573.38477 557.55474 lineto
574.17578 557.55474 lineto
574.17578 555.69146 lineto
575.25977 555.69146 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
582.72461 555.00005 moveto
583.80273 555.00005 lineto
583.80273 564.11724 lineto
582.72461 564.11724 lineto
582.72461 555.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
591.66602 560.56646 moveto
591.66602 561.0938 lineto
586.70898 561.0938 lineto
586.75586 561.83599 586.97851 562.4024 587.37695 562.79302 curveto
587.77929 563.17974 588.33789 563.3731 589.05273 563.3731 curveto
589.46679 563.3731 589.86718 563.32232 590.25391 563.22076 curveto
590.64453 563.11919 591.03124 562.96685 591.41406 562.76372 curveto
591.41406 563.78326 lineto
591.02734 563.94732 590.63085 564.07232 590.22461 564.15826 curveto
589.81835 564.24419 589.40625 564.28716 588.98828 564.28716 curveto
587.9414 564.28716 587.11133 563.98247 586.49805 563.3731 curveto
585.88867 562.76373 585.58398 561.93951 585.58398 560.90044 curveto
585.58398 559.82623 585.87305 558.97467 586.45117 558.34576 curveto
587.0332 557.71295 587.8164 557.39654 588.80078 557.39654 curveto
589.68359 557.39654 590.38085 557.6817 590.89258 558.25201 curveto
591.4082 558.81842 591.66601 559.5899 591.66602 560.56646 curveto
590.58789 560.25005 moveto
590.58007 559.66021 590.41406 559.18951 590.08984 558.83794 curveto
589.76953 558.48639 589.34375 558.31061 588.8125 558.3106 curveto
588.21093 558.31061 587.72851 558.48053 587.36523 558.82036 curveto
587.00586 559.16021 586.79883 559.63873 586.74414 560.25591 curveto
590.58789 560.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
592.63867 557.55474 moveto
593.78125 557.55474 lineto
595.83203 563.06255 lineto
597.88281 557.55474 lineto
599.02539 557.55474 lineto
596.56445 564.11724 lineto
595.09961 564.11724 lineto
592.63867 557.55474 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
606.12695 560.56646 moveto
606.12695 561.0938 lineto
601.16992 561.0938 lineto
601.2168 561.83599 601.43945 562.4024 601.83789 562.79302 curveto
602.24023 563.17974 602.79882 563.3731 603.51367 563.3731 curveto
603.92773 563.3731 604.32812 563.32232 604.71484 563.22076 curveto
605.10546 563.11919 605.49218 562.96685 605.875 562.76372 curveto
605.875 563.78326 lineto
605.48828 563.94732 605.09179 564.07232 604.68555 564.15826 curveto
604.27929 564.24419 603.86718 564.28716 603.44922 564.28716 curveto
602.40234 564.28716 601.57226 563.98247 600.95898 563.3731 curveto
600.34961 562.76373 600.04492 561.93951 600.04492 560.90044 curveto
600.04492 559.82623 600.33398 558.97467 600.91211 558.34576 curveto
601.49414 557.71295 602.27734 557.39654 603.26172 557.39654 curveto
604.14453 557.39654 604.84179 557.6817 605.35352 558.25201 curveto
605.86913 558.81842 606.12695 559.5899 606.12695 560.56646 curveto
605.04883 560.25005 moveto
605.04101 559.66021 604.87499 559.18951 604.55078 558.83794 curveto
604.23046 558.48639 603.80468 558.31061 603.27344 558.3106 curveto
602.67187 558.31061 602.18945 558.48053 601.82617 558.82036 curveto
601.46679 559.16021 601.25976 559.63873 601.20508 560.25591 curveto
605.04883 560.25005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
607.87305 555.00005 moveto
608.95117 555.00005 lineto
608.95117 564.11724 lineto
607.87305 564.11724 lineto
607.87305 555.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
615.02148 557.55474 moveto
616.09961 557.55474 lineto
616.09961 564.11724 lineto
615.02148 564.11724 lineto
615.02148 557.55474 lineto
615.02148 555.00005 moveto
616.09961 555.00005 lineto
616.09961 556.36529 lineto
615.02148 556.36529 lineto
615.02148 555.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
622.5332 557.7481 moveto
622.5332 558.76763 lineto
622.22851 558.61139 621.9121 558.4942 621.58398 558.41607 curveto
621.25586 558.33795 620.91601 558.29889 620.56445 558.29888 curveto
620.02929 558.29889 619.62695 558.38092 619.35742 558.54497 curveto
619.0918 558.70904 618.95898 558.95514 618.95898 559.28326 curveto
618.95898 559.53326 619.05469 559.73053 619.24609 559.87505 curveto
619.4375 560.01568 619.82226 560.15045 620.40039 560.27935 curveto
620.76953 560.36138 lineto
621.53515 560.52545 622.07812 560.75787 622.39844 561.05865 curveto
622.72265 561.35552 622.88476 561.77154 622.88477 562.30669 curveto
622.88476 562.91607 622.64257 563.39849 622.1582 563.75396 curveto
621.67773 564.10943 621.01562 564.28716 620.17188 564.28716 curveto
619.82031 564.28716 619.45312 564.25201 619.07031 564.18169 curveto
618.6914 564.11529 618.29101 564.01372 617.86914 563.87701 curveto
617.86914 562.76372 lineto
618.26758 562.97076 618.66015 563.12701 619.04688 563.23247 curveto
619.43359 563.33404 619.8164 563.38482 620.19531 563.38482 curveto
620.70312 563.38482 621.09375 563.29888 621.36719 563.12701 curveto
621.64062 562.95123 621.77734 562.70513 621.77734 562.38872 curveto
621.77734 562.09576 621.67773 561.87115 621.47852 561.7149 curveto
621.2832 561.55865 620.85156 561.40826 620.18359 561.26372 curveto
619.80859 561.17583 lineto
619.14062 561.03521 618.6582 560.82037 618.36133 560.5313 curveto
618.06445 560.23834 617.91601 559.83795 617.91602 559.33013 curveto
617.91601 558.71295 618.13476 558.23639 618.57227 557.90044 curveto
619.00976 557.56451 619.63086 557.39654 620.43555 557.39654 curveto
620.83398 557.39654 621.20898 557.42584 621.56055 557.48443 curveto
621.9121 557.54303 622.23632 557.63092 622.5332 557.7481 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
633.11523 560.84185 moveto
633.11523 560.04888 632.95117 559.42779 632.62305 558.97857 curveto
632.29882 558.52545 631.85156 558.29889 631.28125 558.29888 curveto
630.71093 558.29889 630.26172 558.52545 629.93359 558.97857 curveto
629.60937 559.42779 629.44726 560.04888 629.44727 560.84185 curveto
629.44726 561.63482 629.60937 562.25787 629.93359 562.71099 curveto
630.26172 563.16021 630.71093 563.38482 631.28125 563.38482 curveto
631.85156 563.38482 632.29882 563.16021 632.62305 562.71099 curveto
632.95117 562.25787 633.11523 561.63482 633.11523 560.84185 curveto
629.44727 558.55083 moveto
629.67383 558.16021 629.95898 557.87115 630.30273 557.68365 curveto
630.65039 557.49225 631.06445 557.39654 631.54492 557.39654 curveto
632.34179 557.39654 632.98828 557.71295 633.48438 558.34576 curveto
633.98437 558.97857 634.23437 559.8106 634.23438 560.84185 curveto
634.23437 561.8731 633.98437 562.70513 633.48438 563.33794 curveto
632.98828 563.97076 632.34179 564.28716 631.54492 564.28716 curveto
631.06445 564.28716 630.65039 564.19341 630.30273 564.00591 curveto
629.95898 563.81451 629.67383 563.52349 629.44727 563.13286 curveto
629.44727 564.11724 lineto
628.36328 564.11724 lineto
628.36328 555.00005 lineto
629.44727 555.00005 lineto
629.44727 558.55083 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
636.02148 555.00005 moveto
637.09961 555.00005 lineto
637.09961 564.11724 lineto
636.02148 564.11724 lineto
636.02148 555.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
642.33203 560.81841 moveto
641.46093 560.81842 640.85742 560.91802 640.52148 561.11724 curveto
640.18554 561.31646 640.01758 561.6563 640.01758 562.13677 curveto
640.01758 562.51959 640.14258 562.82427 640.39258 563.05083 curveto
640.64648 563.27349 640.99023 563.38482 641.42383 563.38482 curveto
642.02148 563.38482 642.5 563.17388 642.85938 562.75201 curveto
643.22265 562.32623 643.40429 561.76177 643.4043 561.05865 curveto
643.4043 560.81841 lineto
642.33203 560.81841 lineto
644.48242 560.3731 moveto
644.48242 564.11724 lineto
643.4043 564.11724 lineto
643.4043 563.12115 lineto
643.1582 563.51958 642.85156 563.81451 642.48438 564.00591 curveto
642.11718 564.19341 641.66797 564.28716 641.13672 564.28716 curveto
640.46484 564.28716 639.92969 564.09966 639.53125 563.72466 curveto
639.13672 563.34576 638.93945 562.8399 638.93945 562.20708 curveto
638.93945 561.46881 639.18555 560.91217 639.67773 560.53716 curveto
640.17383 560.16217 640.91211 559.97467 641.89258 559.97466 curveto
643.4043 559.97466 lineto
643.4043 559.86919 lineto
643.40429 559.3731 643.24023 558.99029 642.91211 558.72076 curveto
642.58789 558.44732 642.13086 558.31061 641.54102 558.3106 curveto
641.16601 558.31061 640.80078 558.35553 640.44531 558.44536 curveto
640.08984 558.53521 639.74805 558.66998 639.41992 558.84966 curveto
639.41992 557.85357 lineto
639.81445 557.70123 640.19726 557.58795 640.56836 557.51372 curveto
640.93945 557.43561 641.30078 557.39654 641.65234 557.39654 curveto
642.60156 557.39654 643.31054 557.64264 643.7793 558.13482 curveto
644.24804 558.62701 644.48242 559.3731 644.48242 560.3731 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
651.45508 557.80669 moveto
651.45508 558.81451 lineto
651.15039 558.64654 650.84374 558.52154 650.53516 558.43951 curveto
650.23046 558.35357 649.92187 558.31061 649.60938 558.3106 curveto
648.91015 558.31061 648.36718 558.53326 647.98047 558.97857 curveto
647.59375 559.41998 647.40039 560.04107 647.40039 560.84185 curveto
647.40039 561.64263 647.59375 562.26568 647.98047 562.71099 curveto
648.36718 563.1524 648.91015 563.3731 649.60938 563.3731 curveto
649.92187 563.3731 650.23046 563.33208 650.53516 563.25005 curveto
650.84374 563.16412 651.15039 563.03716 651.45508 562.86919 curveto
651.45508 563.86529 lineto
651.15429 564.00591 650.84179 564.11138 650.51758 564.18169 curveto
650.19726 564.25201 649.85546 564.28716 649.49219 564.28716 curveto
648.5039 564.28716 647.71875 563.97662 647.13672 563.35552 curveto
646.55469 562.73443 646.26367 561.89654 646.26367 560.84185 curveto
646.26367 559.77154 646.55664 558.92975 647.14258 558.31646 curveto
647.73242 557.70318 648.53906 557.39654 649.5625 557.39654 curveto
649.89453 557.39654 650.21875 557.4317 650.53516 557.50201 curveto
650.85156 557.56842 651.1582 557.66998 651.45508 557.80669 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
653.30078 555.00005 moveto
654.38477 555.00005 lineto
654.38477 560.38482 lineto
657.60156 557.55474 lineto
658.97852 557.55474 lineto
655.49805 560.62505 lineto
659.125 564.11724 lineto
657.71875 564.11724 lineto
654.38477 560.91216 lineto
654.38477 564.11724 lineto
653.30078 564.11724 lineto
653.30078 555.00005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
660.43164 562.62896 moveto
661.66797 562.62896 lineto
661.66797 564.11724 lineto
660.43164 564.11724 lineto
660.43164 562.62896 lineto
fill
grestore
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
312.80761 363.17841 moveto
413.22182 318.17841 lineto
stroke
gsave [0.54753259 -0.24537331 0.24537331 0.54753259 310.06995 364.40528] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave [-0.54753259 0.24537331 -0.24537331 -0.54753259 415.95948 316.95154] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave [0.913253 -0.407393 0.407393 0.913253 0 0] concat
gsave
0 0 0 setrgbcolor
newpath
138.65085 448.79459 moveto
138.65085 444.82193 lineto
139.72897 444.82193 lineto
139.72897 448.75357 lineto
139.72897 449.37467 139.85007 449.84146 140.09225 450.15396 curveto
140.33444 450.46256 140.69772 450.61685 141.1821 450.61685 curveto
141.76413 450.61685 142.22311 450.43131 142.55905 450.06021 curveto
142.89889 449.68912 143.06881 449.18326 143.06882 448.54263 curveto
143.06882 444.82193 lineto
144.14694 444.82193 lineto
144.14694 451.38443 lineto
143.06882 451.38443 lineto
143.06882 450.37662 lineto
142.80709 450.77506 142.50241 451.07193 142.15475 451.26724 curveto
141.811 451.45865 141.41061 451.55435 140.95358 451.55435 curveto
140.19967 451.55435 139.62741 451.31998 139.23679 450.85123 curveto
138.84616 450.38248 138.65085 449.69693 138.65085 448.79459 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
151.83444 447.42349 moveto
151.83444 451.38443 lineto
150.75632 451.38443 lineto
150.75632 447.45865 lineto
150.75631 446.83756 150.63522 446.37272 150.39304 446.06412 curveto
150.15084 445.75553 149.78756 445.60123 149.30319 445.60123 curveto
148.72116 445.60123 148.26217 445.78678 147.92624 446.15787 curveto
147.5903 446.52897 147.42233 447.03482 147.42233 447.67545 curveto
147.42233 451.38443 lineto
146.33835 451.38443 lineto
146.33835 444.82193 lineto
147.42233 444.82193 lineto
147.42233 445.84146 lineto
147.68014 445.44694 147.98288 445.15201 148.33054 444.9567 curveto
148.6821 444.76139 149.08639 444.66373 149.54343 444.66373 curveto
150.29733 444.66373 150.86764 444.89811 151.25436 445.36685 curveto
151.64108 445.8317 151.83444 446.51725 151.83444 447.42349 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
158.18015 445.01529 moveto
158.18015 446.03482 lineto
157.87545 445.87858 157.55905 445.76139 157.23093 445.68326 curveto
156.9028 445.60514 156.56296 445.56608 156.2114 445.56607 curveto
155.67624 445.56608 155.27389 445.64811 155.00437 445.81216 curveto
154.73874 445.97623 154.60593 446.22233 154.60593 446.55045 curveto
154.60593 446.80045 154.70163 446.99772 154.89304 447.14224 curveto
155.08444 447.28287 155.46921 447.41764 156.04733 447.54654 curveto
156.41647 447.62857 lineto
157.1821 447.79264 157.72506 448.02506 158.04538 448.32584 curveto
158.36959 448.62271 158.5317 449.03873 158.53171 449.57388 curveto
158.5317 450.18326 158.28952 450.66568 157.80515 451.02115 curveto
157.32467 451.37662 156.66256 451.55435 155.81882 451.55435 curveto
155.46725 451.55435 155.10007 451.5192 154.71726 451.44888 curveto
154.33835 451.38248 153.93796 451.28091 153.51608 451.1442 curveto
153.51608 450.03091 lineto
153.91452 450.23795 154.3071 450.3942 154.69382 450.49966 curveto
155.08053 450.60123 155.46335 450.65201 155.84226 450.65201 curveto
156.35006 450.65201 156.74069 450.56607 157.01413 450.3942 curveto
157.28756 450.21842 157.42428 449.97232 157.42429 449.65591 curveto
157.42428 449.36295 157.32467 449.13834 157.12546 448.98209 curveto
156.93014 448.82584 156.4985 448.67545 155.83054 448.53091 curveto
155.45554 448.44302 lineto
154.78757 448.3024 154.30514 448.08756 154.00827 447.79849 curveto
153.7114 447.50553 153.56296 447.10514 153.56296 446.59732 curveto
153.56296 445.98014 153.78171 445.50358 154.21921 445.16763 curveto
154.65671 444.8317 155.2778 444.66373 156.08249 444.66373 curveto
156.48092 444.66373 156.85592 444.69303 157.20749 444.75162 curveto
157.55905 444.81022 157.88327 444.89811 158.18015 445.01529 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
161.29733 442.95865 moveto
161.29733 444.82193 lineto
163.51804 444.82193 lineto
163.51804 445.65982 lineto
161.29733 445.65982 lineto
161.29733 449.22232 lineto
161.29733 449.75748 161.3696 450.10123 161.51413 450.25357 curveto
161.66257 450.40592 161.96139 450.48209 162.41062 450.48209 curveto
163.51804 450.48209 lineto
163.51804 451.38443 lineto
162.41062 451.38443 lineto
161.57858 451.38443 161.00436 451.23013 160.68796 450.92154 curveto
160.37155 450.60904 160.21335 450.04263 160.21335 449.22232 curveto
160.21335 445.65982 lineto
159.42233 445.65982 lineto
159.42233 444.82193 lineto
160.21335 444.82193 lineto
160.21335 442.95865 lineto
161.29733 442.95865 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
167.92429 448.0856 moveto
167.05319 448.0856 166.44968 448.18521 166.11374 448.38443 curveto
165.7778 448.58365 165.60983 448.92349 165.60983 449.40396 curveto
165.60983 449.78678 165.73483 450.09146 165.98483 450.31802 curveto
166.23874 450.54068 166.58249 450.65201 167.01608 450.65201 curveto
167.61374 450.65201 168.09225 450.44107 168.45163 450.0192 curveto
168.81491 449.59342 168.99655 449.02896 168.99655 448.32584 curveto
168.99655 448.0856 lineto
167.92429 448.0856 lineto
170.07468 447.64029 moveto
170.07468 451.38443 lineto
168.99655 451.38443 lineto
168.99655 450.38834 lineto
168.75046 450.78677 168.44381 451.0817 168.07663 451.2731 curveto
167.70944 451.4606 167.26022 451.55435 166.72898 451.55435 curveto
166.0571 451.55435 165.52194 451.36685 165.12351 450.99185 curveto
164.72897 450.61295 164.53171 450.10709 164.53171 449.47427 curveto
164.53171 448.73599 164.7778 448.17935 165.26999 447.80435 curveto
165.76608 447.42936 166.50436 447.24186 167.48483 447.24185 curveto
168.99655 447.24185 lineto
168.99655 447.13638 lineto
168.99655 446.64029 168.83249 446.25748 168.50437 445.98795 curveto
168.18014 445.71451 167.72311 445.57779 167.13327 445.57779 curveto
166.75827 445.57779 166.39304 445.62272 166.03757 445.71255 curveto
165.6821 445.8024 165.3403 445.93717 165.01218 446.11685 curveto
165.01218 445.12076 lineto
165.40671 444.96842 165.78952 444.85514 166.16062 444.78091 curveto
166.53171 444.7028 166.89303 444.66373 167.2446 444.66373 curveto
168.19382 444.66373 168.9028 444.90983 169.37155 445.40201 curveto
169.8403 445.8942 170.07467 446.64029 170.07468 447.64029 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
177.03562 448.10904 moveto
177.03561 447.31607 176.87155 446.69498 176.54343 446.24576 curveto
176.21921 445.79264 175.77194 445.56608 175.20163 445.56607 curveto
174.63132 445.56608 174.1821 445.79264 173.85398 446.24576 curveto
173.52976 446.69498 173.36765 447.31607 173.36765 448.10904 curveto
173.36765 448.90201 173.52976 449.52506 173.85398 449.97818 curveto
174.1821 450.4274 174.63132 450.65201 175.20163 450.65201 curveto
175.77194 450.65201 176.21921 450.4274 176.54343 449.97818 curveto
176.87155 449.52506 177.03561 448.90201 177.03562 448.10904 curveto
173.36765 445.81802 moveto
173.59421 445.4274 173.87937 445.13834 174.22312 444.95084 curveto
174.57077 444.75944 174.98483 444.66373 175.46531 444.66373 curveto
176.26218 444.66373 176.90866 444.98014 177.40476 445.61295 curveto
177.90475 446.24576 178.15475 447.07779 178.15476 448.10904 curveto
178.15475 449.14029 177.90475 449.97232 177.40476 450.60513 curveto
176.90866 451.23795 176.26218 451.55435 175.46531 451.55435 curveto
174.98483 451.55435 174.57077 451.4606 174.22312 451.2731 curveto
173.87937 451.0817 173.59421 450.79068 173.36765 450.40005 curveto
173.36765 451.38443 lineto
172.28366 451.38443 lineto
172.28366 442.26724 lineto
173.36765 442.26724 lineto
173.36765 445.81802 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
179.94187 442.26724 moveto
181.01999 442.26724 lineto
181.01999 451.38443 lineto
179.94187 451.38443 lineto
179.94187 442.26724 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
188.88327 447.83365 moveto
188.88327 448.36099 lineto
183.92624 448.36099 lineto
183.97312 449.10318 184.19577 449.66959 184.59421 450.06021 curveto
184.99655 450.44693 185.55515 450.64029 186.26999 450.64029 curveto
186.68405 450.64029 187.08444 450.58951 187.47117 450.48795 curveto
187.86178 450.38638 188.2485 450.23404 188.63132 450.03091 curveto
188.63132 451.05045 lineto
188.2446 451.21451 187.84811 451.33951 187.44187 451.42545 curveto
187.03561 451.51138 186.6235 451.55435 186.20554 451.55435 curveto
185.15866 451.55435 184.32858 451.24966 183.71531 450.64029 curveto
183.10593 450.03092 182.80124 449.2067 182.80124 448.16763 curveto
182.80124 447.09342 183.0903 446.24186 183.66843 445.61295 curveto
184.25046 444.98014 185.03366 444.66373 186.01804 444.66373 curveto
186.90085 444.66373 187.59811 444.94889 188.10984 445.5192 curveto
188.62546 446.08561 188.88327 446.85709 188.88327 447.83365 curveto
187.80515 447.51724 moveto
187.79733 446.9274 187.63132 446.4567 187.3071 446.10513 curveto
186.98679 445.75358 186.561 445.57779 186.02976 445.57779 curveto
185.42819 445.57779 184.94577 445.74772 184.58249 446.08755 curveto
184.22312 446.4274 184.01608 446.90592 183.9614 447.5231 curveto
187.80515 447.51724 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
198.76804 445.81802 moveto
198.76804 442.26724 lineto
199.84617 442.26724 lineto
199.84617 451.38443 lineto
198.76804 451.38443 lineto
198.76804 450.40005 lineto
198.54147 450.79068 198.25436 451.0817 197.90671 451.2731 curveto
197.56296 451.4606 197.1489 451.55435 196.66452 451.55435 curveto
195.87155 451.55435 195.22507 451.23795 194.72507 450.60513 curveto
194.22898 449.97232 193.98093 449.14029 193.98093 448.10904 curveto
193.98093 447.07779 194.22898 446.24576 194.72507 445.61295 curveto
195.22507 444.98014 195.87155 444.66373 196.66452 444.66373 curveto
197.1489 444.66373 197.56296 444.75944 197.90671 444.95084 curveto
198.25436 445.13834 198.54147 445.4274 198.76804 445.81802 curveto
195.09421 448.10904 moveto
195.09421 448.90201 195.25632 449.52506 195.58054 449.97818 curveto
195.90866 450.4274 196.35788 450.65201 196.9282 450.65201 curveto
197.4985 450.65201 197.94772 450.4274 198.27585 449.97818 curveto
198.60397 449.52506 198.76803 448.90201 198.76804 448.10904 curveto
198.76803 447.31607 198.60397 446.69498 198.27585 446.24576 curveto
197.94772 445.79264 197.4985 445.56608 196.9282 445.56607 curveto
196.35788 445.56608 195.90866 445.79264 195.58054 446.24576 curveto
195.25632 446.69498 195.09421 447.31607 195.09421 448.10904 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
202.06687 444.82193 moveto
203.14499 444.82193 lineto
203.14499 451.38443 lineto
202.06687 451.38443 lineto
202.06687 444.82193 lineto
202.06687 442.26724 moveto
203.14499 442.26724 lineto
203.14499 443.63248 lineto
202.06687 443.63248 lineto
202.06687 442.26724 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
209.19773 445.82974 moveto
209.07663 445.75944 208.94382 445.70865 208.79929 445.6774 curveto
208.65866 445.64225 208.50241 445.62467 208.33054 445.62466 curveto
207.72117 445.62467 207.25242 445.82389 206.92429 446.22232 curveto
206.60007 446.61686 206.43796 447.18522 206.43797 447.9274 curveto
206.43797 451.38443 lineto
205.35398 451.38443 lineto
205.35398 444.82193 lineto
206.43797 444.82193 lineto
206.43797 445.84146 lineto
206.66453 445.44303 206.95945 445.14811 207.32273 444.9567 curveto
207.68601 444.76139 208.12741 444.66373 208.64695 444.66373 curveto
208.72116 444.66373 208.8032 444.66959 208.89304 444.6813 curveto
208.98288 444.68912 209.08249 444.7028 209.19187 444.72232 curveto
209.19773 445.82974 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
215.93015 447.83365 moveto
215.93015 448.36099 lineto
210.97312 448.36099 lineto
211.01999 449.10318 211.24265 449.66959 211.64109 450.06021 curveto
212.04343 450.44693 212.60202 450.64029 213.31687 450.64029 curveto
213.73093 450.64029 214.13132 450.58951 214.51804 450.48795 curveto
214.90866 450.38638 215.29538 450.23404 215.6782 450.03091 curveto
215.6782 451.05045 lineto
215.29148 451.21451 214.89499 451.33951 214.48875 451.42545 curveto
214.08249 451.51138 213.67038 451.55435 213.25242 451.55435 curveto
212.20554 451.55435 211.37546 451.24966 210.76218 450.64029 curveto
210.15281 450.03092 209.84812 449.2067 209.84812 448.16763 curveto
209.84812 447.09342 210.13718 446.24186 210.71531 445.61295 curveto
211.29734 444.98014 212.08054 444.66373 213.06492 444.66373 curveto
213.94773 444.66373 214.64499 444.94889 215.15672 445.5192 curveto
215.67233 446.08561 215.93015 446.85709 215.93015 447.83365 curveto
214.85203 447.51724 moveto
214.84421 446.9274 214.67819 446.4567 214.35398 446.10513 curveto
214.03366 445.75358 213.60788 445.57779 213.07664 445.57779 curveto
212.47507 445.57779 211.99265 445.74772 211.62937 446.08755 curveto
211.26999 446.4274 211.06296 446.90592 211.00828 447.5231 curveto
214.85203 447.51724 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
222.3989 445.07388 moveto
222.3989 446.0817 lineto
222.09421 445.91373 221.78757 445.78873 221.47898 445.7067 curveto
221.17429 445.62076 220.8657 445.57779 220.5532 445.57779 curveto
219.85398 445.57779 219.31101 445.80045 218.92429 446.24576 curveto
218.53757 446.68717 218.34421 447.30826 218.34422 448.10904 curveto
218.34421 448.90982 218.53757 449.53287 218.92429 449.97818 curveto
219.31101 450.41959 219.85398 450.64029 220.5532 450.64029 curveto
220.8657 450.64029 221.17429 450.59927 221.47898 450.51724 curveto
221.78757 450.43131 222.09421 450.30435 222.3989 450.13638 curveto
222.3989 451.13248 lineto
222.09812 451.2731 221.78562 451.37857 221.4614 451.44888 curveto
221.14109 451.5192 220.79929 451.55435 220.43601 451.55435 curveto
219.44773 451.55435 218.66257 451.24381 218.08054 450.62271 curveto
217.49851 450.00162 217.2075 449.16373 217.2075 448.10904 curveto
217.2075 447.03873 217.50046 446.19693 218.0864 445.58365 curveto
218.67624 444.97037 219.48288 444.66373 220.50633 444.66373 curveto
220.83835 444.66373 221.16257 444.69889 221.47898 444.7692 curveto
221.79538 444.83561 222.10202 444.93717 222.3989 445.07388 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
225.35203 442.95865 moveto
225.35203 444.82193 lineto
227.57273 444.82193 lineto
227.57273 445.65982 lineto
225.35203 445.65982 lineto
225.35203 449.22232 lineto
225.35203 449.75748 225.42429 450.10123 225.56882 450.25357 curveto
225.71726 450.40592 226.01609 450.48209 226.46531 450.48209 curveto
227.57273 450.48209 lineto
227.57273 451.38443 lineto
226.46531 451.38443 lineto
225.63328 451.38443 225.05906 451.23013 224.74265 450.92154 curveto
224.42625 450.60904 224.26804 450.04263 224.26804 449.22232 curveto
224.26804 445.65982 lineto
223.47703 445.65982 lineto
223.47703 444.82193 lineto
224.26804 444.82193 lineto
224.26804 442.95865 lineto
225.35203 442.95865 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
228.99656 444.82193 moveto
230.07468 444.82193 lineto
230.07468 451.38443 lineto
228.99656 451.38443 lineto
228.99656 444.82193 lineto
228.99656 442.26724 moveto
230.07468 442.26724 lineto
230.07468 443.63248 lineto
228.99656 443.63248 lineto
228.99656 442.26724 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
234.86765 445.57779 moveto
234.28953 445.57779 233.83249 445.80436 233.49656 446.25748 curveto
233.16062 446.7067 232.99265 447.32389 232.99265 448.10904 curveto
232.99265 448.8942 233.15867 449.51334 233.4907 449.96646 curveto
233.82663 450.41568 234.28562 450.64029 234.86765 450.64029 curveto
235.44187 450.64029 235.89695 450.41373 236.23289 449.9606 curveto
236.56882 449.50748 236.73679 448.89029 236.73679 448.10904 curveto
236.73679 447.3317 236.56882 446.71647 236.23289 446.26334 curveto
235.89695 445.80631 235.44187 445.57779 234.86765 445.57779 curveto
234.86765 444.66373 moveto
235.80515 444.66373 236.54148 444.96842 237.07664 445.57779 curveto
237.61179 446.18717 237.87937 447.03092 237.87937 448.10904 curveto
237.87937 449.18326 237.61179 450.02701 237.07664 450.64029 curveto
236.54148 451.24966 235.80515 451.55435 234.86765 451.55435 curveto
233.92624 451.55435 233.18796 451.24966 232.65281 450.64029 curveto
232.12156 450.02701 231.85593 449.18326 231.85593 448.10904 curveto
231.85593 447.03092 232.12156 446.18717 232.65281 445.57779 curveto
233.18796 444.96842 233.92624 444.66373 234.86765 444.66373 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
245.1157 447.42349 moveto
245.1157 451.38443 lineto
244.03758 451.38443 lineto
244.03758 447.45865 lineto
244.03757 446.83756 243.91648 446.37272 243.67429 446.06412 curveto
243.4321 445.75553 243.06882 445.60123 242.58445 445.60123 curveto
242.00242 445.60123 241.54343 445.78678 241.2075 446.15787 curveto
240.87156 446.52897 240.70359 447.03482 240.70359 447.67545 curveto
240.70359 451.38443 lineto
239.61961 451.38443 lineto
239.61961 444.82193 lineto
240.70359 444.82193 lineto
240.70359 445.84146 lineto
240.9614 445.44694 241.26413 445.15201 241.61179 444.9567 curveto
241.96335 444.76139 242.36765 444.66373 242.82468 444.66373 curveto
243.57859 444.66373 244.1489 444.89811 244.53562 445.36685 curveto
244.92233 445.8317 245.11569 446.51725 245.1157 447.42349 curveto
fill
grestore
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
473.91421 313.27639 moveto
517.2071 365.27639 lineto
stroke
gsave [0.38389895 0.46110909 -0.46110909 0.38389895 471.99472 310.97084] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave [-0.38389895 -0.46110909 0.46110909 -0.38389895 519.12659 367.58194] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave [0.636175 0.771545 -0.771545 0.636175 0 0] concat
gsave
0 0 0 setrgbcolor
newpath
562.49859 -196.44101 moveto
562.49859 -195.42148 lineto
562.1939 -195.57772 561.8775 -195.69491 561.54938 -195.77304 curveto
561.22125 -195.85116 560.8814 -195.89022 560.52984 -195.89023 curveto
559.99468 -195.89022 559.59234 -195.80819 559.32281 -195.64414 curveto
559.05719 -195.48007 558.92437 -195.23397 558.92437 -194.90585 curveto
558.92437 -194.65585 559.02008 -194.45858 559.21148 -194.31406 curveto
559.40289 -194.17343 559.78765 -194.03866 560.36578 -193.90976 curveto
560.73492 -193.82773 lineto
561.50054 -193.66366 562.04351 -193.43124 562.36383 -193.13046 curveto
562.68804 -192.83359 562.85015 -192.41757 562.85016 -191.88242 curveto
562.85015 -191.27304 562.60796 -190.79062 562.12359 -190.43515 curveto
561.64312 -190.07968 560.98101 -189.90195 560.13727 -189.90195 curveto
559.7857 -189.90195 559.41851 -189.9371 559.0357 -190.00742 curveto
558.6568 -190.07382 558.2564 -190.17538 557.83453 -190.3121 curveto
557.83453 -191.42538 lineto
558.23297 -191.21835 558.62555 -191.0621 559.01227 -190.95663 curveto
559.39898 -190.85507 559.78179 -190.80429 560.1607 -190.80429 curveto
560.66851 -190.80429 561.05914 -190.89023 561.33258 -191.0621 curveto
561.60601 -191.23788 561.74273 -191.48398 561.74273 -191.80038 curveto
561.74273 -192.09335 561.64312 -192.31796 561.44391 -192.47421 curveto
561.24859 -192.63046 560.81695 -192.78085 560.14898 -192.92538 curveto
559.77398 -193.01328 lineto
559.10601 -193.1539 558.62359 -193.36874 558.32672 -193.65781 curveto
558.02984 -193.95077 557.88141 -194.35116 557.88141 -194.85898 curveto
557.88141 -195.47616 558.10016 -195.95272 558.53766 -196.28867 curveto
558.97515 -196.6246 559.59625 -196.79257 560.40094 -196.79257 curveto
560.79937 -196.79257 561.17437 -196.76327 561.52594 -196.70468 curveto
561.8775 -196.64608 562.20171 -196.55819 562.49859 -196.44101 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
565.61578 -198.49765 moveto
565.61578 -196.63437 lineto
567.83649 -196.63437 lineto
567.83649 -195.79648 lineto
565.61578 -195.79648 lineto
565.61578 -192.23398 lineto
565.61578 -191.69882 565.68805 -191.35507 565.83258 -191.20273 curveto
565.98101 -191.05038 566.27984 -190.97421 566.72906 -190.97421 curveto
567.83649 -190.97421 lineto
567.83649 -190.07187 lineto
566.72906 -190.07187 lineto
565.89703 -190.07187 565.32281 -190.22617 565.00641 -190.53476 curveto
564.69 -190.84726 564.5318 -191.41366 564.5318 -192.23398 curveto
564.5318 -195.79648 lineto
563.74078 -195.79648 lineto
563.74078 -196.63437 lineto
564.5318 -196.63437 lineto
564.5318 -198.49765 lineto
565.61578 -198.49765 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
572.24274 -193.3707 moveto
571.37164 -193.37069 570.76812 -193.27108 570.43219 -193.07187 curveto
570.09625 -192.87265 569.92828 -192.5328 569.92828 -192.05234 curveto
569.92828 -191.66952 570.05328 -191.36484 570.30328 -191.13828 curveto
570.55719 -190.91562 570.90094 -190.80429 571.33453 -190.80429 curveto
571.93219 -190.80429 572.4107 -191.01523 572.77008 -191.4371 curveto
573.13336 -191.86288 573.315 -192.42734 573.315 -193.13046 curveto
573.315 -193.3707 lineto
572.24274 -193.3707 lineto
574.39313 -193.81601 moveto
574.39313 -190.07187 lineto
573.315 -190.07187 lineto
573.315 -191.06796 lineto
573.0689 -190.66952 572.76226 -190.3746 572.39508 -190.1832 curveto
572.02789 -189.9957 571.57867 -189.90195 571.04742 -189.90195 curveto
570.37555 -189.90195 569.84039 -190.08945 569.44195 -190.46445 curveto
569.04742 -190.84335 568.85016 -191.34921 568.85016 -191.98203 curveto
568.85016 -192.7203 569.09625 -193.27694 569.58844 -193.65195 curveto
570.08453 -194.02694 570.82281 -194.21444 571.80328 -194.21445 curveto
573.315 -194.21445 lineto
573.315 -194.31992 lineto
573.315 -194.81601 573.15093 -195.19882 572.82281 -195.46835 curveto
572.49859 -195.74179 572.04156 -195.8785 571.45172 -195.87851 curveto
571.07672 -195.8785 570.71148 -195.83358 570.35602 -195.74374 curveto
570.00055 -195.6539 569.65875 -195.51913 569.33063 -195.33945 curveto
569.33063 -196.33554 lineto
569.72516 -196.48788 570.10797 -196.60116 570.47906 -196.67539 curveto
570.85016 -196.7535 571.21148 -196.79257 571.56305 -196.79257 curveto
572.51226 -196.79257 573.22125 -196.54647 573.69 -196.05429 curveto
574.15875 -195.5621 574.39312 -194.81601 574.39313 -193.81601 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
581.35407 -193.34726 moveto
581.35406 -194.14022 581.19 -194.76132 580.86188 -195.21054 curveto
580.53766 -195.66366 580.09039 -195.89022 579.52008 -195.89023 curveto
578.94977 -195.89022 578.50055 -195.66366 578.17243 -195.21054 curveto
577.8482 -194.76132 577.6861 -194.14022 577.6861 -193.34726 curveto
577.6861 -192.55429 577.8482 -191.93124 578.17243 -191.47812 curveto
578.50055 -191.0289 578.94977 -190.80429 579.52008 -190.80429 curveto
580.09039 -190.80429 580.53766 -191.0289 580.86188 -191.47812 curveto
581.19 -191.93124 581.35406 -192.55429 581.35407 -193.34726 curveto
577.6861 -195.63828 moveto
577.91266 -196.0289 578.19781 -196.31796 578.54157 -196.50546 curveto
578.88922 -196.69686 579.30328 -196.79257 579.78375 -196.79257 curveto
580.58062 -196.79257 581.22711 -196.47616 581.72321 -195.84335 curveto
582.2232 -195.21054 582.4732 -194.37851 582.47321 -193.34726 curveto
582.4732 -192.31601 582.2232 -191.48398 581.72321 -190.85117 curveto
581.22711 -190.21835 580.58062 -189.90195 579.78375 -189.90195 curveto
579.30328 -189.90195 578.88922 -189.9957 578.54157 -190.1832 curveto
578.19781 -190.3746 577.91266 -190.66562 577.6861 -191.05624 curveto
577.6861 -190.07187 lineto
576.60211 -190.07187 lineto
576.60211 -199.18906 lineto
577.6861 -199.18906 lineto
577.6861 -195.63828 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
584.26032 -199.18906 moveto
585.33844 -199.18906 lineto
585.33844 -190.07187 lineto
584.26032 -190.07187 lineto
584.26032 -199.18906 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
593.20172 -193.62265 moveto
593.20172 -193.09531 lineto
588.24469 -193.09531 lineto
588.29156 -192.35312 588.51422 -191.78671 588.91266 -191.39609 curveto
589.315 -191.00937 589.87359 -190.81601 590.58844 -190.81601 curveto
591.0025 -190.81601 591.40289 -190.86679 591.78961 -190.96835 curveto
592.18023 -191.06991 592.56695 -191.22226 592.94977 -191.42538 curveto
592.94977 -190.40585 lineto
592.56305 -190.24179 592.16656 -190.11679 591.76032 -190.03085 curveto
591.35406 -189.94492 590.94195 -189.90195 590.52399 -189.90195 curveto
589.47711 -189.90195 588.64703 -190.20663 588.03375 -190.81601 curveto
587.42438 -191.42538 587.11969 -192.2496 587.11969 -193.28867 curveto
587.11969 -194.36288 587.40875 -195.21444 587.98688 -195.84335 curveto
588.56891 -196.47616 589.35211 -196.79257 590.33649 -196.79257 curveto
591.2193 -196.79257 591.91656 -196.50741 592.42829 -195.9371 curveto
592.9439 -195.37069 593.20172 -194.59921 593.20172 -193.62265 curveto
592.1236 -193.93906 moveto
592.11578 -194.5289 591.94976 -194.9996 591.62555 -195.35117 curveto
591.30523 -195.70272 590.87945 -195.8785 590.34821 -195.87851 curveto
589.74664 -195.8785 589.26422 -195.70858 588.90094 -195.36874 curveto
588.54156 -195.0289 588.33453 -194.55038 588.27985 -193.9332 curveto
592.1236 -193.93906 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
554.5357 -180.63827 moveto
554.5357 -184.18906 lineto
555.61383 -184.18906 lineto
555.61383 -175.07187 lineto
554.5357 -175.07187 lineto
554.5357 -176.05624 lineto
554.30913 -175.66562 554.02203 -175.3746 553.67437 -175.18319 curveto
553.33062 -174.99569 552.91656 -174.90194 552.43219 -174.90194 curveto
551.63921 -174.90194 550.99273 -175.21835 550.49273 -175.85116 curveto
549.99664 -176.48397 549.74859 -177.31601 549.74859 -178.34726 curveto
549.74859 -179.3785 549.99664 -180.21053 550.49273 -180.84335 curveto
550.99273 -181.47616 551.63921 -181.79256 552.43219 -181.79257 curveto
552.91656 -181.79256 553.33062 -181.69686 553.67437 -181.50546 curveto
554.02203 -181.31796 554.30913 -181.02889 554.5357 -180.63827 curveto
550.86187 -178.34726 moveto
550.86187 -177.55429 551.02398 -176.93124 551.3482 -176.47812 curveto
551.67632 -176.0289 552.12554 -175.80429 552.69586 -175.80429 curveto
553.26617 -175.80429 553.71538 -176.0289 554.04351 -176.47812 curveto
554.37163 -176.93124 554.5357 -177.55429 554.5357 -178.34726 curveto
554.5357 -179.14022 554.37163 -179.76132 554.04351 -180.21054 curveto
553.71538 -180.66366 553.26617 -180.89022 552.69586 -180.89023 curveto
552.12554 -180.89022 551.67632 -180.66366 551.3482 -180.21054 curveto
551.02398 -179.76132 550.86187 -179.14022 550.86187 -178.34726 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
557.83453 -181.63437 moveto
558.91266 -181.63437 lineto
558.91266 -175.07187 lineto
557.83453 -175.07187 lineto
557.83453 -181.63437 lineto
557.83453 -184.18906 moveto
558.91266 -184.18906 lineto
558.91266 -182.82382 lineto
557.83453 -182.82382 lineto
557.83453 -184.18906 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
564.96539 -180.62655 moveto
564.84429 -180.69686 564.71148 -180.74764 564.56695 -180.7789 curveto
564.42632 -180.81405 564.27007 -180.83163 564.0982 -180.83163 curveto
563.48883 -180.83163 563.02008 -180.63241 562.69195 -180.23398 curveto
562.36773 -179.83944 562.20562 -179.27108 562.20563 -178.5289 curveto
562.20563 -175.07187 lineto
561.12164 -175.07187 lineto
561.12164 -181.63437 lineto
562.20563 -181.63437 lineto
562.20563 -180.61484 lineto
562.43219 -181.01327 562.72711 -181.30819 563.09039 -181.4996 curveto
563.45367 -181.69491 563.89508 -181.79256 564.41461 -181.79257 curveto
564.48882 -181.79256 564.57086 -181.7867 564.6607 -181.77499 curveto
564.75054 -181.76717 564.85015 -181.7535 564.95953 -181.73398 curveto
564.96539 -180.62655 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
571.69781 -178.62265 moveto
571.69781 -178.0953 lineto
566.74078 -178.0953 lineto
566.78766 -177.35311 567.01031 -176.78671 567.40875 -176.39609 curveto
567.81109 -176.00937 568.36969 -175.81601 569.08453 -175.81601 curveto
569.49859 -175.81601 569.89898 -175.86679 570.28571 -175.96835 curveto
570.67632 -176.06991 571.06304 -176.22226 571.44586 -176.42538 curveto
571.44586 -175.40585 lineto
571.05914 -175.24179 570.66265 -175.11679 570.25641 -175.03085 curveto
569.85015 -174.94491 569.43804 -174.90194 569.02008 -174.90194 curveto
567.9732 -174.90194 567.14312 -175.20663 566.52985 -175.81601 curveto
565.92047 -176.42538 565.61578 -177.2496 565.61578 -178.28866 curveto
565.61578 -179.36288 565.90484 -180.21444 566.48297 -180.84335 curveto
567.065 -181.47616 567.8482 -181.79256 568.83258 -181.79257 curveto
569.71539 -181.79256 570.41265 -181.50741 570.92438 -180.9371 curveto
571.44 -180.37069 571.69781 -179.59921 571.69781 -178.62265 curveto
570.61969 -178.93905 moveto
570.61187 -179.52889 570.44586 -179.9996 570.12164 -180.35116 curveto
569.80133 -180.70272 569.37554 -180.8785 568.8443 -180.87851 curveto
568.24273 -180.8785 567.76031 -180.70858 567.39703 -180.36874 curveto
567.03766 -180.02889 566.83062 -179.55038 566.77594 -178.9332 curveto
570.61969 -178.93905 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
578.16657 -181.38241 moveto
578.16657 -180.3746 lineto
577.86187 -180.54257 577.55523 -180.66756 577.24664 -180.7496 curveto
576.94195 -180.83553 576.63336 -180.8785 576.32086 -180.87851 curveto
575.62164 -180.8785 575.07867 -180.65585 574.69196 -180.21054 curveto
574.30523 -179.76913 574.11188 -179.14803 574.11188 -178.34726 curveto
574.11188 -177.54647 574.30523 -176.92343 574.69196 -176.47812 curveto
575.07867 -176.03671 575.62164 -175.81601 576.32086 -175.81601 curveto
576.63336 -175.81601 576.94195 -175.85702 577.24664 -175.93905 curveto
577.55523 -176.02499 577.86187 -176.15194 578.16657 -176.31991 curveto
578.16657 -175.32382 lineto
577.86578 -175.18319 577.55328 -175.07773 577.22907 -175.00741 curveto
576.90875 -174.9371 576.56695 -174.90194 576.20367 -174.90194 curveto
575.21539 -174.90194 574.43023 -175.21249 573.84821 -175.83359 curveto
573.26617 -176.45468 572.97516 -177.29257 572.97516 -178.34726 curveto
572.97516 -179.41757 573.26813 -180.25936 573.85406 -180.87265 curveto
574.44391 -181.48592 575.25055 -181.79256 576.27399 -181.79257 curveto
576.60601 -181.79256 576.93023 -181.75741 577.24664 -181.6871 curveto
577.56304 -181.62069 577.86968 -181.51913 578.16657 -181.38241 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
581.11969 -183.49765 moveto
581.11969 -181.63437 lineto
583.34039 -181.63437 lineto
583.34039 -180.79648 lineto
581.11969 -180.79648 lineto
581.11969 -177.23398 lineto
581.11969 -176.69882 581.19195 -176.35507 581.33649 -176.20273 curveto
581.48492 -176.05038 581.78375 -175.97421 582.23297 -175.97421 curveto
583.34039 -175.97421 lineto
583.34039 -175.07187 lineto
582.23297 -175.07187 lineto
581.40094 -175.07187 580.82672 -175.22616 580.51031 -175.53476 curveto
580.19391 -175.84726 580.0357 -176.41366 580.03571 -177.23398 curveto
580.03571 -180.79648 lineto
579.24469 -180.79648 lineto
579.24469 -181.63437 lineto
580.03571 -181.63437 lineto
580.03571 -183.49765 lineto
581.11969 -183.49765 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
584.76422 -181.63437 moveto
585.84235 -181.63437 lineto
585.84235 -175.07187 lineto
584.76422 -175.07187 lineto
584.76422 -181.63437 lineto
584.76422 -184.18906 moveto
585.84235 -184.18906 lineto
585.84235 -182.82382 lineto
584.76422 -182.82382 lineto
584.76422 -184.18906 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
590.63532 -180.87851 moveto
590.05719 -180.8785 589.60016 -180.65194 589.26422 -180.19882 curveto
588.92829 -179.7496 588.76032 -179.13241 588.76032 -178.34726 curveto
588.76032 -177.5621 588.92633 -176.94296 589.25837 -176.48984 curveto
589.5943 -176.04062 590.05328 -175.81601 590.63532 -175.81601 curveto
591.20953 -175.81601 591.66461 -176.04257 592.00055 -176.49569 curveto
592.33649 -176.94882 592.50445 -177.56601 592.50446 -178.34726 curveto
592.50445 -179.1246 592.33649 -179.73983 592.00055 -180.19296 curveto
591.66461 -180.64999 591.20953 -180.8785 590.63532 -180.87851 curveto
590.63532 -181.79257 moveto
591.57281 -181.79256 592.30914 -181.48788 592.8443 -180.87851 curveto
593.37945 -180.26913 593.64703 -179.42538 593.64704 -178.34726 curveto
593.64703 -177.27304 593.37945 -176.42929 592.8443 -175.81601 curveto
592.30914 -175.20663 591.57281 -174.90194 590.63532 -174.90194 curveto
589.69391 -174.90194 588.95563 -175.20663 588.42047 -175.81601 curveto
587.88922 -176.42929 587.6236 -177.27304 587.6236 -178.34726 curveto
587.6236 -179.42538 587.88922 -180.26913 588.42047 -180.87851 curveto
588.95563 -181.48788 589.69391 -181.79256 590.63532 -181.79257 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
600.88337 -179.0328 moveto
600.88337 -175.07187 lineto
599.80524 -175.07187 lineto
599.80524 -178.99765 lineto
599.80524 -179.61874 599.68414 -180.08358 599.44196 -180.39218 curveto
599.19977 -180.70077 598.83649 -180.85506 598.35212 -180.85507 curveto
597.77008 -180.85506 597.3111 -180.66952 596.97516 -180.29843 curveto
596.63922 -179.92733 596.47125 -179.42147 596.47126 -178.78085 curveto
596.47126 -175.07187 lineto
595.38727 -175.07187 lineto
595.38727 -181.63437 lineto
596.47126 -181.63437 lineto
596.47126 -180.61484 lineto
596.72907 -181.00936 597.0318 -181.30428 597.37946 -181.4996 curveto
597.73102 -181.69491 598.13532 -181.79256 598.59235 -181.79257 curveto
599.34625 -181.79256 599.91656 -181.55819 600.30329 -181.08945 curveto
600.69 -180.6246 600.88336 -179.93905 600.88337 -179.0328 curveto
fill
grestore
grestore
grestore
showpage
---------------0610021643437
Content-Type: application/postscript; name="corridor.eps"
Content-Transfer-Encoding: 7bit
Content-Disposition: inline; filename="corridor.eps"

%!PS-Adobe-3.0 EPSF-3.0
%%Creator: inkscape 0.43
%%Pages: 1
%%Orientation: Portrait
%%BoundingBox: 15 458 361 895
%%HiResBoundingBox: 15.999999 458.33879 360 894.25699
%%EndComments
%%Page: 1 1
0 842 translate
0.8 -0.8 scale
gsave [1 0 0 1 0 0] concat
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
20.54947 452.91529 moveto
18.52673 350.46844 79.2043 403.15476 79.1209 435.77243 curveto
78.93221 508.13438 20.92325 471.84631 20.54947 452.91529 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
80.85148 284.20021 moveto
79.52775 248.8848 118.73724 273.31813 119.42291 297.05735 curveto
121.47372 368.06033 81.93523 313.11334 80.85148 284.20021 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
186.56577 -47.228364 moveto
186.5438 -47.814515 186.53299 -48.384207 186.53299 -48.937715 curveto
186.53299 1.062285 lineto
186.53299 1.6157933 186.5438 2.1854849 186.56577 2.771636 curveto
186.56577 -47.228364 lineto
closepath
stroke
gsave
<<
/ShadingType 2
/ColorSpace /DeviceRGB
/Coords [186.03299 -24.665136 225.63721 -24.665136]
/Extend [true true]
/Domain [0 1]
/Function <<
/FunctionType 3
/Functions
[
<<
/FunctionType 2
/Domain [0 1]
/C0 [1 1 1]
/C1 [0.53725493 0.53725493 0.53725493]
/N 1
>>
]
/Domain [0 1]
/Bounds [ ]
/Encode [ 0 1 ]
>>
>>
newpath
186.53299 -48.937715 moveto
186.53299 -81.732893 224.46291 -57.71643 225.1372 -34.371224 curveto
225.1372 15.628776 lineto
224.46291 -7.7164298 186.53299 -31.732893 186.53299 1.062285 curveto
186.53299 -48.937715 lineto
closepath
clip
shfill
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
186.53299 -48.937715 moveto
186.53299 -81.732893 224.46291 -57.71643 225.1372 -34.371224 curveto
225.1372 15.628776 lineto
224.46291 -7.7164298 186.53299 -31.732893 186.53299 1.062285 curveto
186.53299 -48.937715 lineto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
225.1372 -34.371224 moveto
225.18902 -32.576978 225.21429 -30.86316 225.21429 -29.227318 curveto
225.21429 20.772682 lineto
225.21429 19.13684 225.18902 17.423022 225.1372 15.628776 curveto
225.1372 -34.371224 lineto
closepath
stroke
gsave
<<
/ShadingType 2
/ColorSpace /DeviceRGB
/Coords [186.06577 1.6026212 225.71429 1.6026212]
/Extend [true true]
/Domain [0 1]
/Function <<
/FunctionType 3
/Functions
[
<<
/FunctionType 2
/Domain [0 1]
/C0 [0.53725493 0.53725493 0.53725493]
/C1 [1 1 1]
/N 1
>>
]
/Domain [0 1]
/Bounds [ ]
/Encode [ 0 1 ]
>>
>>
newpath
225.21429 -29.227318 moveto
225.21429 33.871359 187.62213 -19.045869 186.56577 -47.228364 curveto
186.56577 2.771636 lineto
187.62213 30.954131 225.21429 83.871359 225.21429 20.772682 curveto
225.21429 -29.227318 lineto
closepath
clip
shfill
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
225.21429 -29.227318 moveto
225.21429 33.871359 187.62213 -19.045869 186.56577 -47.228364 curveto
186.56577 2.771636 lineto
187.62213 30.954131 225.21429 83.871359 225.21429 20.772682 curveto
225.21429 -29.227318 lineto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
186.56577 -47.228364 moveto
185.24204 -82.543771 224.45153 -58.110444 225.1372 -34.371224 curveto
227.18801 36.631756 187.64952 -18.315234 186.56577 -47.228364 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
126.26376 121.48672 moveto
126.2306 119.80712 126.21429 118.16922 126.21429 116.57224 curveto
126.21429 166.57224 lineto
126.21429 168.16922 126.2306 169.80712 126.26376 171.48672 curveto
126.26376 121.48672 lineto
closepath
stroke
gsave
<<
/ShadingType 2
/ColorSpace /DeviceRGB
/Coords [125.71429 114.00292 185.33528 114.00292]
/Extend [true true]
/Domain [0 1]
/Function <<
/FunctionType 3
/Functions
[
<<
/FunctionType 2
/Domain [0 1]
/C0 [1 1 1]
/C1 [0.53725493 0.53725493 0.53725493]
/N 1
>>
]
/Domain [0 1]
/Bounds [ ]
/Encode [ 0 1 ]
>>
>>
newpath
126.21429 116.57224 moveto
126.21429 20.827841 184.83662 72.190281 184.83528 104.27773 curveto
184.83528 154.27773 lineto
184.83662 122.19028 126.21429 70.827841 126.21429 166.57224 curveto
126.21429 116.57224 lineto
closepath
clip
shfill
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
126.21429 116.57224 moveto
126.21429 20.827841 184.83662 72.190281 184.83528 104.27773 curveto
184.83528 154.27773 lineto
184.83662 122.19028 126.21429 70.827841 126.21429 166.57224 curveto
126.21429 116.57224 lineto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
184.83528 104.27773 moveto
184.83527 104.29978 184.83525 104.32183 184.83519 104.34386 curveto
184.83519 154.34386 lineto
184.83525 154.32183 184.83527 154.29978 184.83528 154.27773 curveto
184.83528 104.27773 lineto
closepath
stroke
gsave
<<
/ShadingType 2
/ColorSpace /DeviceRGB
/Coords [125.76376 150.92699 185.33519 150.92699]
/Extend [true true]
/Domain [0 1]
/Function <<
/FunctionType 3
/Functions
[
<<
/FunctionType 2
/Domain [0 1]
/C0 [0.53725493 0.53725493 0.53725493]
/C1 [1 1 1]
/N 1
>>
]
/Domain [0 1]
/Bounds [ ]
/Encode [ 0 1 ]
>>
>>
newpath
184.83519 104.34386 moveto
184.6465 176.70581 126.63754 140.41774 126.26376 121.48672 curveto
126.26376 171.48672 lineto
126.63754 190.41774 184.6465 226.70581 184.83519 154.34386 curveto
184.83519 104.34386 lineto
closepath
clip
shfill
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
184.83519 104.34386 moveto
184.6465 176.70581 126.63754 140.41774 126.26376 121.48672 curveto
126.26376 171.48672 lineto
126.63754 190.41774 184.6465 226.70581 184.83519 154.34386 curveto
184.83519 104.34386 lineto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
126.26376 121.48672 moveto
124.24102 19.039866 184.91859 71.726186 184.83519 104.34386 curveto
184.6465 176.70581 126.63754 140.41774 126.26376 121.48672 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
130.54947 452.91529 moveto
128.52673 350.46844 189.2043 403.15476 189.1209 435.77243 curveto
188.93221 508.13438 130.92325 471.84631 130.54947 452.91529 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
190.85148 284.20021 moveto
189.52775 248.8848 228.73724 273.31813 229.42291 297.05735 curveto
231.47372 368.06033 191.93523 313.11334 190.85148 284.20021 curveto
closepath
stroke
gsave [1 0 0 1 110 0] concat
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
130.54947 452.91529 moveto
128.52673 350.46844 189.2043 403.15476 189.1209 435.77243 curveto
188.93221 508.13438 130.92325 471.84631 130.54947 452.91529 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
190.85148 284.20021 moveto
189.52775 248.8848 228.73724 273.31813 229.42291 297.05735 curveto
231.47372 368.06033 191.93523 313.11334 190.85148 284.20021 curveto
closepath
stroke
grestore
gsave [1 0 0 1 220 0] concat
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
130.54947 452.91529 moveto
128.52673 350.46844 189.2043 403.15476 189.1209 435.77243 curveto
188.93221 508.13438 130.92325 471.84631 130.54947 452.91529 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
190.85148 284.20021 moveto
189.52775 248.8848 228.73724 273.31813 229.42291 297.05735 curveto
231.47372 368.06033 191.93523 313.11334 190.85148 284.20021 curveto
closepath
stroke
grestore
0 0 0 setrgbcolor
[4 1] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
100 392.36218 moveto
153.92857 392.36218 lineto
210 392.36218 lineto
stroke
gsave [0.6 0 0 0.6 97 392.36218] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave [0.8 0 0 0.8 153.92857 392.36218] concat
0 0 0 setrgbcolor
[] 0 setdash
1.25 setlinewidth
0 setlinejoin
0 setlinecap
newpath
0 5.65 moveto
0 -5.65 lineto
stroke
grestore
gsave [-0.6 0 0 -0.6 213 392.36218] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
0 0 0 setrgbcolor
[4 1] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
270 332.36218 moveto
329.64286 332.36218 lineto
390 332.36218 lineto
stroke
gsave [0.6 0 0 0.6 267 332.36218] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave [0.8 0 0 0.8 329.64286 332.36218] concat
0 0 0 setrgbcolor
[] 0 setdash
1.25 setlinewidth
0 setlinejoin
0 setlinecap
newpath
0 5.65 moveto
0 -5.65 lineto
stroke
grestore
gsave [-0.6 0 0 -0.6 393 332.36218] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
149.75512 61.149996 moveto
212.88965 383.2661 lineto
stroke
gsave [-0.21157365 -1.0794613 1.0794613 -0.21157365 213.94752 388.66341] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
149.25004 111.15255 moveto
97.227183 382.37851 lineto
stroke
gsave [0.2072098 -1.0803074 1.0803074 0.2072098 96.191134 387.78005] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
215.41503 0.54084366 moveto
265.1884 320.34079 lineto
stroke
gsave [-0.16916635 -1.0869143 1.0869143 -0.16916635 266.03423 325.77536] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
214.90995 50.543395 moveto
387.50352 320.34079 lineto
stroke
gsave [-0.59277202 -0.92661822 0.92661822 -0.59277202 390.46738 324.97388] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave
0 0 0 setrgbcolor
newpath
301.7157 77.55088 moveto
301.19226 78.449326 300.80359 79.337997 300.54968 80.216896 curveto
300.29577 81.095808 300.16882 81.986432 300.16882 82.888771 curveto
300.16882 83.791118 300.29577 84.685648 300.54968 85.572365 curveto
300.80749 86.455178 301.19616 87.343848 301.7157 88.23838 curveto
300.7782 88.23838 lineto
300.19226 87.320411 299.75281 86.418068 299.45984 85.531349 curveto
299.17078 84.644632 299.02624 83.763774 299.02625 82.888771 curveto
299.02624 82.017682 299.17078 81.14073 299.45984 80.257912 curveto
299.7489 79.375106 300.18835 78.472764 300.7782 77.55088 curveto
301.7157 77.55088 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
304.87976 78.230568 moveto
304.87976 80.093849 lineto
307.10046 80.093849 lineto
307.10046 80.93174 lineto
304.87976 80.93174 lineto
304.87976 84.49424 lineto
304.87976 85.029398 304.95202 85.373147 305.09656 85.52549 curveto
305.24499 85.677835 305.54382 85.754006 305.99304 85.754005 curveto
307.10046 85.754005 lineto
307.10046 86.656349 lineto
305.99304 86.656349 lineto
305.16101 86.656349 304.58679 86.502052 304.27039 86.193459 curveto
303.95398 85.880959 303.79578 85.314554 303.79578 84.49424 curveto
303.79578 80.93174 lineto
303.00476 80.93174 lineto
303.00476 80.093849 lineto
303.79578 80.093849 lineto
303.79578 78.230568 lineto
304.87976 78.230568 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
311.06726 80.849709 moveto
310.48913 80.849714 310.0321 81.076277 309.69617 81.529396 curveto
309.36023 81.978619 309.19226 82.595806 309.19226 83.380959 curveto
309.19226 84.166117 309.35827 84.785257 309.69031 85.23838 curveto
310.02624 85.6876 310.48523 85.912209 311.06726 85.912209 curveto
311.64148 85.912209 312.09655 85.685647 312.4325 85.232521 curveto
312.76843 84.779398 312.9364 84.162211 312.9364 83.380959 curveto
312.9364 82.603619 312.76843 81.988385 312.4325 81.535255 curveto
312.09655 81.07823 311.64148 80.849714 311.06726 80.849709 curveto
311.06726 79.935646 moveto
312.00476 79.935653 312.74108 80.24034 313.27625 80.849709 curveto
313.81139 81.459089 314.07897 82.302838 314.07898 83.380959 curveto
314.07897 84.45518 313.81139 85.298929 313.27625 85.912209 curveto
312.74108 86.521584 312.00476 86.826271 311.06726 86.826271 curveto
310.12585 86.826271 309.38757 86.521584 308.85242 85.912209 curveto
308.32117 85.298929 308.05554 84.45518 308.05554 83.380959 curveto
308.05554 82.302838 308.32117 81.459089 308.85242 80.849709 curveto
309.38757 80.24034 310.12585 79.935653 311.06726 79.935646 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
319.66296 81.101662 moveto
319.54187 81.031355 319.40905 80.980574 319.26453 80.949318 curveto
319.1239 80.914167 318.96765 80.896589 318.79578 80.896584 curveto
318.1864 80.896589 317.71765 81.095808 317.38953 81.49424 curveto
317.06531 81.888776 316.9032 82.457135 316.9032 83.199318 curveto
316.9032 86.656349 lineto
315.81921 86.656349 lineto
315.81921 80.093849 lineto
316.9032 80.093849 lineto
316.9032 81.11338 lineto
317.12976 80.714949 317.42468 80.420027 317.78796 80.228615 curveto
318.15124 80.033309 318.59265 79.935653 319.11218 79.935646 curveto
319.1864 79.935653 319.26843 79.941512 319.35828 79.953224 curveto
319.44812 79.961043 319.54772 79.974715 319.6571 79.99424 curveto
319.66296 81.101662 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
320.7821 80.093849 moveto
321.86023 80.093849 lineto
321.86023 86.656349 lineto
320.7821 86.656349 lineto
320.7821 80.093849 lineto
320.7821 77.539162 moveto
321.86023 77.539162 lineto
321.86023 78.904396 lineto
320.7821 78.904396 lineto
320.7821 77.539162 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
328.83289 80.345802 moveto
328.83289 81.353615 lineto
328.52819 81.185652 328.22155 81.060652 327.91296 80.978615 curveto
327.60827 80.892683 327.29968 80.849714 326.98718 80.849709 curveto
326.28796 80.849714 325.74499 81.07237 325.35828 81.517677 curveto
324.97156 81.959088 324.7782 82.580181 324.7782 83.380959 curveto
324.7782 84.181742 324.97156 84.804789 325.35828 85.250099 curveto
325.74499 85.691506 326.28796 85.912209 326.98718 85.912209 curveto
327.29968 85.912209 327.60827 85.871194 327.91296 85.789162 curveto
328.22155 85.703225 328.52819 85.576272 328.83289 85.408302 curveto
328.83289 86.404396 lineto
328.5321 86.545021 328.2196 86.65049 327.89539 86.720802 curveto
327.57507 86.791115 327.23327 86.826271 326.87 86.826271 curveto
325.88171 86.826271 325.09656 86.515724 324.51453 85.89463 curveto
323.93249 85.273538 323.64148 84.435648 323.64148 83.380959 curveto
323.64148 82.31065 323.93445 81.468854 324.52039 80.855568 curveto
325.11023 80.242293 325.91687 79.935653 326.94031 79.935646 curveto
327.27233 79.935653 327.59655 79.970809 327.91296 80.041115 curveto
328.22936 80.107528 328.53601 80.20909 328.83289 80.345802 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
330.54968 77.55088 moveto
331.48718 77.55088 lineto
332.07312 78.472764 332.51062 79.375106 332.79968 80.257912 curveto
333.09265 81.14073 333.23913 82.017682 333.23914 82.888771 curveto
333.23913 83.763774 333.09265 84.644632 332.79968 85.531349 curveto
332.51062 86.418068 332.07312 87.320411 331.48718 88.23838 curveto
330.54968 88.23838 lineto
331.06921 87.343848 331.45593 86.455178 331.70984 85.572365 curveto
331.96765 84.685648 332.09656 83.791118 332.09656 82.888771 curveto
332.09656 81.986432 331.96765 81.095808 331.70984 80.216896 curveto
331.45593 79.337997 331.06921 78.449326 330.54968 77.55088 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
343.93835 83.380959 moveto
343.93835 82.587994 343.77429 81.966901 343.44617 81.517677 curveto
343.12194 81.064558 342.67468 80.837996 342.10437 80.83799 curveto
341.53405 80.837996 341.08484 81.064558 340.75671 81.517677 curveto
340.43249 81.966901 340.27038 82.587994 340.27039 83.380959 curveto
340.27038 84.17393 340.43249 84.796976 340.75671 85.250099 curveto
341.08484 85.699319 341.53405 85.923928 342.10437 85.923927 curveto
342.67468 85.923928 343.12194 85.699319 343.44617 85.250099 curveto
343.77429 84.796976 343.93835 84.17393 343.93835 83.380959 curveto
340.27039 81.089943 moveto
340.49695 80.699324 340.7821 80.410262 341.12585 80.222755 curveto
341.47351 80.031356 341.88757 79.935653 342.36804 79.935646 curveto
343.16491 79.935653 343.8114 80.252059 344.3075 80.884865 curveto
344.80749 81.517682 345.05749 82.349713 345.0575 83.380959 curveto
345.05749 84.412211 344.80749 85.244241 344.3075 85.877052 curveto
343.8114 86.509865 343.16491 86.826271 342.36804 86.826271 curveto
341.88757 86.826271 341.47351 86.732521 341.12585 86.545021 curveto
340.7821 86.353615 340.49695 86.0626 340.27039 85.671974 curveto
340.27039 86.656349 lineto
339.1864 86.656349 lineto
339.1864 77.539162 lineto
340.27039 77.539162 lineto
340.27039 81.089943 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
346.8446 80.093849 moveto
347.92273 80.093849 lineto
347.92273 86.656349 lineto
346.8446 86.656349 lineto
346.8446 80.093849 lineto
346.8446 77.539162 moveto
347.92273 77.539162 lineto
347.92273 78.904396 lineto
346.8446 78.904396 lineto
346.8446 77.539162 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
350.17273 77.539162 moveto
351.25085 77.539162 lineto
351.25085 86.656349 lineto
350.17273 86.656349 lineto
350.17273 77.539162 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
353.50085 77.539162 moveto
354.57898 77.539162 lineto
354.57898 86.656349 lineto
353.50085 86.656349 lineto
353.50085 77.539162 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
356.82898 80.093849 moveto
357.9071 80.093849 lineto
357.9071 86.656349 lineto
356.82898 86.656349 lineto
356.82898 80.093849 lineto
356.82898 77.539162 moveto
357.9071 77.539162 lineto
357.9071 78.904396 lineto
356.82898 78.904396 lineto
356.82898 77.539162 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
363.13953 83.357521 moveto
362.26843 83.357524 361.66491 83.457134 361.32898 83.656349 curveto
360.99304 83.855571 360.82507 84.195414 360.82507 84.67588 curveto
360.82507 85.058695 360.95007 85.363382 361.20007 85.589943 curveto
361.45398 85.8126 361.79773 85.923928 362.23132 85.923927 curveto
362.82898 85.923928 363.30749 85.712991 363.66687 85.291115 curveto
364.03015 84.865335 364.21179 84.300883 364.21179 83.597755 curveto
364.21179 83.357521 lineto
363.13953 83.357521 lineto
365.28992 82.912209 moveto
365.28992 86.656349 lineto
364.21179 86.656349 lineto
364.21179 85.660255 lineto
363.96569 86.058694 363.65905 86.353615 363.29187 86.545021 curveto
362.92468 86.732521 362.47546 86.826271 361.94421 86.826271 curveto
361.27234 86.826271 360.73718 86.638771 360.33875 86.263771 curveto
359.94421 85.884866 359.74695 85.379007 359.74695 84.746193 curveto
359.74695 84.007914 359.99304 83.451274 360.48523 83.076271 curveto
360.98132 82.701275 361.7196 82.513775 362.70007 82.513771 curveto
364.21179 82.513771 lineto
364.21179 82.408302 lineto
364.21179 81.912213 364.04772 81.529401 363.7196 81.259865 curveto
363.39538 80.986433 362.93835 80.849714 362.34851 80.849709 curveto
361.97351 80.849714 361.60827 80.894636 361.25281 80.984474 curveto
360.89734 81.074324 360.55554 81.209089 360.22742 81.388771 curveto
360.22742 80.392677 lineto
360.62195 80.24034 361.00476 80.127059 361.37585 80.052834 curveto
361.74695 79.974715 362.10827 79.935653 362.45984 79.935646 curveto
363.40905 79.935653 364.11804 80.181746 364.58679 80.673927 curveto
365.05554 81.16612 365.28991 81.912213 365.28992 82.912209 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
371.34265 81.101662 moveto
371.22155 81.031355 371.08874 80.980574 370.94421 80.949318 curveto
370.80358 80.914167 370.64733 80.896589 370.47546 80.896584 curveto
369.86609 80.896589 369.39734 81.095808 369.06921 81.49424 curveto
368.74499 81.888776 368.58288 82.457135 368.58289 83.199318 curveto
368.58289 86.656349 lineto
367.4989 86.656349 lineto
367.4989 80.093849 lineto
368.58289 80.093849 lineto
368.58289 81.11338 lineto
368.80945 80.714949 369.10437 80.420027 369.46765 80.228615 curveto
369.83093 80.033309 370.27234 79.935653 370.79187 79.935646 curveto
370.86608 79.935653 370.94812 79.941512 371.03796 79.953224 curveto
371.1278 79.961043 371.22741 79.974715 371.33679 79.99424 curveto
371.34265 81.101662 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
376.78015 81.089943 moveto
376.78015 77.539162 lineto
377.85828 77.539162 lineto
377.85828 86.656349 lineto
376.78015 86.656349 lineto
376.78015 85.671974 lineto
376.55358 86.0626 376.26647 86.353615 375.91882 86.545021 curveto
375.57507 86.732521 375.16101 86.826271 374.67664 86.826271 curveto
373.88366 86.826271 373.23718 86.509865 372.73718 85.877052 curveto
372.24109 85.244241 371.99304 84.412211 371.99304 83.380959 curveto
371.99304 82.349713 372.24109 81.517682 372.73718 80.884865 curveto
373.23718 80.252059 373.88366 79.935653 374.67664 79.935646 curveto
375.16101 79.935653 375.57507 80.031356 375.91882 80.222755 curveto
376.26647 80.410262 376.55358 80.699324 376.78015 81.089943 curveto
373.10632 83.380959 moveto
373.10632 84.17393 373.26843 84.796976 373.59265 85.250099 curveto
373.92077 85.699319 374.36999 85.923928 374.94031 85.923927 curveto
375.51062 85.923928 375.95983 85.699319 376.28796 85.250099 curveto
376.61608 84.796976 376.78015 84.17393 376.78015 83.380959 curveto
376.78015 82.587994 376.61608 81.966901 376.28796 81.517677 curveto
375.95983 81.064558 375.51062 80.837996 374.94031 80.83799 curveto
374.36999 80.837996 373.92077 81.064558 373.59265 81.517677 curveto
373.26843 81.966901 373.10632 82.587994 373.10632 83.380959 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
300.16882 100.67197 moveto
300.16882 104.15244 lineto
299.08484 104.15244 lineto
299.08484 95.093849 lineto
300.16882 95.093849 lineto
300.16882 96.089943 lineto
300.39538 95.699324 300.68054 95.410262 301.02429 95.222755 curveto
301.37194 95.031356 301.78601 94.935653 302.26648 94.935646 curveto
303.06335 94.935653 303.70983 95.252059 304.20593 95.884865 curveto
304.70593 96.517682 304.95593 97.349713 304.95593 98.380959 curveto
304.95593 99.412211 304.70593 100.24424 304.20593 100.87705 curveto
303.70983 101.50986 303.06335 101.82627 302.26648 101.82627 curveto
301.78601 101.82627 301.37194 101.73252 301.02429 101.54502 curveto
300.68054 101.35362 300.39538 101.0626 300.16882 100.67197 curveto
303.83679 98.380959 moveto
303.83679 97.587994 303.67272 96.966901 303.3446 96.517677 curveto
303.02038 96.064558 302.57312 95.837996 302.00281 95.83799 curveto
301.43249 95.837996 300.98327 96.064558 300.65515 96.517677 curveto
300.33093 96.966901 300.16882 97.587994 300.16882 98.380959 curveto
300.16882 99.17393 300.33093 99.796976 300.65515 100.2501 curveto
300.98327 100.69932 301.43249 100.92393 302.00281 100.92393 curveto
302.57312 100.92393 303.02038 100.69932 303.3446 100.2501 curveto
303.67272 99.796976 303.83679 99.17393 303.83679 98.380959 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
312.19812 97.695412 moveto
312.19812 101.65635 lineto
311.12 101.65635 lineto
311.12 97.730568 lineto
311.11999 97.109479 310.9989 96.644635 310.75671 96.336037 curveto
310.51452 96.027449 310.15124 95.873152 309.66687 95.873146 curveto
309.08484 95.873152 308.62585 96.058699 308.28992 96.429787 curveto
307.95398 96.800885 307.78601 97.306744 307.78601 97.947365 curveto
307.78601 101.65635 lineto
306.70203 101.65635 lineto
306.70203 92.539162 lineto
307.78601 92.539162 lineto
307.78601 96.11338 lineto
308.04382 95.718855 308.34655 95.423934 308.69421 95.228615 curveto
309.04577 95.033309 309.45007 94.935653 309.9071 94.935646 curveto
310.66101 94.935653 311.23132 95.170028 311.61804 95.638771 curveto
312.00475 96.10362 312.19811 96.789167 312.19812 97.695412 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
317.34265 98.357521 moveto
316.47155 98.357524 315.86804 98.457134 315.5321 98.656349 curveto
315.19617 98.855571 315.0282 99.195414 315.0282 99.67588 curveto
315.0282 100.05869 315.1532 100.36338 315.4032 100.58994 curveto
315.6571 100.8126 316.00085 100.92393 316.43445 100.92393 curveto
317.0321 100.92393 317.51062 100.71299 317.87 100.29111 curveto
318.23327 99.865335 318.41491 99.300883 318.41492 98.597755 curveto
318.41492 98.357521 lineto
317.34265 98.357521 lineto
319.49304 97.912209 moveto
319.49304 101.65635 lineto
318.41492 101.65635 lineto
318.41492 100.66026 lineto
318.16882 101.05869 317.86218 101.35362 317.495 101.54502 curveto
317.1278 101.73252 316.67859 101.82627 316.14734 101.82627 curveto
315.47546 101.82627 314.94031 101.63877 314.54187 101.26377 curveto
314.14734 100.88487 313.95007 100.37901 313.95007 99.746193 curveto
313.95007 99.007914 314.19617 98.451274 314.68835 98.076271 curveto
315.18445 97.701275 315.92273 97.513775 316.9032 97.513771 curveto
318.41492 97.513771 lineto
318.41492 97.408302 lineto
318.41491 96.912213 318.25085 96.529401 317.92273 96.259865 curveto
317.59851 95.986433 317.14148 95.849714 316.55164 95.849709 curveto
316.17663 95.849714 315.8114 95.894636 315.45593 95.984474 curveto
315.10046 96.074324 314.75867 96.209089 314.43054 96.388771 curveto
314.43054 95.392677 lineto
314.82507 95.24034 315.20788 95.127059 315.57898 95.052834 curveto
315.95007 94.974715 316.3114 94.935653 316.66296 94.935646 curveto
317.61218 94.935653 318.32116 95.181746 318.78992 95.673927 curveto
319.25866 96.16612 319.49304 96.912213 319.49304 97.912209 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
325.92664 95.287209 moveto
325.92664 96.30674 lineto
325.62194 96.150495 325.30554 96.033308 324.97742 95.955177 curveto
324.64929 95.877058 324.30944 95.837996 323.95789 95.83799 curveto
323.42273 95.837996 323.02038 95.920027 322.75085 96.084084 curveto
322.48523 96.248151 322.35242 96.494245 322.35242 96.822365 curveto
322.35242 97.072369 322.44812 97.269635 322.63953 97.414162 curveto
322.83093 97.554791 323.2157 97.689556 323.79382 97.818459 curveto
324.16296 97.90049 lineto
324.92858 98.064556 325.47155 98.296978 325.79187 98.597755 curveto
326.11608 98.894633 326.27819 99.310648 326.2782 99.845802 curveto
326.27819 100.45518 326.03601 100.9376 325.55164 101.29307 curveto
325.07116 101.64854 324.40905 101.82627 323.56531 101.82627 curveto
323.21374 101.82627 322.84656 101.79111 322.46375 101.7208 curveto
322.08484 101.6544 321.68445 101.55283 321.26257 101.41611 curveto
321.26257 100.30283 lineto
321.66101 100.50987 322.05359 100.66612 322.44031 100.77158 curveto
322.82702 100.87315 323.20984 100.92393 323.58875 100.92393 curveto
324.09655 100.92393 324.48718 100.83799 324.76062 100.66611 curveto
325.03405 100.49033 325.17077 100.24424 325.17078 99.927834 curveto
325.17077 99.634867 325.07116 99.410258 324.87195 99.254005 curveto
324.67663 99.097758 324.24499 98.947368 323.57703 98.802834 curveto
323.20203 98.714943 lineto
322.53406 98.574321 322.05163 98.359477 321.75476 98.070412 curveto
321.45788 97.777447 321.30945 97.377057 321.30945 96.86924 curveto
321.30945 96.252058 321.5282 95.775496 321.9657 95.439552 curveto
322.4032 95.103621 323.02429 94.935653 323.82898 94.935646 curveto
324.22741 94.935653 324.60241 94.96495 324.95398 95.023537 curveto
325.30554 95.082137 325.62976 95.170028 325.92664 95.287209 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
333.5907 98.105568 moveto
333.5907 98.632912 lineto
328.63367 98.632912 lineto
328.68054 99.375101 328.9032 99.941507 329.30164 100.33213 curveto
329.70398 100.71885 330.26257 100.91221 330.97742 100.91221 curveto
331.39147 100.91221 331.79187 100.86143 332.17859 100.75986 curveto
332.56921 100.6583 332.95593 100.50596 333.33875 100.30283 curveto
333.33875 101.32236 lineto
332.95202 101.48643 332.55554 101.61143 332.14929 101.69736 curveto
331.74304 101.7833 331.33093 101.82627 330.91296 101.82627 curveto
329.86609 101.82627 329.03601 101.52158 328.42273 100.91221 curveto
327.81335 100.30283 327.50867 99.478617 327.50867 98.439552 curveto
327.50867 97.365338 327.79773 96.513776 328.37585 95.884865 curveto
328.95788 95.252059 329.74109 94.935653 330.72546 94.935646 curveto
331.60827 94.935653 332.30554 95.220809 332.81726 95.791115 curveto
333.33288 96.357526 333.59069 97.12901 333.5907 98.105568 curveto
332.51257 97.789162 moveto
332.50476 97.199322 332.33874 96.72862 332.01453 96.377052 curveto
331.69421 96.025495 331.26843 95.849714 330.73718 95.849709 curveto
330.13562 95.849714 329.6532 96.019636 329.28992 96.359474 curveto
328.93054 96.699323 328.72351 97.177838 328.66882 97.795021 curveto
332.51257 97.789162 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
343.3407 95.287209 moveto
343.3407 96.30674 lineto
343.03601 96.150495 342.7196 96.033308 342.39148 95.955177 curveto
342.06335 95.877058 341.72351 95.837996 341.37195 95.83799 curveto
340.83679 95.837996 340.43445 95.920027 340.16492 96.084084 curveto
339.89929 96.248151 339.76648 96.494245 339.76648 96.822365 curveto
339.76648 97.072369 339.86218 97.269635 340.05359 97.414162 curveto
340.24499 97.554791 340.62976 97.689556 341.20789 97.818459 curveto
341.57703 97.90049 lineto
342.34265 98.064556 342.88562 98.296978 343.20593 98.597755 curveto
343.53015 98.894633 343.69226 99.310648 343.69226 99.845802 curveto
343.69226 100.45518 343.45007 100.9376 342.9657 101.29307 curveto
342.48523 101.64854 341.82312 101.82627 340.97937 101.82627 curveto
340.62781 101.82627 340.26062 101.79111 339.87781 101.7208 curveto
339.4989 101.6544 339.09851 101.55283 338.67664 101.41611 curveto
338.67664 100.30283 lineto
339.07507 100.50987 339.46765 100.66612 339.85437 100.77158 curveto
340.24109 100.87315 340.6239 100.92393 341.00281 100.92393 curveto
341.51062 100.92393 341.90124 100.83799 342.17468 100.66611 curveto
342.44812 100.49033 342.58483 100.24424 342.58484 99.927834 curveto
342.58483 99.634867 342.48523 99.410258 342.28601 99.254005 curveto
342.09069 99.097758 341.65905 98.947368 340.99109 98.802834 curveto
340.61609 98.714943 lineto
339.94812 98.574321 339.4657 98.359477 339.16882 98.070412 curveto
338.87195 97.777447 338.72351 97.377057 338.72351 96.86924 curveto
338.72351 96.252058 338.94226 95.775496 339.37976 95.439552 curveto
339.81726 95.103621 340.43835 94.935653 341.24304 94.935646 curveto
341.64148 94.935653 342.01648 94.96495 342.36804 95.023537 curveto
342.7196 95.082137 343.04382 95.170028 343.3407 95.287209 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
346.43445 100.67197 moveto
346.43445 104.15244 lineto
345.35046 104.15244 lineto
345.35046 95.093849 lineto
346.43445 95.093849 lineto
346.43445 96.089943 lineto
346.66101 95.699324 346.94616 95.410262 347.28992 95.222755 curveto
347.63757 95.031356 348.05163 94.935653 348.5321 94.935646 curveto
349.32897 94.935653 349.97546 95.252059 350.47156 95.884865 curveto
350.97155 96.517682 351.22155 97.349713 351.22156 98.380959 curveto
351.22155 99.412211 350.97155 100.24424 350.47156 100.87705 curveto
349.97546 101.50986 349.32897 101.82627 348.5321 101.82627 curveto
348.05163 101.82627 347.63757 101.73252 347.28992 101.54502 curveto
346.94616 101.35362 346.66101 101.0626 346.43445 100.67197 curveto
350.10242 98.380959 moveto
350.10241 97.587994 349.93835 96.966901 349.61023 96.517677 curveto
349.28601 96.064558 348.83874 95.837996 348.26843 95.83799 curveto
347.69812 95.837996 347.2489 96.064558 346.92078 96.517677 curveto
346.59656 96.966901 346.43445 97.587994 346.43445 98.380959 curveto
346.43445 99.17393 346.59656 99.796976 346.92078 100.2501 curveto
347.2489 100.69932 347.69812 100.92393 348.26843 100.92393 curveto
348.83874 100.92393 349.28601 100.69932 349.61023 100.2501 curveto
349.93835 99.796976 350.10241 99.17393 350.10242 98.380959 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
355.99109 98.357521 moveto
355.11999 98.357524 354.51648 98.457134 354.18054 98.656349 curveto
353.8446 98.855571 353.67663 99.195414 353.67664 99.67588 curveto
353.67663 100.05869 353.80163 100.36338 354.05164 100.58994 curveto
354.30554 100.8126 354.64929 100.92393 355.08289 100.92393 curveto
355.68054 100.92393 356.15905 100.71299 356.51843 100.29111 curveto
356.88171 99.865335 357.06335 99.300883 357.06335 98.597755 curveto
357.06335 98.357521 lineto
355.99109 98.357521 lineto
358.14148 97.912209 moveto
358.14148 101.65635 lineto
357.06335 101.65635 lineto
357.06335 100.66026 lineto
356.81726 101.05869 356.51062 101.35362 356.14343 101.54502 curveto
355.77624 101.73252 355.32702 101.82627 354.79578 101.82627 curveto
354.1239 101.82627 353.58874 101.63877 353.19031 101.26377 curveto
352.79578 100.88487 352.59851 100.37901 352.59851 99.746193 curveto
352.59851 99.007914 352.8446 98.451274 353.33679 98.076271 curveto
353.83288 97.701275 354.57116 97.513775 355.55164 97.513771 curveto
357.06335 97.513771 lineto
357.06335 97.408302 lineto
357.06335 96.912213 356.89929 96.529401 356.57117 96.259865 curveto
356.24694 95.986433 355.78991 95.849714 355.20007 95.849709 curveto
354.82507 95.849714 354.45984 95.894636 354.10437 95.984474 curveto
353.7489 96.074324 353.4071 96.209089 353.07898 96.388771 curveto
353.07898 95.392677 lineto
353.47351 95.24034 353.85632 95.127059 354.22742 95.052834 curveto
354.59851 94.974715 354.95984 94.935653 355.3114 94.935646 curveto
356.26062 94.935653 356.9696 95.181746 357.43835 95.673927 curveto
357.9071 96.16612 358.14147 96.912213 358.14148 97.912209 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
365.11414 95.345802 moveto
365.11414 96.353615 lineto
364.80944 96.185652 364.5028 96.060652 364.19421 95.978615 curveto
363.88952 95.892683 363.58093 95.849714 363.26843 95.849709 curveto
362.56921 95.849714 362.02624 96.07237 361.63953 96.517677 curveto
361.25281 96.959088 361.05945 97.580181 361.05945 98.380959 curveto
361.05945 99.181742 361.25281 99.804789 361.63953 100.2501 curveto
362.02624 100.69151 362.56921 100.91221 363.26843 100.91221 curveto
363.58093 100.91221 363.88952 100.87119 364.19421 100.78916 curveto
364.5028 100.70323 364.80944 100.57627 365.11414 100.4083 curveto
365.11414 101.4044 lineto
364.81335 101.54502 364.50085 101.65049 364.17664 101.7208 curveto
363.85632 101.79111 363.51452 101.82627 363.15125 101.82627 curveto
362.16296 101.82627 361.37781 101.51572 360.79578 100.89463 curveto
360.21374 100.27354 359.92273 99.435648 359.92273 98.380959 curveto
359.92273 97.31065 360.2157 96.468854 360.80164 95.855568 curveto
361.39148 95.242293 362.19812 94.935653 363.22156 94.935646 curveto
363.55358 94.935653 363.8778 94.970809 364.19421 95.041115 curveto
364.51061 95.107528 364.81726 95.20909 365.11414 95.345802 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
372.61414 98.105568 moveto
372.61414 98.632912 lineto
367.6571 98.632912 lineto
367.70398 99.375101 367.92663 99.941507 368.32507 100.33213 curveto
368.72741 100.71885 369.28601 100.91221 370.00085 100.91221 curveto
370.41491 100.91221 370.8153 100.86143 371.20203 100.75986 curveto
371.59265 100.6583 371.97936 100.50596 372.36218 100.30283 curveto
372.36218 101.32236 lineto
371.97546 101.48643 371.57897 101.61143 371.17273 101.69736 curveto
370.76647 101.7833 370.35437 101.82627 369.9364 101.82627 curveto
368.88952 101.82627 368.05945 101.52158 367.44617 100.91221 curveto
366.83679 100.30283 366.5321 99.478617 366.5321 98.439552 curveto
366.5321 97.365338 366.82117 96.513776 367.39929 95.884865 curveto
367.98132 95.252059 368.76452 94.935653 369.7489 94.935646 curveto
370.63171 94.935653 371.32897 95.220809 371.8407 95.791115 curveto
372.35632 96.357526 372.61413 97.12901 372.61414 98.105568 curveto
371.53601 97.789162 moveto
371.52819 97.199322 371.36218 96.72862 371.03796 96.377052 curveto
370.71765 96.025495 370.29187 95.849714 369.76062 95.849709 curveto
369.15905 95.849714 368.67663 96.019636 368.31335 96.359474 curveto
367.95398 96.699323 367.74695 97.177838 367.69226 97.795021 curveto
371.53601 97.789162 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
301.7157 107.55088 moveto
301.19226 108.44933 300.80359 109.338 300.54968 110.2169 curveto
300.29577 111.09581 300.16882 111.98643 300.16882 112.88877 curveto
300.16882 113.79112 300.29577 114.68565 300.54968 115.57236 curveto
300.80749 116.45518 301.19616 117.34385 301.7157 118.23838 curveto
300.7782 118.23838 lineto
300.19226 117.32041 299.75281 116.41807 299.45984 115.53135 curveto
299.17078 114.64463 299.02624 113.76377 299.02625 112.88877 curveto
299.02624 112.01768 299.17078 111.14073 299.45984 110.25791 curveto
299.7489 109.37511 300.18835 108.47276 300.7782 107.55088 curveto
301.7157 107.55088 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
308.13171 111.08994 moveto
308.13171 107.53916 lineto
309.20984 107.53916 lineto
309.20984 116.65635 lineto
308.13171 116.65635 lineto
308.13171 115.67197 lineto
307.90515 116.0626 307.61804 116.35362 307.27039 116.54502 curveto
306.92663 116.73252 306.51257 116.82627 306.0282 116.82627 curveto
305.23523 116.82627 304.58874 116.50986 304.08875 115.87705 curveto
303.59265 115.24424 303.3446 114.41221 303.3446 113.38096 curveto
303.3446 112.34971 303.59265 111.51768 304.08875 110.88486 curveto
304.58874 110.25206 305.23523 109.93565 306.0282 109.93565 curveto
306.51257 109.93565 306.92663 110.03136 307.27039 110.22276 curveto
307.61804 110.41026 307.90515 110.69932 308.13171 111.08994 curveto
304.45789 113.38096 moveto
304.45788 114.17393 304.61999 114.79698 304.94421 115.2501 curveto
305.27234 115.69932 305.72155 115.92393 306.29187 115.92393 curveto
306.86218 115.92393 307.3114 115.69932 307.63953 115.2501 curveto
307.96765 114.79698 308.13171 114.17393 308.13171 113.38096 curveto
308.13171 112.58799 307.96765 111.9669 307.63953 111.51768 curveto
307.3114 111.06456 306.86218 110.838 306.29187 110.83799 curveto
305.72155 110.838 305.27234 111.06456 304.94421 111.51768 curveto
304.61999 111.9669 304.45788 112.58799 304.45789 113.38096 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
311.43054 110.09385 moveto
312.50867 110.09385 lineto
312.50867 116.65635 lineto
311.43054 116.65635 lineto
311.43054 110.09385 lineto
311.43054 107.53916 moveto
312.50867 107.53916 lineto
312.50867 108.9044 lineto
311.43054 108.9044 lineto
311.43054 107.53916 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
318.94226 110.28721 moveto
318.94226 111.30674 lineto
318.63757 111.1505 318.32116 111.03331 317.99304 110.95518 curveto
317.66491 110.87706 317.32507 110.838 316.97351 110.83799 curveto
316.43835 110.838 316.03601 110.92003 315.76648 111.08408 curveto
315.50085 111.24815 315.36804 111.49424 315.36804 111.82236 curveto
315.36804 112.07237 315.46374 112.26963 315.65515 112.41416 curveto
315.84656 112.55479 316.23132 112.68956 316.80945 112.81846 curveto
317.17859 112.90049 lineto
317.94421 113.06456 318.48718 113.29698 318.8075 113.59776 curveto
319.13171 113.89463 319.29382 114.31065 319.29382 114.8458 curveto
319.29382 115.45518 319.05163 115.9376 318.56726 116.29307 curveto
318.08679 116.64854 317.42468 116.82627 316.58093 116.82627 curveto
316.22937 116.82627 315.86218 116.79111 315.47937 116.7208 curveto
315.10046 116.6544 314.70007 116.55283 314.2782 116.41611 curveto
314.2782 115.30283 lineto
314.67663 115.50987 315.06921 115.66612 315.45593 115.77158 curveto
315.84265 115.87315 316.22546 115.92393 316.60437 115.92393 curveto
317.11218 115.92393 317.5028 115.83799 317.77625 115.66611 curveto
318.04968 115.49033 318.1864 115.24424 318.1864 114.92783 curveto
318.1864 114.63487 318.08679 114.41026 317.88757 114.25401 curveto
317.69226 114.09776 317.26062 113.94737 316.59265 113.80283 curveto
316.21765 113.71494 lineto
315.54968 113.57432 315.06726 113.35948 314.77039 113.07041 curveto
314.47351 112.77745 314.32507 112.37706 314.32507 111.86924 curveto
314.32507 111.25206 314.54382 110.7755 314.98132 110.43955 curveto
315.41882 110.10362 316.03991 109.93565 316.8446 109.93565 curveto
317.24304 109.93565 317.61804 109.96495 317.9696 110.02354 curveto
318.32116 110.08214 318.64538 110.17003 318.94226 110.28721 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
325.7157 110.3458 moveto
325.7157 111.35361 lineto
325.41101 111.18565 325.10436 111.06065 324.79578 110.97861 curveto
324.49108 110.89268 324.18249 110.84971 323.87 110.84971 curveto
323.17077 110.84971 322.6278 111.07237 322.24109 111.51768 curveto
321.85437 111.95909 321.66101 112.58018 321.66101 113.38096 curveto
321.66101 114.18174 321.85437 114.80479 322.24109 115.2501 curveto
322.6278 115.69151 323.17077 115.91221 323.87 115.91221 curveto
324.18249 115.91221 324.49108 115.87119 324.79578 115.78916 curveto
325.10436 115.70323 325.41101 115.57627 325.7157 115.4083 curveto
325.7157 116.4044 lineto
325.41491 116.54502 325.10241 116.65049 324.7782 116.7208 curveto
324.45788 116.79111 324.11608 116.82627 323.75281 116.82627 curveto
322.76452 116.82627 321.97937 116.51572 321.39734 115.89463 curveto
320.81531 115.27354 320.52429 114.43565 320.52429 113.38096 curveto
320.52429 112.31065 320.81726 111.46885 321.4032 110.85557 curveto
321.99304 110.24229 322.79968 109.93565 323.82312 109.93565 curveto
324.15515 109.93565 324.47937 109.97081 324.79578 110.04111 curveto
325.11218 110.10753 325.41882 110.20909 325.7157 110.3458 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
331.40515 111.10166 moveto
331.28405 111.03135 331.15124 110.98057 331.00671 110.94932 curveto
330.86608 110.91417 330.70983 110.89659 330.53796 110.89658 curveto
329.92859 110.89659 329.45984 111.09581 329.13171 111.49424 curveto
328.80749 111.88878 328.64538 112.45713 328.64539 113.19932 curveto
328.64539 116.65635 lineto
327.5614 116.65635 lineto
327.5614 110.09385 lineto
328.64539 110.09385 lineto
328.64539 111.11338 lineto
328.87195 110.71495 329.16687 110.42003 329.53015 110.22861 curveto
329.89343 110.03331 330.33484 109.93565 330.85437 109.93565 curveto
330.92858 109.93565 331.01062 109.94151 331.10046 109.95322 curveto
331.1903 109.96104 331.28991 109.97472 331.39929 109.99424 curveto
331.40515 111.10166 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
338.13757 113.10557 moveto
338.13757 113.63291 lineto
333.18054 113.63291 lineto
333.22742 114.3751 333.45007 114.94151 333.84851 115.33213 curveto
334.25085 115.71885 334.80944 115.91221 335.52429 115.91221 curveto
335.93835 115.91221 336.33874 115.86143 336.72546 115.75986 curveto
337.11608 115.6583 337.5028 115.50596 337.88562 115.30283 curveto
337.88562 116.32236 lineto
337.4989 116.48643 337.10241 116.61143 336.69617 116.69736 curveto
336.28991 116.7833 335.8778 116.82627 335.45984 116.82627 curveto
334.41296 116.82627 333.58288 116.52158 332.9696 115.91221 curveto
332.36023 115.30283 332.05554 114.47862 332.05554 113.43955 curveto
332.05554 112.36534 332.3446 111.51378 332.92273 110.88486 curveto
333.50476 110.25206 334.28796 109.93565 335.27234 109.93565 curveto
336.15515 109.93565 336.85241 110.22081 337.36414 110.79111 curveto
337.87975 111.35753 338.13757 112.12901 338.13757 113.10557 curveto
337.05945 112.78916 moveto
337.05163 112.19932 336.88561 111.72862 336.5614 111.37705 curveto
336.24108 111.0255 335.8153 110.84971 335.28406 110.84971 curveto
334.68249 110.84971 334.20007 111.01964 333.83679 111.35947 curveto
333.47741 111.69932 333.27038 112.17784 333.2157 112.79502 curveto
337.05945 112.78916 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
340.95007 108.23057 moveto
340.95007 110.09385 lineto
343.17078 110.09385 lineto
343.17078 110.93174 lineto
340.95007 110.93174 lineto
340.95007 114.49424 lineto
340.95007 115.0294 341.02234 115.37315 341.16687 115.52549 curveto
341.31531 115.67783 341.61413 115.75401 342.06335 115.75401 curveto
343.17078 115.75401 lineto
343.17078 116.65635 lineto
342.06335 116.65635 lineto
341.23132 116.65635 340.6571 116.50205 340.3407 116.19346 curveto
340.02429 115.88096 339.86609 115.31455 339.86609 114.49424 curveto
339.86609 110.93174 lineto
339.07507 110.93174 lineto
339.07507 110.09385 lineto
339.86609 110.09385 lineto
339.86609 108.23057 lineto
340.95007 108.23057 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
350.20789 113.10557 moveto
350.20789 113.63291 lineto
345.25085 113.63291 lineto
345.29773 114.3751 345.52038 114.94151 345.91882 115.33213 curveto
346.32116 115.71885 346.87976 115.91221 347.5946 115.91221 curveto
348.00866 115.91221 348.40905 115.86143 348.79578 115.75986 curveto
349.1864 115.6583 349.57311 115.50596 349.95593 115.30283 curveto
349.95593 116.32236 lineto
349.56921 116.48643 349.17272 116.61143 348.76648 116.69736 curveto
348.36022 116.7833 347.94812 116.82627 347.53015 116.82627 curveto
346.48327 116.82627 345.6532 116.52158 345.03992 115.91221 curveto
344.43054 115.30283 344.12585 114.47862 344.12585 113.43955 curveto
344.12585 112.36534 344.41492 111.51378 344.99304 110.88486 curveto
345.57507 110.25206 346.35827 109.93565 347.34265 109.93565 curveto
348.22546 109.93565 348.92272 110.22081 349.43445 110.79111 curveto
349.95007 111.35753 350.20788 112.12901 350.20789 113.10557 curveto
349.12976 112.78916 moveto
349.12194 112.19932 348.95593 111.72862 348.63171 111.37705 curveto
348.3114 111.0255 347.88562 110.84971 347.35437 110.84971 curveto
346.7528 110.84971 346.27038 111.01964 345.9071 111.35947 curveto
345.54773 111.69932 345.3407 112.17784 345.28601 112.79502 curveto
349.12976 112.78916 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
356.8407 108.23057 moveto
356.8407 110.09385 lineto
359.0614 110.09385 lineto
359.0614 110.93174 lineto
356.8407 110.93174 lineto
356.8407 114.49424 lineto
356.8407 115.0294 356.91296 115.37315 357.0575 115.52549 curveto
357.20593 115.67783 357.50476 115.75401 357.95398 115.75401 curveto
359.0614 115.75401 lineto
359.0614 116.65635 lineto
357.95398 116.65635 lineto
357.12195 116.65635 356.54773 116.50205 356.23132 116.19346 curveto
355.91492 115.88096 355.75671 115.31455 355.75671 114.49424 curveto
355.75671 110.93174 lineto
354.9657 110.93174 lineto
354.9657 110.09385 lineto
355.75671 110.09385 lineto
355.75671 108.23057 lineto
356.8407 108.23057 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
360.48523 110.09385 moveto
361.56335 110.09385 lineto
361.56335 116.65635 lineto
360.48523 116.65635 lineto
360.48523 110.09385 lineto
360.48523 107.53916 moveto
361.56335 107.53916 lineto
361.56335 108.9044 lineto
360.48523 108.9044 lineto
360.48523 107.53916 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
368.92273 111.35361 moveto
369.19225 110.86925 369.51452 110.51182 369.88953 110.28135 curveto
370.26452 110.05089 370.70592 109.93565 371.21375 109.93565 curveto
371.89733 109.93565 372.42467 110.17589 372.79578 110.65635 curveto
373.16686 111.13292 373.35241 111.8126 373.35242 112.69541 curveto
373.35242 116.65635 lineto
372.26843 116.65635 lineto
372.26843 112.73057 lineto
372.26842 112.10167 372.1571 111.63487 371.93445 111.33018 curveto
371.71178 111.0255 371.37194 110.87315 370.91492 110.87315 curveto
370.35632 110.87315 369.91491 111.0587 369.5907 111.42979 curveto
369.26647 111.80089 369.10436 112.30674 369.10437 112.94736 curveto
369.10437 116.65635 lineto
368.02039 116.65635 lineto
368.02039 112.73057 lineto
368.02038 112.09776 367.90905 111.63096 367.6864 111.33018 curveto
367.46374 111.0255 367.11999 110.87315 366.65515 110.87315 curveto
366.10437 110.87315 365.66687 111.06065 365.34265 111.43565 curveto
365.01843 111.80674 364.85632 112.31065 364.85632 112.94736 curveto
364.85632 116.65635 lineto
363.77234 116.65635 lineto
363.77234 110.09385 lineto
364.85632 110.09385 lineto
364.85632 111.11338 lineto
365.10241 110.71104 365.39734 110.41417 365.74109 110.22276 curveto
366.08484 110.03136 366.49304 109.93565 366.9657 109.93565 curveto
367.44226 109.93565 367.84655 110.05675 368.17859 110.29893 curveto
368.51452 110.54112 368.76257 110.89268 368.92273 111.35361 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
381.09851 113.10557 moveto
381.09851 113.63291 lineto
376.14148 113.63291 lineto
376.18835 114.3751 376.41101 114.94151 376.80945 115.33213 curveto
377.21179 115.71885 377.77038 115.91221 378.48523 115.91221 curveto
378.89929 115.91221 379.29968 115.86143 379.6864 115.75986 curveto
380.07702 115.6583 380.46374 115.50596 380.84656 115.30283 curveto
380.84656 116.32236 lineto
380.45983 116.48643 380.06335 116.61143 379.6571 116.69736 curveto
379.25085 116.7833 378.83874 116.82627 378.42078 116.82627 curveto
377.3739 116.82627 376.54382 116.52158 375.93054 115.91221 curveto
375.32117 115.30283 375.01648 114.47862 375.01648 113.43955 curveto
375.01648 112.36534 375.30554 111.51378 375.88367 110.88486 curveto
376.4657 110.25206 377.2489 109.93565 378.23328 109.93565 curveto
379.11608 109.93565 379.81335 110.22081 380.32507 110.79111 curveto
380.84069 111.35753 381.0985 112.12901 381.09851 113.10557 curveto
380.02039 112.78916 moveto
380.01257 112.19932 379.84655 111.72862 379.52234 111.37705 curveto
379.20202 111.0255 378.77624 110.84971 378.245 110.84971 curveto
377.64343 110.84971 377.16101 111.01964 376.79773 111.35947 curveto
376.43835 111.69932 376.23132 112.17784 376.17664 112.79502 curveto
380.02039 112.78916 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
382.67468 107.55088 moveto
383.61218 107.55088 lineto
384.19812 108.47276 384.63562 109.37511 384.92468 110.25791 curveto
385.21765 111.14073 385.36413 112.01768 385.36414 112.88877 curveto
385.36413 113.76377 385.21765 114.64463 384.92468 115.53135 curveto
384.63562 116.41807 384.19812 117.32041 383.61218 118.23838 curveto
382.67468 118.23838 lineto
383.19421 117.34385 383.58093 116.45518 383.83484 115.57236 curveto
384.09265 114.68565 384.22156 113.79112 384.22156 112.88877 curveto
384.22156 111.98643 384.09265 111.09581 383.83484 110.2169 curveto
383.58093 109.338 383.19421 108.44933 382.67468 107.55088 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
272.90875 356.71039 moveto
274.09235 356.71039 lineto
274.09235 364.46234 lineto
278.35211 364.46234 lineto
278.35211 365.45844 lineto
272.90875 365.45844 lineto
272.90875 356.71039 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
282.10797 359.65179 moveto
281.52984 359.6518 281.07281 359.87836 280.73688 360.33148 curveto
280.40094 360.78071 280.23297 361.39789 280.23297 362.18304 curveto
280.23297 362.9682 280.39898 363.58734 280.73102 364.04047 curveto
281.06695 364.48969 281.52594 364.7143 282.10797 364.71429 curveto
282.68219 364.7143 283.13726 364.48773 283.47321 364.03461 curveto
283.80914 363.58148 283.97711 362.9643 283.97711 362.18304 curveto
283.97711 361.4057 283.80914 360.79047 283.47321 360.33734 curveto
283.13726 359.88032 282.68219 359.6518 282.10797 359.65179 curveto
282.10797 358.73773 moveto
283.04547 358.73774 283.78179 359.04243 284.31696 359.65179 curveto
284.85211 360.26117 285.11968 361.10492 285.11969 362.18304 curveto
285.11968 363.25727 284.85211 364.10101 284.31696 364.71429 curveto
283.78179 365.32367 283.04547 365.62836 282.10797 365.62836 curveto
281.16656 365.62836 280.42828 365.32367 279.89313 364.71429 curveto
279.36188 364.10101 279.09625 363.25727 279.09625 362.18304 curveto
279.09625 361.10492 279.36188 360.26117 279.89313 359.65179 curveto
280.42828 359.04243 281.16656 358.73774 282.10797 358.73773 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
290.70367 359.90375 moveto
290.58258 359.83344 290.44976 359.78266 290.30524 359.7514 curveto
290.16461 359.71625 290.00836 359.69868 289.83649 359.69867 curveto
289.22711 359.69868 288.75836 359.89789 288.43024 360.29633 curveto
288.10602 360.69086 287.94391 361.25922 287.94391 362.0014 curveto
287.94391 365.45844 lineto
286.85992 365.45844 lineto
286.85992 358.89594 lineto
287.94391 358.89594 lineto
287.94391 359.91547 lineto
288.17047 359.51703 288.46539 359.22211 288.82867 359.0307 curveto
289.19195 358.83539 289.63336 358.73774 290.15289 358.73773 curveto
290.22711 358.73774 290.30914 358.7436 290.39899 358.75531 curveto
290.48883 358.76313 290.58844 358.7768 290.69781 358.79633 curveto
290.70367 359.90375 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
297.4361 361.90765 moveto
297.4361 362.435 lineto
292.47906 362.435 lineto
292.52594 363.17719 292.74859 363.74359 293.14703 364.13422 curveto
293.54937 364.52094 294.10797 364.7143 294.82281 364.71429 curveto
295.23687 364.7143 295.63726 364.66351 296.02399 364.56195 curveto
296.41461 364.46039 296.80132 364.30805 297.18414 364.10492 curveto
297.18414 365.12445 lineto
296.79742 365.28851 296.40093 365.41351 295.99469 365.49945 curveto
295.58844 365.58539 295.17633 365.62836 294.75836 365.62836 curveto
293.71148 365.62836 292.88141 365.32367 292.26813 364.71429 curveto
291.65875 364.10492 291.35406 363.2807 291.35406 362.24164 curveto
291.35406 361.16742 291.64313 360.31586 292.22125 359.68695 curveto
292.80328 359.05414 293.58648 358.73774 294.57086 358.73773 curveto
295.45367 358.73774 296.15093 359.02289 296.66266 359.5932 curveto
297.17828 360.15961 297.43609 360.9311 297.4361 361.90765 curveto
296.35797 361.59125 moveto
296.35015 361.00141 296.18414 360.53071 295.85992 360.17914 curveto
295.53961 359.82758 295.11383 359.6518 294.58258 359.65179 curveto
293.98101 359.6518 293.49859 359.82172 293.13531 360.16156 curveto
292.77594 360.50141 292.56891 360.97992 292.51422 361.59711 curveto
296.35797 361.59125 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
304.63727 361.4975 moveto
304.63727 365.45844 lineto
303.55914 365.45844 lineto
303.55914 361.53265 lineto
303.55914 360.91156 303.43804 360.44672 303.19586 360.13812 curveto
302.95367 359.82953 302.59039 359.67524 302.10602 359.67523 curveto
301.52398 359.67524 301.065 359.86078 300.72906 360.23187 curveto
300.39313 360.60297 300.22516 361.10883 300.22516 361.74945 curveto
300.22516 365.45844 lineto
299.14117 365.45844 lineto
299.14117 358.89594 lineto
300.22516 358.89594 lineto
300.22516 359.91547 lineto
300.48297 359.52094 300.7857 359.22602 301.13336 359.0307 curveto
301.48492 358.83539 301.88922 358.73774 302.34625 358.73773 curveto
303.10015 358.73774 303.67047 358.97211 304.05719 359.44086 curveto
304.4439 359.90571 304.63726 360.59125 304.63727 361.4975 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
307.86578 357.03265 moveto
307.86578 358.89594 lineto
310.08649 358.89594 lineto
310.08649 359.73383 lineto
307.86578 359.73383 lineto
307.86578 363.29633 lineto
307.86578 363.83148 307.93805 364.17523 308.08258 364.32758 curveto
308.23102 364.47992 308.52984 364.55609 308.97906 364.55609 curveto
310.08649 364.55609 lineto
310.08649 365.45844 lineto
308.97906 365.45844 lineto
308.14703 365.45844 307.57281 365.30414 307.25641 364.99554 curveto
306.94 364.68305 306.7818 364.11664 306.7818 363.29633 curveto
306.7818 359.73383 lineto
305.99078 359.73383 lineto
305.99078 358.89594 lineto
306.7818 358.89594 lineto
306.7818 357.03265 lineto
307.86578 357.03265 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
311.04156 358.89594 moveto
316.16266 358.89594 lineto
316.16266 359.88031 lineto
312.10797 364.59711 lineto
316.16266 364.59711 lineto
316.16266 365.45844 lineto
310.89508 365.45844 lineto
310.89508 364.47406 lineto
314.94977 359.75726 lineto
311.04156 359.75726 lineto
311.04156 358.89594 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
326.35797 359.14789 moveto
326.35797 360.1557 lineto
326.05328 359.98774 325.74664 359.86274 325.43805 359.7807 curveto
325.13336 359.69477 324.82476 359.6518 324.51227 359.65179 curveto
323.81305 359.6518 323.27008 359.87446 322.88336 360.31976 curveto
322.49664 360.76117 322.30328 361.38227 322.30328 362.18304 curveto
322.30328 362.98383 322.49664 363.60687 322.88336 364.05219 curveto
323.27008 364.49359 323.81305 364.7143 324.51227 364.71429 curveto
324.82476 364.7143 325.13336 364.67328 325.43805 364.59125 curveto
325.74664 364.50531 326.05328 364.37836 326.35797 364.21039 curveto
326.35797 365.20648 lineto
326.05718 365.34711 325.74468 365.45258 325.42047 365.52289 curveto
325.10015 365.5932 324.75836 365.62836 324.39508 365.62836 curveto
323.4068 365.62836 322.62164 365.31781 322.03961 364.69672 curveto
321.45758 364.07562 321.16656 363.23773 321.16656 362.18304 curveto
321.16656 361.11274 321.45953 360.27094 322.04547 359.65765 curveto
322.63531 359.04438 323.44195 358.73774 324.46539 358.73773 curveto
324.79742 358.73774 325.12164 358.77289 325.43805 358.8432 curveto
325.75445 358.90961 326.06109 359.01118 326.35797 359.14789 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
330.78766 359.65179 moveto
330.20953 359.6518 329.7525 359.87836 329.41656 360.33148 curveto
329.08063 360.78071 328.91266 361.39789 328.91266 362.18304 curveto
328.91266 362.9682 329.07867 363.58734 329.41071 364.04047 curveto
329.74664 364.48969 330.20562 364.7143 330.78766 364.71429 curveto
331.36187 364.7143 331.81695 364.48773 332.15289 364.03461 curveto
332.48883 363.58148 332.65679 362.9643 332.6568 362.18304 curveto
332.65679 361.4057 332.48883 360.79047 332.15289 360.33734 curveto
331.81695 359.88032 331.36187 359.6518 330.78766 359.65179 curveto
330.78766 358.73773 moveto
331.72515 358.73774 332.46148 359.04243 332.99664 359.65179 curveto
333.53179 360.26117 333.79937 361.10492 333.79938 362.18304 curveto
333.79937 363.25727 333.53179 364.10101 332.99664 364.71429 curveto
332.46148 365.32367 331.72515 365.62836 330.78766 365.62836 curveto
329.84625 365.62836 329.10797 365.32367 328.57281 364.71429 curveto
328.04156 364.10101 327.77594 363.25727 327.77594 362.18304 curveto
327.77594 361.10492 328.04156 360.26117 328.57281 359.65179 curveto
329.10797 359.04243 329.84625 358.73774 330.78766 358.73773 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
341.03571 361.4975 moveto
341.03571 365.45844 lineto
339.95758 365.45844 lineto
339.95758 361.53265 lineto
339.95758 360.91156 339.83648 360.44672 339.5943 360.13812 curveto
339.35211 359.82953 338.98883 359.67524 338.50446 359.67523 curveto
337.92242 359.67524 337.46344 359.86078 337.1275 360.23187 curveto
336.79156 360.60297 336.62359 361.10883 336.6236 361.74945 curveto
336.6236 365.45844 lineto
335.53961 365.45844 lineto
335.53961 358.89594 lineto
336.6236 358.89594 lineto
336.6236 359.91547 lineto
336.88141 359.52094 337.18414 359.22602 337.5318 359.0307 curveto
337.88336 358.83539 338.28765 358.73774 338.74469 358.73773 curveto
339.49859 358.73774 340.0689 358.97211 340.45563 359.44086 curveto
340.84234 359.90571 341.0357 360.59125 341.03571 361.4975 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
346.52008 356.34125 moveto
346.52008 357.23773 lineto
345.48883 357.23773 lineto
345.10211 357.23774 344.83258 357.31587 344.68024 357.47211 curveto
344.5318 357.62836 344.45758 357.90961 344.45758 358.31586 curveto
344.45758 358.89594 lineto
346.23297 358.89594 lineto
346.23297 359.73383 lineto
344.45758 359.73383 lineto
344.45758 365.45844 lineto
343.3736 365.45844 lineto
343.3736 359.73383 lineto
342.34235 359.73383 lineto
342.34235 358.89594 lineto
343.3736 358.89594 lineto
343.3736 358.4389 lineto
343.37359 357.70844 343.54352 357.17719 343.88336 356.84515 curveto
344.2232 356.50923 344.76227 356.34126 345.50055 356.34125 curveto
346.52008 356.34125 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
347.41656 358.89594 moveto
348.49469 358.89594 lineto
348.49469 365.45844 lineto
347.41656 365.45844 lineto
347.41656 358.89594 lineto
347.41656 356.34125 moveto
348.49469 356.34125 lineto
348.49469 357.70648 lineto
347.41656 357.70648 lineto
347.41656 356.34125 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
355.06305 362.10101 moveto
355.06304 361.31977 354.90093 360.7143 354.57672 360.28461 curveto
354.2564 359.85493 353.80523 359.64008 353.22321 359.64008 curveto
352.64508 359.64008 352.19391 359.85493 351.86969 360.28461 curveto
351.54938 360.7143 351.38922 361.31977 351.38922 362.10101 curveto
351.38922 362.87836 351.54938 363.48187 351.86969 363.91156 curveto
352.19391 364.34125 352.64508 364.55609 353.22321 364.55609 curveto
353.80523 364.55609 354.2564 364.34125 354.57672 363.91156 curveto
354.90093 363.48187 355.06304 362.87836 355.06305 362.10101 curveto
356.14117 364.64398 moveto
356.14117 365.76117 355.89312 366.59125 355.39703 367.13422 curveto
354.90093 367.68109 354.14117 367.95453 353.11774 367.95453 curveto
352.73883 367.95453 352.38141 367.92523 352.04547 367.86664 curveto
351.70953 367.81195 351.38336 367.72601 351.06696 367.60883 curveto
351.06696 366.56 lineto
351.38336 366.73187 351.69586 366.85882 352.00446 366.94086 curveto
352.31305 367.02289 352.6275 367.0639 352.94781 367.0639 curveto
353.65484 367.0639 354.18414 366.87836 354.53571 366.50726 curveto
354.88726 366.14008 355.06304 365.58343 355.06305 364.83734 curveto
355.06305 364.30414 lineto
354.84039 364.69086 354.55523 364.97992 354.20758 365.17133 curveto
353.85992 365.36273 353.4439 365.45844 352.95953 365.45844 curveto
352.15484 365.45844 351.50641 365.15179 351.01422 364.53851 curveto
350.52203 363.92523 350.27594 363.11273 350.27594 362.10101 curveto
350.27594 361.08539 350.52203 360.27094 351.01422 359.65765 curveto
351.50641 359.04438 352.15484 358.73774 352.95953 358.73773 curveto
353.4439 358.73774 353.85992 358.83344 354.20758 359.02484 curveto
354.55523 359.21625 354.84039 359.50532 355.06305 359.89203 curveto
355.06305 358.89594 lineto
356.14117 358.89594 lineto
356.14117 364.64398 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
358.25055 362.86859 moveto
358.25055 358.89594 lineto
359.32867 358.89594 lineto
359.32867 362.82758 lineto
359.32867 363.44867 359.44977 363.91547 359.69196 364.22797 curveto
359.93414 364.53656 360.29742 364.69086 360.7818 364.69086 curveto
361.36383 364.69086 361.82281 364.50531 362.15875 364.13422 curveto
362.49859 363.76312 362.66851 363.25727 362.66852 362.61664 curveto
362.66852 358.89594 lineto
363.74664 358.89594 lineto
363.74664 365.45844 lineto
362.66852 365.45844 lineto
362.66852 364.45062 lineto
362.40679 364.84906 362.10211 365.14594 361.75446 365.34125 curveto
361.4107 365.53265 361.01031 365.62836 360.55328 365.62836 curveto
359.79937 365.62836 359.22711 365.39398 358.83649 364.92523 curveto
358.44586 364.45648 358.25055 363.77094 358.25055 362.86859 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
369.7818 359.90375 moveto
369.6607 359.83344 369.52789 359.78266 369.38336 359.7514 curveto
369.24273 359.71625 369.08648 359.69868 368.91461 359.69867 curveto
368.30523 359.69868 367.83648 359.89789 367.50836 360.29633 curveto
367.18414 360.69086 367.02203 361.25922 367.02203 362.0014 curveto
367.02203 365.45844 lineto
365.93805 365.45844 lineto
365.93805 358.89594 lineto
367.02203 358.89594 lineto
367.02203 359.91547 lineto
367.24859 359.51703 367.54352 359.22211 367.9068 359.0307 curveto
368.27008 358.83539 368.71148 358.73774 369.23102 358.73773 curveto
369.30523 358.73774 369.38726 358.7436 369.47711 358.75531 curveto
369.56695 358.76313 369.66656 358.7768 369.77594 358.79633 curveto
369.7818 359.90375 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
373.88336 362.15961 moveto
373.01226 362.15961 372.40875 362.25922 372.07281 362.45844 curveto
371.73688 362.65766 371.56891 362.9975 371.56891 363.47797 curveto
371.56891 363.86078 371.69391 364.16547 371.94391 364.39203 curveto
372.19781 364.61469 372.54156 364.72601 372.97516 364.72601 curveto
373.57281 364.72601 374.05133 364.51508 374.41071 364.0932 curveto
374.77398 363.66742 374.95562 363.10297 374.95563 362.39984 curveto
374.95563 362.15961 lineto
373.88336 362.15961 lineto
376.03375 361.71429 moveto
376.03375 365.45844 lineto
374.95563 365.45844 lineto
374.95563 364.46234 lineto
374.70953 364.86078 374.40289 365.1557 374.03571 365.34711 curveto
373.66851 365.53461 373.2193 365.62836 372.68805 365.62836 curveto
372.01617 365.62836 371.48102 365.44086 371.08258 365.06586 curveto
370.68805 364.68695 370.49078 364.18109 370.49078 363.54828 curveto
370.49078 362.81 370.73688 362.25336 371.22906 361.87836 curveto
371.72516 361.50336 372.46344 361.31586 373.44391 361.31586 curveto
374.95563 361.31586 lineto
374.95563 361.21039 lineto
374.95562 360.7143 374.79156 360.33149 374.46344 360.06195 curveto
374.13922 359.78852 373.68219 359.6518 373.09235 359.65179 curveto
372.71734 359.6518 372.35211 359.69672 371.99664 359.78656 curveto
371.64117 359.87641 371.29938 360.01117 370.97125 360.19086 curveto
370.97125 359.19476 lineto
371.36578 359.04243 371.74859 358.92914 372.11969 358.85492 curveto
372.49078 358.7768 372.85211 358.73774 373.20367 358.73773 curveto
374.15289 358.73774 374.86187 358.98383 375.33063 359.47601 curveto
375.79937 359.96821 376.03375 360.7143 376.03375 361.71429 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
379.35016 357.03265 moveto
379.35016 358.89594 lineto
381.57086 358.89594 lineto
381.57086 359.73383 lineto
379.35016 359.73383 lineto
379.35016 363.29633 lineto
379.35016 363.83148 379.42242 364.17523 379.56696 364.32758 curveto
379.71539 364.47992 380.01422 364.55609 380.46344 364.55609 curveto
381.57086 364.55609 lineto
381.57086 365.45844 lineto
380.46344 365.45844 lineto
379.63141 365.45844 379.05719 365.30414 378.74078 364.99554 curveto
378.42438 364.68305 378.26617 364.11664 378.26617 363.29633 curveto
378.26617 359.73383 lineto
377.47516 359.73383 lineto
377.47516 358.89594 lineto
378.26617 358.89594 lineto
378.26617 357.03265 lineto
379.35016 357.03265 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
382.99469 358.89594 moveto
384.07281 358.89594 lineto
384.07281 365.45844 lineto
382.99469 365.45844 lineto
382.99469 358.89594 lineto
382.99469 356.34125 moveto
384.07281 356.34125 lineto
384.07281 357.70648 lineto
382.99469 357.70648 lineto
382.99469 356.34125 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
388.86578 359.65179 moveto
388.28766 359.6518 387.83062 359.87836 387.49469 360.33148 curveto
387.15875 360.78071 386.99078 361.39789 386.99078 362.18304 curveto
386.99078 362.9682 387.1568 363.58734 387.48883 364.04047 curveto
387.82477 364.48969 388.28375 364.7143 388.86578 364.71429 curveto
389.44 364.7143 389.89508 364.48773 390.23102 364.03461 curveto
390.56695 363.58148 390.73492 362.9643 390.73492 362.18304 curveto
390.73492 361.4057 390.56695 360.79047 390.23102 360.33734 curveto
389.89508 359.88032 389.44 359.6518 388.86578 359.65179 curveto
388.86578 358.73773 moveto
389.80328 358.73774 390.53961 359.04243 391.07477 359.65179 curveto
391.60992 360.26117 391.8775 361.10492 391.8775 362.18304 curveto
391.8775 363.25727 391.60992 364.10101 391.07477 364.71429 curveto
390.53961 365.32367 389.80328 365.62836 388.86578 365.62836 curveto
387.92437 365.62836 387.18609 365.32367 386.65094 364.71429 curveto
386.11969 364.10101 385.85406 363.25727 385.85406 362.18304 curveto
385.85406 361.10492 386.11969 360.26117 386.65094 359.65179 curveto
387.18609 359.04243 387.92437 358.73774 388.86578 358.73773 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
399.11383 361.4975 moveto
399.11383 365.45844 lineto
398.03571 365.45844 lineto
398.03571 361.53265 lineto
398.0357 360.91156 397.91461 360.44672 397.67242 360.13812 curveto
397.43023 359.82953 397.06695 359.67524 396.58258 359.67523 curveto
396.00055 359.67524 395.54156 359.86078 395.20563 360.23187 curveto
394.86969 360.60297 394.70172 361.10883 394.70172 361.74945 curveto
394.70172 365.45844 lineto
393.61774 365.45844 lineto
393.61774 358.89594 lineto
394.70172 358.89594 lineto
394.70172 359.91547 lineto
394.95953 359.52094 395.26227 359.22602 395.60992 359.0307 curveto
395.96148 358.83539 396.36578 358.73774 396.82281 358.73773 curveto
397.57672 358.73774 398.14703 358.97211 398.53375 359.44086 curveto
398.92046 359.90571 399.11382 360.59125 399.11383 361.4975 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
409.27985 359.08929 moveto
409.27985 360.10883 lineto
408.97515 359.95258 408.65875 359.83539 408.33063 359.75726 curveto
408.0025 359.67914 407.66265 359.64008 407.3111 359.64008 curveto
406.77594 359.64008 406.37359 359.72211 406.10406 359.88617 curveto
405.83844 360.05024 405.70563 360.29633 405.70563 360.62445 curveto
405.70563 360.87446 405.80133 361.07172 405.99274 361.21625 curveto
406.18414 361.35688 406.56891 361.49164 407.14703 361.62054 curveto
407.51617 361.70258 lineto
408.28179 361.86664 408.82476 362.09906 409.14508 362.39984 curveto
409.46929 362.69672 409.6314 363.11273 409.63141 363.64789 curveto
409.6314 364.25726 409.38922 364.73969 408.90485 365.09515 curveto
408.42437 365.45062 407.76226 365.62836 406.91852 365.62836 curveto
406.56695 365.62836 406.19977 365.5932 405.81696 365.52289 curveto
405.43805 365.45648 405.03766 365.35492 404.61578 365.2182 curveto
404.61578 364.10492 lineto
405.01422 364.31195 405.4068 364.4682 405.79352 364.57367 curveto
406.18023 364.67523 406.56305 364.72601 406.94196 364.72601 curveto
407.44976 364.72601 407.84039 364.64008 408.11383 364.4682 curveto
408.38726 364.29242 408.52398 364.04633 408.52399 363.72992 curveto
408.52398 363.43695 408.42437 363.21234 408.22516 363.05609 curveto
408.02984 362.89984 407.5982 362.74945 406.93024 362.60492 curveto
406.55524 362.51703 lineto
405.88727 362.37641 405.40484 362.16156 405.10797 361.8725 curveto
404.8111 361.57953 404.66266 361.17914 404.66266 360.67133 curveto
404.66266 360.05414 404.88141 359.57758 405.31891 359.24164 curveto
405.75641 358.90571 406.3775 358.73774 407.18219 358.73773 curveto
407.58062 358.73774 407.95562 358.76704 408.30719 358.82562 curveto
408.65875 358.88422 408.98297 358.97211 409.27985 359.08929 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
412.3736 364.47406 moveto
412.3736 367.95453 lineto
411.28961 367.95453 lineto
411.28961 358.89594 lineto
412.3736 358.89594 lineto
412.3736 359.89203 lineto
412.60016 359.50141 412.88531 359.21235 413.22906 359.02484 curveto
413.57672 358.83344 413.99078 358.73774 414.47125 358.73773 curveto
415.26812 358.73774 415.91461 359.05414 416.41071 359.68695 curveto
416.9107 360.31977 417.1607 361.1518 417.16071 362.18304 curveto
417.1607 363.2143 416.9107 364.04633 416.41071 364.67914 curveto
415.91461 365.31195 415.26812 365.62836 414.47125 365.62836 curveto
413.99078 365.62836 413.57672 365.53461 413.22906 365.34711 curveto
412.88531 365.1557 412.60016 364.86469 412.3736 364.47406 curveto
416.04156 362.18304 moveto
416.04156 361.39008 415.8775 360.76899 415.54938 360.31976 curveto
415.22515 359.86664 414.77789 359.64008 414.20758 359.64008 curveto
413.63726 359.64008 413.18805 359.86664 412.85992 360.31976 curveto
412.5357 360.76899 412.37359 361.39008 412.3736 362.18304 curveto
412.37359 362.97602 412.5357 363.59906 412.85992 364.05219 curveto
413.18805 364.5014 413.63726 364.72601 414.20758 364.72601 curveto
414.77789 364.72601 415.22515 364.5014 415.54938 364.05219 curveto
415.8775 363.59906 416.04156 362.97602 416.04156 362.18304 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
421.93024 362.15961 moveto
421.05914 362.15961 420.45562 362.25922 420.11969 362.45844 curveto
419.78375 362.65766 419.61578 362.9975 419.61578 363.47797 curveto
419.61578 363.86078 419.74078 364.16547 419.99078 364.39203 curveto
420.24469 364.61469 420.58844 364.72601 421.02203 364.72601 curveto
421.61969 364.72601 422.0982 364.51508 422.45758 364.0932 curveto
422.82086 363.66742 423.0025 363.10297 423.0025 362.39984 curveto
423.0025 362.15961 lineto
421.93024 362.15961 lineto
424.08063 361.71429 moveto
424.08063 365.45844 lineto
423.0025 365.45844 lineto
423.0025 364.46234 lineto
422.7564 364.86078 422.44976 365.1557 422.08258 365.34711 curveto
421.71539 365.53461 421.26617 365.62836 420.73492 365.62836 curveto
420.06305 365.62836 419.52789 365.44086 419.12946 365.06586 curveto
418.73492 364.68695 418.53766 364.18109 418.53766 363.54828 curveto
418.53766 362.81 418.78375 362.25336 419.27594 361.87836 curveto
419.77203 361.50336 420.51031 361.31586 421.49078 361.31586 curveto
423.0025 361.31586 lineto
423.0025 361.21039 lineto
423.0025 360.7143 422.83843 360.33149 422.51031 360.06195 curveto
422.18609 359.78852 421.72906 359.6518 421.13922 359.65179 curveto
420.76422 359.6518 420.39898 359.69672 420.04352 359.78656 curveto
419.68805 359.87641 419.34625 360.01117 419.01813 360.19086 curveto
419.01813 359.19476 lineto
419.41266 359.04243 419.79547 358.92914 420.16656 358.85492 curveto
420.53766 358.7768 420.89898 358.73774 421.25055 358.73773 curveto
422.19976 358.73774 422.90875 358.98383 423.3775 359.47601 curveto
423.84625 359.96821 424.08062 360.7143 424.08063 361.71429 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
431.05328 359.14789 moveto
431.05328 360.1557 lineto
430.74859 359.98774 430.44195 359.86274 430.13336 359.7807 curveto
429.82867 359.69477 429.52008 359.6518 429.20758 359.65179 curveto
428.50836 359.6518 427.96539 359.87446 427.57867 360.31976 curveto
427.19195 360.76117 426.99859 361.38227 426.9986 362.18304 curveto
426.99859 362.98383 427.19195 363.60687 427.57867 364.05219 curveto
427.96539 364.49359 428.50836 364.7143 429.20758 364.71429 curveto
429.52008 364.7143 429.82867 364.67328 430.13336 364.59125 curveto
430.44195 364.50531 430.74859 364.37836 431.05328 364.21039 curveto
431.05328 365.20648 lineto
430.7525 365.34711 430.44 365.45258 430.11578 365.52289 curveto
429.79547 365.5932 429.45367 365.62836 429.09039 365.62836 curveto
428.10211 365.62836 427.31695 365.31781 426.73492 364.69672 curveto
426.15289 364.07562 425.86188 363.23773 425.86188 362.18304 curveto
425.86188 361.11274 426.15485 360.27094 426.74078 359.65765 curveto
427.33063 359.04438 428.13727 358.73774 429.16071 358.73773 curveto
429.49273 358.73774 429.81695 358.77289 430.13336 358.8432 curveto
430.44976 358.90961 430.7564 359.01118 431.05328 359.14789 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
438.55328 361.90765 moveto
438.55328 362.435 lineto
433.59625 362.435 lineto
433.64313 363.17719 433.86578 363.74359 434.26422 364.13422 curveto
434.66656 364.52094 435.22516 364.7143 435.94 364.71429 curveto
436.35406 364.7143 436.75445 364.66351 437.14117 364.56195 curveto
437.53179 364.46039 437.91851 364.30805 438.30133 364.10492 curveto
438.30133 365.12445 lineto
437.91461 365.28851 437.51812 365.41351 437.11188 365.49945 curveto
436.70562 365.58539 436.29351 365.62836 435.87555 365.62836 curveto
434.82867 365.62836 433.99859 365.32367 433.38531 364.71429 curveto
432.77594 364.10492 432.47125 363.2807 432.47125 362.24164 curveto
432.47125 361.16742 432.76031 360.31586 433.33844 359.68695 curveto
433.92047 359.05414 434.70367 358.73774 435.68805 358.73773 curveto
436.57086 358.73774 437.26812 359.02289 437.77985 359.5932 curveto
438.29546 360.15961 438.55328 360.9311 438.55328 361.90765 curveto
437.47516 361.59125 moveto
437.46734 361.00141 437.30133 360.53071 436.97711 360.17914 curveto
436.65679 359.82758 436.23101 359.6518 435.69977 359.65179 curveto
435.0982 359.6518 434.61578 359.82172 434.2525 360.16156 curveto
433.89313 360.50141 433.68609 360.97992 433.63141 361.59711 curveto
437.47516 361.59125 lineto
fill
grestore
grestore
showpage
---------------0610021643437
Content-Type: application/postscript; name="singular.eps"
Content-Transfer-Encoding: 7bit
Content-Disposition: inline; filename="singular.eps"

%!PS-Adobe-3.0 EPSF-3.0
%%Creator: inkscape 0.43
%%Pages: 1
%%Orientation: Portrait
%%BoundingBox: 12 458 629 801
%%HiResBoundingBox: 12.767512 458.33879 628.34877 800.9142
%%EndComments
%%Page: 1 1
0 842 translate
0.8 -0.8 scale
gsave [1 0 0 1 0 0] concat
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
20.54947 452.91529 moveto
18.52673 350.46844 79.2043 403.15476 79.1209 435.77243 curveto
78.93221 508.13438 20.92325 471.84631 20.54947 452.91529 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
80.85148 284.20021 moveto
79.52775 248.8848 118.73724 273.31813 119.42291 297.05735 curveto
121.47372 368.06033 81.93523 313.11334 80.85148 284.20021 curveto
closepath
stroke
gsave [1 0 0 1 4.664726 1.428574] concat
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
126.26376 121.48672 moveto
126.2306 119.80712 126.21429 118.16922 126.21429 116.57224 curveto
126.21429 166.57224 lineto
126.21429 168.16922 126.2306 169.80712 126.26376 171.48672 curveto
126.26376 121.48672 lineto
closepath
stroke
gsave
<<
/ShadingType 2
/ColorSpace /DeviceRGB
/Coords [125.71429 114.00292 185.33528 114.00292]
/Extend [true true]
/Domain [0 1]
/Function <<
/FunctionType 3
/Functions
[
<<
/FunctionType 2
/Domain [0 1]
/C0 [1 1 1]
/C1 [0.53725493 0.53725493 0.53725493]
/N 1
>>
]
/Domain [0 1]
/Bounds [ ]
/Encode [ 0 1 ]
>>
>>
newpath
126.21429 116.57224 moveto
126.21429 20.827841 184.83662 72.190281 184.83528 104.27773 curveto
184.83528 154.27773 lineto
184.83662 122.19028 126.21429 70.827841 126.21429 166.57224 curveto
126.21429 116.57224 lineto
closepath
clip
gsave [1 0 0 1 0 0] concat
shfill
grestore
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
126.21429 116.57224 moveto
126.21429 20.827841 184.83662 72.190281 184.83528 104.27773 curveto
184.83528 154.27773 lineto
184.83662 122.19028 126.21429 70.827841 126.21429 166.57224 curveto
126.21429 116.57224 lineto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
184.83528 104.27773 moveto
184.83527 104.29978 184.83525 104.32183 184.83519 104.34386 curveto
184.83519 154.34386 lineto
184.83525 154.32183 184.83527 154.29978 184.83528 154.27773 curveto
184.83528 104.27773 lineto
closepath
stroke
gsave
<<
/ShadingType 2
/ColorSpace /DeviceRGB
/Coords [125.76376 150.92699 185.33519 150.92699]
/Extend [true true]
/Domain [0 1]
/Function <<
/FunctionType 3
/Functions
[
<<
/FunctionType 2
/Domain [0 1]
/C0 [0.53725493 0.53725493 0.53725493]
/C1 [1 1 1]
/N 1
>>
]
/Domain [0 1]
/Bounds [ ]
/Encode [ 0 1 ]
>>
>>
newpath
184.83519 104.34386 moveto
184.6465 176.70581 126.63754 140.41774 126.26376 121.48672 curveto
126.26376 171.48672 lineto
126.63754 190.41774 184.6465 226.70581 184.83519 154.34386 curveto
184.83519 104.34386 lineto
closepath
clip
gsave [1 0 0 1 0 0] concat
shfill
grestore
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
184.83519 104.34386 moveto
184.6465 176.70581 126.63754 140.41774 126.26376 121.48672 curveto
126.26376 171.48672 lineto
126.63754 190.41774 184.6465 226.70581 184.83519 154.34386 curveto
184.83519 104.34386 lineto
closepath
stroke
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
130.92848 122.91529 moveto
128.90574 20.46844 189.58331 73.15476 189.49991 105.77243 curveto
189.31122 178.13438 131.30226 141.84631 130.92848 122.91529 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
0.99999958 setlinewidth
0 setlinejoin
0 setlinecap
newpath
267.2936 161.14935 moveto
304.5557 116.87915 356.44097 128.58325 400.68029 164.66004 curveto
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
130.54947 452.91529 moveto
128.52673 350.46844 189.2043 403.15476 189.1209 435.77243 curveto
188.93221 508.13438 130.92325 471.84631 130.54947 452.91529 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
190.85148 284.20021 moveto
189.52775 248.8848 228.73724 273.31813 229.42291 297.05735 curveto
231.47372 368.06033 191.93523 313.11334 190.85148 284.20021 curveto
closepath
stroke
gsave [1 0 0 1 110 0] concat
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
130.54947 452.91529 moveto
128.52673 350.46844 189.2043 403.15476 189.1209 435.77243 curveto
188.93221 508.13438 130.92325 471.84631 130.54947 452.91529 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
190.85148 284.20021 moveto
189.52775 248.8848 228.73724 273.31813 229.42291 297.05735 curveto
231.47372 368.06033 191.93523 313.11334 190.85148 284.20021 curveto
closepath
stroke
grestore
gsave [1 0 0 1 220 0] concat
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
130.54947 452.91529 moveto
128.52673 350.46844 189.2043 403.15476 189.1209 435.77243 curveto
188.93221 508.13438 130.92325 471.84631 130.54947 452.91529 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
190.85148 284.20021 moveto
189.52775 248.8848 228.73724 273.31813 229.42291 297.05735 curveto
231.47372 368.06033 191.93523 313.11334 190.85148 284.20021 curveto
closepath
stroke
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
302.79322 157.86466 moveto
328.68557 184.83625 278.81649 304.98899 208.74435 356.17146 curveto
stroke
gsave [0.88827571 -0.64881913 0.64881913 0.88827571 204.30297 359.41556] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave
0 0 0 setrgbcolor
newpath
24.933899 91.693024 moveto
24.410458 92.591469 24.021787 93.48014 23.767883 94.359039 curveto
23.513975 95.237951 23.387022 96.128575 23.387024 97.030914 curveto
23.387022 97.933261 23.513975 98.827791 23.767883 99.714508 curveto
24.025693 100.59732 24.414364 101.48599 24.933899 102.38052 curveto
23.996399 102.38052 lineto
23.410459 101.46255 22.971007 100.56021 22.67804 99.673492 curveto
22.388976 98.786776 22.244445 97.905917 22.244446 97.030914 curveto
22.244445 96.159825 22.388976 95.282873 22.67804 94.400055 curveto
22.9671 93.51725 23.406553 92.614907 23.996399 91.693024 curveto
24.933899 91.693024 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
28.097961 92.372711 moveto
28.097961 94.235992 lineto
30.318665 94.235992 lineto
30.318665 95.073883 lineto
28.097961 95.073883 lineto
28.097961 98.636383 lineto
28.097959 99.171541 28.170225 99.515291 28.314758 99.667633 curveto
28.463193 99.819978 28.762021 99.89615 29.211243 99.896149 curveto
30.318665 99.896149 lineto
30.318665 100.79849 lineto
29.211243 100.79849 lineto
28.379209 100.79849 27.804991 100.6442 27.488586 100.3356 curveto
27.172179 100.0231 27.013976 99.456697 27.013977 98.636383 curveto
27.013977 95.073883 lineto
26.222961 95.073883 lineto
26.222961 94.235992 lineto
27.013977 94.235992 lineto
27.013977 92.372711 lineto
28.097961 92.372711 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
34.285461 94.991852 moveto
33.707333 94.991858 33.250303 95.21842 32.914368 95.671539 curveto
32.578428 96.120763 32.41046 96.73795 32.410461 97.523102 curveto
32.41046 98.308261 32.576475 98.927401 32.908508 99.380524 curveto
33.244443 99.829743 33.703427 100.05435 34.285461 100.05435 curveto
34.859676 100.05435 35.314754 99.82779 35.650696 99.374664 curveto
35.986628 98.921541 36.154597 98.304354 36.154602 97.523102 curveto
36.154597 96.745762 35.986628 96.130528 35.650696 95.677399 curveto
35.314754 95.220373 34.859676 94.991858 34.285461 94.991852 curveto
34.285461 94.077789 moveto
35.222957 94.077796 35.959284 94.382483 36.494446 94.991852 curveto
37.029596 95.601232 37.297173 96.444981 37.29718 97.523102 curveto
37.297173 98.597323 37.029596 99.441072 36.494446 100.05435 curveto
35.959284 100.66373 35.222957 100.96841 34.285461 100.96841 curveto
33.344052 100.96841 32.605772 100.66373 32.070618 100.05435 curveto
31.539367 99.441072 31.273742 98.597323 31.273743 97.523102 curveto
31.273742 96.444981 31.539367 95.601232 32.070618 94.991852 curveto
32.605772 94.382483 33.344052 94.077796 34.285461 94.077789 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
42.881165 95.243805 moveto
42.760066 95.173498 42.627254 95.122717 42.482727 95.091461 curveto
42.342098 95.056311 42.185848 95.038733 42.013977 95.038727 curveto
41.404599 95.038733 40.935849 95.237951 40.607727 95.636383 curveto
40.283506 96.030919 40.121397 96.599278 40.121399 97.341461 curveto
40.121399 100.79849 lineto
39.037415 100.79849 lineto
39.037415 94.235992 lineto
40.121399 94.235992 lineto
40.121399 95.255524 lineto
40.347959 94.857092 40.642881 94.562171 41.006165 94.370758 curveto
41.369442 94.175452 41.810848 94.077796 42.330383 94.077789 curveto
42.404598 94.077796 42.486629 94.083655 42.576477 94.095367 curveto
42.666316 94.103187 42.765925 94.116858 42.875305 94.136383 curveto
42.881165 95.243805 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
44.000305 94.235992 moveto
45.07843 94.235992 lineto
45.07843 100.79849 lineto
44.000305 100.79849 lineto
44.000305 94.235992 lineto
44.000305 91.681305 moveto
45.07843 91.681305 lineto
45.07843 93.046539 lineto
44.000305 93.046539 lineto
44.000305 91.681305 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
52.051086 94.487946 moveto
52.051086 95.495758 lineto
51.746393 95.327795 51.439753 95.202795 51.131165 95.120758 curveto
50.826472 95.034826 50.517879 94.991858 50.205383 94.991852 curveto
49.506161 94.991858 48.963193 95.214514 48.576477 95.659821 curveto
48.189756 96.101232 47.996397 96.722325 47.996399 97.523102 curveto
47.996397 98.323886 48.189756 98.946932 48.576477 99.392242 curveto
48.963193 99.83365 49.506161 100.05435 50.205383 100.05435 curveto
50.517879 100.05435 50.826472 100.01334 51.131165 99.931305 curveto
51.439753 99.845368 51.746393 99.718415 52.051086 99.550446 curveto
52.051086 100.54654 lineto
51.7503 100.68716 51.4378 100.79263 51.113586 100.86295 curveto
50.793269 100.93326 50.451473 100.96841 50.088196 100.96841 curveto
49.099912 100.96841 48.314756 100.65787 47.732727 100.03677 curveto
47.150695 99.415681 46.85968 98.577792 46.85968 97.523102 curveto
46.85968 96.452794 47.152648 95.610998 47.738586 94.997711 curveto
48.328428 94.384436 49.135068 94.077796 50.158508 94.077789 curveto
50.490535 94.077796 50.814754 94.112952 51.131165 94.183258 curveto
51.447566 94.249671 51.754206 94.351233 52.051086 94.487946 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
53.767883 91.693024 moveto
54.705383 91.693024 lineto
55.291318 92.614907 55.728818 93.51725 56.017883 94.400055 curveto
56.310849 95.282873 56.457333 96.159825 56.457336 97.030914 curveto
56.457333 97.905917 56.310849 98.786776 56.017883 99.673492 curveto
55.728818 100.56021 55.291318 101.46255 54.705383 102.38052 curveto
53.767883 102.38052 lineto
54.287413 101.48599 54.674131 100.59732 54.92804 99.714508 curveto
55.18585 98.827791 55.314756 97.933261 55.314758 97.030914 curveto
55.314756 96.128575 55.18585 95.237951 54.92804 94.359039 curveto
54.674131 93.48014 54.287413 92.591469 53.767883 91.693024 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
67.156555 97.523102 moveto
67.156549 96.730137 66.992487 96.109044 66.664368 95.659821 curveto
66.340144 95.206701 65.892879 94.980139 65.322571 94.980133 curveto
64.752255 94.980139 64.303037 95.206701 63.974915 95.659821 curveto
63.650693 96.109044 63.488584 96.730137 63.488586 97.523102 curveto
63.488584 98.316073 63.650693 98.939119 63.974915 99.392242 curveto
64.303037 99.841462 64.752255 100.06607 65.322571 100.06607 curveto
65.892879 100.06607 66.340144 99.841462 66.664368 99.392242 curveto
66.992487 98.939119 67.156549 98.316073 67.156555 97.523102 curveto
63.488586 95.232086 moveto
63.715147 94.841467 64.000302 94.552405 64.344055 94.364899 curveto
64.691708 94.173499 65.10577 94.077796 65.586243 94.077789 curveto
66.383113 94.077796 67.029596 94.394202 67.525696 95.027008 curveto
68.025689 95.659826 68.275689 96.491856 68.275696 97.523102 curveto
68.275689 98.554354 68.025689 99.386384 67.525696 100.0192 curveto
67.029596 100.65201 66.383113 100.96841 65.586243 100.96841 curveto
65.10577 100.96841 64.691708 100.87466 64.344055 100.68716 curveto
64.000302 100.49576 63.715147 100.20474 63.488586 99.814117 curveto
63.488586 100.79849 lineto
62.404602 100.79849 lineto
62.404602 91.681305 lineto
63.488586 91.681305 lineto
63.488586 95.232086 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
70.062805 94.235992 moveto
71.14093 94.235992 lineto
71.14093 100.79849 lineto
70.062805 100.79849 lineto
70.062805 94.235992 lineto
70.062805 91.681305 moveto
71.14093 91.681305 lineto
71.14093 93.046539 lineto
70.062805 93.046539 lineto
70.062805 91.681305 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
73.39093 91.681305 moveto
74.469055 91.681305 lineto
74.469055 100.79849 lineto
73.39093 100.79849 lineto
73.39093 91.681305 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
76.719055 91.681305 moveto
77.79718 91.681305 lineto
77.79718 100.79849 lineto
76.719055 100.79849 lineto
76.719055 91.681305 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
80.04718 94.235992 moveto
81.125305 94.235992 lineto
81.125305 100.79849 lineto
80.04718 100.79849 lineto
80.04718 94.235992 lineto
80.04718 91.681305 moveto
81.125305 91.681305 lineto
81.125305 93.046539 lineto
80.04718 93.046539 lineto
80.04718 91.681305 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
86.357727 97.499664 moveto
85.48663 97.499668 84.883115 97.599277 84.54718 97.798492 curveto
84.211241 97.997714 84.043272 98.337557 84.043274 98.818024 curveto
84.043272 99.200838 84.168272 99.505525 84.418274 99.732086 curveto
84.672178 99.954743 85.015927 100.06607 85.449524 100.06607 curveto
86.047176 100.06607 86.525692 99.855134 86.885071 99.433258 curveto
87.248347 99.007479 87.429987 98.443026 87.429993 97.739899 curveto
87.429993 97.499664 lineto
86.357727 97.499664 lineto
88.508118 97.054352 moveto
88.508118 100.79849 lineto
87.429993 100.79849 lineto
87.429993 99.802399 lineto
87.183894 100.20084 86.877254 100.49576 86.510071 100.68716 curveto
86.142879 100.87466 85.693661 100.96841 85.162415 100.96841 curveto
84.490537 100.96841 83.955382 100.78091 83.556946 100.40591 curveto
83.162414 100.02701 82.965148 99.52115 82.965149 98.888336 curveto
82.965148 98.150058 83.211242 97.593418 83.70343 97.218414 curveto
84.199522 96.843418 84.937802 96.655918 85.918274 96.655914 curveto
87.429993 96.655914 lineto
87.429993 96.550446 lineto
87.429987 96.054357 87.265925 95.671544 86.937805 95.402008 curveto
86.613582 95.128576 86.156551 94.991858 85.566711 94.991852 curveto
85.191708 94.991858 84.826474 95.036779 84.471008 95.126617 curveto
84.115538 95.216467 83.773741 95.351232 83.445618 95.530914 curveto
83.445618 94.534821 lineto
83.840147 94.382483 84.222959 94.269202 84.594055 94.194977 curveto
84.965146 94.116858 85.326474 94.077796 85.67804 94.077789 curveto
86.627254 94.077796 87.336238 94.32389 87.804993 94.816071 curveto
88.273737 95.308264 88.508111 96.054357 88.508118 97.054352 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
94.560852 95.243805 moveto
94.439753 95.173498 94.306941 95.122717 94.162415 95.091461 curveto
94.021785 95.056311 93.865535 95.038733 93.693665 95.038727 curveto
93.084286 95.038733 92.615537 95.237951 92.287415 95.636383 curveto
91.963193 96.030919 91.801084 96.599278 91.801086 97.341461 curveto
91.801086 100.79849 lineto
90.717102 100.79849 lineto
90.717102 94.235992 lineto
91.801086 94.235992 lineto
91.801086 95.255524 lineto
92.027647 94.857092 92.322568 94.562171 92.685852 94.370758 curveto
93.04913 94.175452 93.490536 94.077796 94.010071 94.077789 curveto
94.084285 94.077796 94.166316 94.083655 94.256165 94.095367 curveto
94.346004 94.103187 94.445613 94.116858 94.554993 94.136383 curveto
94.560852 95.243805 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
99.998352 95.232086 moveto
99.998352 91.681305 lineto
101.07648 91.681305 lineto
101.07648 100.79849 lineto
99.998352 100.79849 lineto
99.998352 99.814117 lineto
99.771784 100.20474 99.484675 100.49576 99.137024 100.68716 curveto
98.79327 100.87466 98.379208 100.96841 97.894836 100.96841 curveto
97.101865 100.96841 96.455381 100.65201 95.955383 100.0192 curveto
95.459289 99.386384 95.211242 98.554354 95.211243 97.523102 curveto
95.211242 96.491856 95.459289 95.659826 95.955383 95.027008 curveto
96.455381 94.394202 97.101865 94.077796 97.894836 94.077789 curveto
98.379208 94.077796 98.79327 94.173499 99.137024 94.364899 curveto
99.484675 94.552405 99.771784 94.841467 99.998352 95.232086 curveto
96.324524 97.523102 moveto
96.324522 98.316073 96.486631 98.939119 96.810852 99.392242 curveto
97.138974 99.841462 97.588193 100.06607 98.158508 100.06607 curveto
98.728817 100.06607 99.178035 99.841462 99.506165 99.392242 curveto
99.834284 98.939119 99.998347 98.316073 99.998352 97.523102 curveto
99.998347 96.730137 99.834284 96.109044 99.506165 95.659821 curveto
99.178035 95.206701 98.728817 94.980139 98.158508 94.980133 curveto
97.588193 94.980139 97.138974 95.206701 96.810852 95.659821 curveto
96.486631 96.109044 96.324522 96.730137 96.324524 97.523102 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
23.387024 114.81412 moveto
23.387024 118.29459 lineto
22.30304 118.29459 lineto
22.30304 109.23599 lineto
23.387024 109.23599 lineto
23.387024 110.23209 lineto
23.613584 109.84147 23.89874 109.5524 24.242493 109.3649 curveto
24.590146 109.1735 25.004208 109.0778 25.48468 109.07779 curveto
26.28155 109.0778 26.928034 109.3942 27.424133 110.02701 curveto
27.924127 110.65983 28.174126 111.49186 28.174133 112.5231 curveto
28.174126 113.55435 27.924127 114.38638 27.424133 115.0192 curveto
26.928034 115.65201 26.28155 115.96841 25.48468 115.96841 curveto
25.004208 115.96841 24.590146 115.87466 24.242493 115.68716 curveto
23.89874 115.49576 23.613584 115.20474 23.387024 114.81412 curveto
27.054993 112.5231 moveto
27.054987 111.73014 26.890924 111.10904 26.562805 110.65982 curveto
26.238581 110.2067 25.791316 109.98014 25.221008 109.98013 curveto
24.650692 109.98014 24.201474 110.2067 23.873352 110.65982 curveto
23.549131 111.10904 23.387022 111.73014 23.387024 112.5231 curveto
23.387022 113.31607 23.549131 113.93912 23.873352 114.39224 curveto
24.201474 114.84146 24.650692 115.06607 25.221008 115.06607 curveto
25.791316 115.06607 26.238581 114.84146 26.562805 114.39224 curveto
26.890924 113.93912 27.054987 113.31607 27.054993 112.5231 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
35.416321 111.83755 moveto
35.416321 115.79849 lineto
34.338196 115.79849 lineto
34.338196 111.87271 lineto
34.33819 111.25162 34.217097 110.78678 33.974915 110.47818 curveto
33.732722 110.16959 33.369441 110.0153 32.885071 110.01529 curveto
32.303036 110.0153 31.844052 110.20084 31.508118 110.57193 curveto
31.172178 110.94303 31.004209 111.44889 31.004211 112.08951 curveto
31.004211 115.79849 lineto
29.920227 115.79849 lineto
29.920227 106.6813 lineto
31.004211 106.6813 lineto
31.004211 110.25552 lineto
31.262021 109.861 31.564756 109.56608 31.912415 109.37076 curveto
32.263974 109.17545 32.66827 109.0778 33.125305 109.07779 curveto
33.879206 109.0778 34.449518 109.31217 34.836243 109.78091 curveto
35.222955 110.24576 35.416314 110.93131 35.416321 111.83755 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
40.560852 112.49966 moveto
39.689755 112.49967 39.08624 112.59928 38.750305 112.79849 curveto
38.414366 112.99771 38.246397 113.33756 38.246399 113.81802 curveto
38.246397 114.20084 38.371397 114.50552 38.621399 114.73209 curveto
38.875303 114.95474 39.219052 115.06607 39.652649 115.06607 curveto
40.250301 115.06607 40.728817 114.85513 41.088196 114.43326 curveto
41.451472 114.00748 41.633112 113.44303 41.633118 112.7399 curveto
41.633118 112.49966 lineto
40.560852 112.49966 lineto
42.711243 112.05435 moveto
42.711243 115.79849 lineto
41.633118 115.79849 lineto
41.633118 114.8024 lineto
41.387019 115.20084 41.080379 115.49576 40.713196 115.68716 curveto
40.346004 115.87466 39.896786 115.96841 39.36554 115.96841 curveto
38.693662 115.96841 38.158507 115.78091 37.760071 115.40591 curveto
37.365539 115.02701 37.168273 114.52115 37.168274 113.88834 curveto
37.168273 113.15006 37.414367 112.59342 37.906555 112.21841 curveto
38.402647 111.84342 39.140927 111.65592 40.121399 111.65591 curveto
41.633118 111.65591 lineto
41.633118 111.55045 lineto
41.633112 111.05436 41.46905 110.67154 41.14093 110.40201 curveto
40.816707 110.12858 40.359676 109.99186 39.769836 109.99185 curveto
39.394833 109.99186 39.029599 110.03678 38.674133 110.12662 curveto
38.318663 110.21647 37.976866 110.35123 37.648743 110.53091 curveto
37.648743 109.53482 lineto
38.043272 109.38248 38.426084 109.2692 38.79718 109.19498 curveto
39.168271 109.11686 39.529599 109.0778 39.881165 109.07779 curveto
40.830379 109.0778 41.539363 109.32389 42.008118 109.81607 curveto
42.476862 110.30826 42.711236 111.05436 42.711243 112.05435 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
49.144836 109.42935 moveto
49.144836 110.44888 lineto
48.840144 110.29264 48.523738 110.17545 48.195618 110.09732 curveto
47.867489 110.0192 47.527645 109.98014 47.176086 109.98013 curveto
46.640927 109.98014 46.238584 110.06217 45.969055 110.22623 curveto
45.703428 110.39029 45.570616 110.63639 45.570618 110.96451 curveto
45.570616 111.21451 45.666319 111.41178 45.857727 111.5563 curveto
46.049131 111.69693 46.433896 111.8317 47.012024 111.9606 curveto
47.381165 112.04263 lineto
48.146785 112.2067 48.689753 112.43912 49.010071 112.7399 curveto
49.334284 113.03678 49.496393 113.45279 49.496399 113.98795 curveto
49.496393 114.59732 49.254206 115.07974 48.769836 115.43521 curveto
48.289363 115.79068 47.627255 115.96841 46.783508 115.96841 curveto
46.431943 115.96841 46.064756 115.93326 45.681946 115.86295 curveto
45.303038 115.79654 44.902648 115.69498 44.480774 115.55826 curveto
44.480774 114.44498 lineto
44.87921 114.65201 45.271788 114.80826 45.658508 114.91373 curveto
46.045225 115.01529 46.428037 115.06607 46.806946 115.06607 curveto
47.314755 115.06607 47.705379 114.98013 47.978821 114.80826 curveto
48.252254 114.63248 48.388972 114.38638 48.388977 114.06998 curveto
48.388972 113.77701 48.289363 113.5524 48.090149 113.39615 curveto
47.894832 113.2399 47.463192 113.08951 46.795227 112.94498 curveto
46.420227 112.85709 lineto
45.752256 112.71646 45.269835 112.50162 44.972961 112.21255 curveto
44.676086 111.91959 44.527648 111.5192 44.527649 111.01138 curveto
44.527648 110.3942 44.746398 109.91764 45.183899 109.5817 curveto
45.621397 109.24576 46.24249 109.0778 47.04718 109.07779 curveto
47.445614 109.0778 47.820614 109.10709 48.17218 109.16568 curveto
48.523738 109.22428 48.847956 109.31217 49.144836 109.42935 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
56.808899 112.24771 moveto
56.808899 112.77505 lineto
51.851868 112.77505 lineto
51.898741 113.51724 52.121397 114.08365 52.519836 114.47427 curveto
52.922177 114.86099 53.480771 115.05435 54.195618 115.05435 curveto
54.609676 115.05435 55.010066 115.00357 55.39679 114.90201 curveto
55.787409 114.80045 56.174127 114.6481 56.556946 114.44498 curveto
56.556946 115.46451 lineto
56.170221 115.62857 55.773737 115.75357 55.367493 115.83951 curveto
54.961238 115.92545 54.549129 115.96841 54.131165 115.96841 curveto
53.084287 115.96841 52.254209 115.66373 51.64093 115.05435 curveto
51.031554 114.44498 50.726867 113.62076 50.726868 112.5817 curveto
50.726867 111.50748 51.015929 110.65592 51.594055 110.02701 curveto
52.176084 109.3942 52.959287 109.0778 53.943665 109.07779 curveto
54.826472 109.0778 55.523737 109.36295 56.035461 109.93326 curveto
56.55108 110.49967 56.808892 111.27115 56.808899 112.24771 curveto
55.730774 111.9313 moveto
55.722956 111.34147 55.55694 110.87076 55.232727 110.5192 curveto
54.91241 110.16764 54.486629 109.99186 53.955383 109.99185 curveto
53.353818 109.99186 52.871396 110.16178 52.508118 110.50162 curveto
52.148741 110.84147 51.94171 111.31998 51.887024 111.93716 curveto
55.730774 111.9313 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
66.558899 109.42935 moveto
66.558899 110.44888 lineto
66.254206 110.29264 65.9378 110.17545 65.60968 110.09732 curveto
65.281551 110.0192 64.941708 109.98014 64.590149 109.98013 curveto
64.05499 109.98014 63.652647 110.06217 63.383118 110.22623 curveto
63.117491 110.39029 62.984678 110.63639 62.98468 110.96451 curveto
62.984678 111.21451 63.080381 111.41178 63.27179 111.5563 curveto
63.463194 111.69693 63.847959 111.8317 64.426086 111.9606 curveto
64.795227 112.04263 lineto
65.560848 112.2067 66.103816 112.43912 66.424133 112.7399 curveto
66.748347 113.03678 66.910456 113.45279 66.910461 113.98795 curveto
66.910456 114.59732 66.668269 115.07974 66.183899 115.43521 curveto
65.703426 115.79068 65.041317 115.96841 64.197571 115.96841 curveto
63.846006 115.96841 63.478819 115.93326 63.096008 115.86295 curveto
62.717101 115.79654 62.31671 115.69498 61.894836 115.55826 curveto
61.894836 114.44498 lineto
62.293273 114.65201 62.685851 114.80826 63.072571 114.91373 curveto
63.459287 115.01529 63.842099 115.06607 64.221008 115.06607 curveto
64.728817 115.06607 65.119442 114.98013 65.392883 114.80826 curveto
65.666316 114.63248 65.803035 114.38638 65.80304 114.06998 curveto
65.803035 113.77701 65.703426 113.5524 65.504211 113.39615 curveto
65.308895 113.2399 64.877255 113.08951 64.20929 112.94498 curveto
63.83429 112.85709 lineto
63.166319 112.71646 62.683897 112.50162 62.387024 112.21255 curveto
62.090148 111.91959 61.941711 111.5192 61.941711 111.01138 curveto
61.941711 110.3942 62.160461 109.91764 62.597961 109.5817 curveto
63.03546 109.24576 63.656553 109.0778 64.461243 109.07779 curveto
64.859677 109.0778 65.234676 109.10709 65.586243 109.16568 curveto
65.9378 109.22428 66.262019 109.31217 66.558899 109.42935 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
69.652649 114.81412 moveto
69.652649 118.29459 lineto
68.568665 118.29459 lineto
68.568665 109.23599 lineto
69.652649 109.23599 lineto
69.652649 110.23209 lineto
69.879209 109.84147 70.164365 109.5524 70.508118 109.3649 curveto
70.855771 109.1735 71.269833 109.0778 71.750305 109.07779 curveto
72.547175 109.0778 73.193659 109.3942 73.689758 110.02701 curveto
74.189752 110.65983 74.439751 111.49186 74.439758 112.5231 curveto
74.439751 113.55435 74.189752 114.38638 73.689758 115.0192 curveto
73.193659 115.65201 72.547175 115.96841 71.750305 115.96841 curveto
71.269833 115.96841 70.855771 115.87466 70.508118 115.68716 curveto
70.164365 115.49576 69.879209 115.20474 69.652649 114.81412 curveto
73.320618 112.5231 moveto
73.320612 111.73014 73.156549 111.10904 72.82843 110.65982 curveto
72.504206 110.2067 72.056941 109.98014 71.486633 109.98013 curveto
70.916317 109.98014 70.467099 110.2067 70.138977 110.65982 curveto
69.814756 111.10904 69.652647 111.73014 69.652649 112.5231 curveto
69.652647 113.31607 69.814756 113.93912 70.138977 114.39224 curveto
70.467099 114.84146 70.916317 115.06607 71.486633 115.06607 curveto
72.056941 115.06607 72.504206 114.84146 72.82843 114.39224 curveto
73.156549 113.93912 73.320612 113.31607 73.320618 112.5231 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
79.20929 112.49966 moveto
78.338193 112.49967 77.734678 112.59928 77.398743 112.79849 curveto
77.062803 112.99771 76.894835 113.33756 76.894836 113.81802 curveto
76.894835 114.20084 77.019835 114.50552 77.269836 114.73209 curveto
77.52374 114.95474 77.86749 115.06607 78.301086 115.06607 curveto
78.898739 115.06607 79.377254 114.85513 79.736633 114.43326 curveto
80.09991 114.00748 80.28155 113.44303 80.281555 112.7399 curveto
80.281555 112.49966 lineto
79.20929 112.49966 lineto
81.35968 112.05435 moveto
81.35968 115.79849 lineto
80.281555 115.79849 lineto
80.281555 114.8024 lineto
80.035456 115.20084 79.728816 115.49576 79.361633 115.68716 curveto
78.994442 115.87466 78.545224 115.96841 78.013977 115.96841 curveto
77.3421 115.96841 76.806944 115.78091 76.408508 115.40591 curveto
76.013976 115.02701 75.816711 114.52115 75.816711 113.88834 curveto
75.816711 113.15006 76.062804 112.59342 76.554993 112.21841 curveto
77.051084 111.84342 77.789365 111.65592 78.769836 111.65591 curveto
80.281555 111.65591 lineto
80.281555 111.55045 lineto
80.28155 111.05436 80.117488 110.67154 79.789368 110.40201 curveto
79.465145 110.12858 79.008114 109.99186 78.418274 109.99185 curveto
78.043271 109.99186 77.678037 110.03678 77.322571 110.12662 curveto
76.9671 110.21647 76.625304 110.35123 76.29718 110.53091 curveto
76.29718 109.53482 lineto
76.69171 109.38248 77.074522 109.2692 77.445618 109.19498 curveto
77.816709 109.11686 78.178036 109.0778 78.529602 109.07779 curveto
79.478816 109.0778 80.1878 109.32389 80.656555 109.81607 curveto
81.125299 110.30826 81.359674 111.05436 81.35968 112.05435 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
88.332336 109.48795 moveto
88.332336 110.49576 lineto
88.027643 110.32779 87.721003 110.20279 87.412415 110.12076 curveto
87.107722 110.03483 86.799129 109.99186 86.486633 109.99185 curveto
85.787411 109.99186 85.244443 110.21451 84.857727 110.65982 curveto
84.471006 111.10123 84.277647 111.72232 84.277649 112.5231 curveto
84.277647 113.32389 84.471006 113.94693 84.857727 114.39224 curveto
85.244443 114.83365 85.787411 115.05435 86.486633 115.05435 curveto
86.799129 115.05435 87.107722 115.01334 87.412415 114.9313 curveto
87.721003 114.84537 88.027643 114.71842 88.332336 114.55045 curveto
88.332336 115.54654 lineto
88.03155 115.68716 87.71905 115.79263 87.394836 115.86295 curveto
87.074519 115.93326 86.732723 115.96841 86.369446 115.96841 curveto
85.381162 115.96841 84.596006 115.65787 84.013977 115.03677 curveto
83.431945 114.41568 83.14093 113.57779 83.14093 112.5231 curveto
83.14093 111.45279 83.433898 110.611 84.019836 109.99771 curveto
84.609678 109.38444 85.416318 109.0778 86.439758 109.07779 curveto
86.771785 109.0778 87.096004 109.11295 87.412415 109.18326 curveto
87.728816 109.24967 88.035456 109.35123 88.332336 109.48795 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
95.832336 112.24771 moveto
95.832336 112.77505 lineto
90.875305 112.77505 lineto
90.922178 113.51724 91.144834 114.08365 91.543274 114.47427 curveto
91.945615 114.86099 92.504208 115.05435 93.219055 115.05435 curveto
93.633113 115.05435 94.033503 115.00357 94.420227 114.90201 curveto
94.810846 114.80045 95.197565 114.6481 95.580383 114.44498 curveto
95.580383 115.46451 lineto
95.193658 115.62857 94.797174 115.75357 94.39093 115.83951 curveto
93.984675 115.92545 93.572566 115.96841 93.154602 115.96841 curveto
92.107724 115.96841 91.277647 115.66373 90.664368 115.05435 curveto
90.054992 114.44498 89.750305 113.62076 89.750305 112.5817 curveto
89.750305 111.50748 90.039367 110.65592 90.617493 110.02701 curveto
91.199522 109.3942 91.982724 109.0778 92.967102 109.07779 curveto
93.84991 109.0778 94.547175 109.36295 95.058899 109.93326 curveto
95.574517 110.49967 95.83233 111.27115 95.832336 112.24771 curveto
94.754211 111.9313 moveto
94.746393 111.34147 94.580378 110.87076 94.256165 110.5192 curveto
93.935847 110.16764 93.510066 109.99186 92.978821 109.99185 curveto
92.377255 109.99186 91.894834 110.16178 91.531555 110.50162 curveto
91.172178 110.84147 90.965147 111.31998 90.910461 111.93716 curveto
94.754211 111.9313 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
24.933899 121.69302 moveto
24.410458 122.59147 24.021787 123.48014 23.767883 124.35904 curveto
23.513975 125.23795 23.387022 126.12858 23.387024 127.03091 curveto
23.387022 127.93326 23.513975 128.82779 23.767883 129.71451 curveto
24.025693 130.59732 24.414364 131.48599 24.933899 132.38052 curveto
23.996399 132.38052 lineto
23.410459 131.46255 22.971007 130.56021 22.67804 129.67349 curveto
22.388976 128.78678 22.244445 127.90592 22.244446 127.03091 curveto
22.244445 126.15983 22.388976 125.28287 22.67804 124.40005 curveto
22.9671 123.51725 23.406553 122.61491 23.996399 121.69302 curveto
24.933899 121.69302 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
31.349915 125.23209 moveto
31.349915 121.6813 lineto
32.42804 121.6813 lineto
32.42804 130.79849 lineto
31.349915 130.79849 lineto
31.349915 129.81412 lineto
31.123347 130.20474 30.836238 130.49576 30.488586 130.68716 curveto
30.144832 130.87466 29.73077 130.96841 29.246399 130.96841 curveto
28.453428 130.96841 27.806944 130.65201 27.306946 130.0192 curveto
26.810851 129.38638 26.562805 128.55435 26.562805 127.5231 curveto
26.562805 126.49186 26.810851 125.65983 27.306946 125.02701 curveto
27.806944 124.3942 28.453428 124.0778 29.246399 124.07779 curveto
29.73077 124.0778 30.144832 124.1735 30.488586 124.3649 curveto
30.836238 124.5524 31.123347 124.84147 31.349915 125.23209 curveto
27.676086 127.5231 moveto
27.676085 128.31607 27.838194 128.93912 28.162415 129.39224 curveto
28.490537 129.84146 28.939755 130.06607 29.510071 130.06607 curveto
30.080379 130.06607 30.529597 129.84146 30.857727 129.39224 curveto
31.185847 128.93912 31.349909 128.31607 31.349915 127.5231 curveto
31.349909 126.73014 31.185847 126.10904 30.857727 125.65982 curveto
30.529597 125.2067 30.080379 124.98014 29.510071 124.98013 curveto
28.939755 124.98014 28.490537 125.2067 28.162415 125.65982 curveto
27.838194 126.10904 27.676085 126.73014 27.676086 127.5231 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
34.648743 124.23599 moveto
35.726868 124.23599 lineto
35.726868 130.79849 lineto
34.648743 130.79849 lineto
34.648743 124.23599 lineto
34.648743 121.6813 moveto
35.726868 121.6813 lineto
35.726868 123.04654 lineto
34.648743 123.04654 lineto
34.648743 121.6813 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
42.160461 124.42935 moveto
42.160461 125.44888 lineto
41.855769 125.29264 41.539363 125.17545 41.211243 125.09732 curveto
40.883114 125.0192 40.54327 124.98014 40.191711 124.98013 curveto
39.656552 124.98014 39.254209 125.06217 38.98468 125.22623 curveto
38.719053 125.39029 38.586241 125.63639 38.586243 125.96451 curveto
38.586241 126.21451 38.681944 126.41178 38.873352 126.5563 curveto
39.064756 126.69693 39.449521 126.8317 40.027649 126.9606 curveto
40.39679 127.04263 lineto
41.16241 127.2067 41.705378 127.43912 42.025696 127.7399 curveto
42.349909 128.03678 42.512018 128.45279 42.512024 128.98795 curveto
42.512018 129.59732 42.269831 130.07974 41.785461 130.43521 curveto
41.304988 130.79068 40.64288 130.96841 39.799133 130.96841 curveto
39.447568 130.96841 39.080381 130.93326 38.697571 130.86295 curveto
38.318663 130.79654 37.918273 130.69498 37.496399 130.55826 curveto
37.496399 129.44498 lineto
37.894835 129.65201 38.287413 129.80826 38.674133 129.91373 curveto
39.06085 130.01529 39.443662 130.06607 39.822571 130.06607 curveto
40.33038 130.06607 40.721004 129.98013 40.994446 129.80826 curveto
41.267879 129.63248 41.404597 129.38638 41.404602 129.06998 curveto
41.404597 128.77701 41.304988 128.5524 41.105774 128.39615 curveto
40.910457 128.2399 40.478817 128.08951 39.810852 127.94498 curveto
39.435852 127.85709 lineto
38.767881 127.71646 38.28546 127.50162 37.988586 127.21255 curveto
37.691711 126.91959 37.543273 126.5192 37.543274 126.01138 curveto
37.543273 125.3942 37.762023 124.91764 38.199524 124.5817 curveto
38.637022 124.24576 39.258115 124.0778 40.062805 124.07779 curveto
40.461239 124.0778 40.836239 124.10709 41.187805 124.16568 curveto
41.539363 124.22428 41.863581 124.31217 42.160461 124.42935 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
48.933899 124.48795 moveto
48.933899 125.49576 lineto
48.629206 125.32779 48.322566 125.20279 48.013977 125.12076 curveto
47.709285 125.03483 47.400691 124.99186 47.088196 124.99185 curveto
46.388974 124.99186 45.846006 125.21451 45.45929 125.65982 curveto
45.072569 126.10123 44.87921 126.72232 44.879211 127.5231 curveto
44.87921 128.32389 45.072569 128.94693 45.45929 129.39224 curveto
45.846006 129.83365 46.388974 130.05435 47.088196 130.05435 curveto
47.400691 130.05435 47.709285 130.01334 48.013977 129.9313 curveto
48.322566 129.84537 48.629206 129.71842 48.933899 129.55045 curveto
48.933899 130.54654 lineto
48.633112 130.68716 48.320612 130.79263 47.996399 130.86295 curveto
47.676082 130.93326 47.334285 130.96841 46.971008 130.96841 curveto
45.982724 130.96841 45.197569 130.65787 44.61554 130.03677 curveto
44.033507 129.41568 43.742492 128.57779 43.742493 127.5231 curveto
43.742492 126.45279 44.03546 125.611 44.621399 124.99771 curveto
45.211241 124.38444 46.01788 124.0778 47.041321 124.07779 curveto
47.373348 124.0778 47.697566 124.11295 48.013977 124.18326 curveto
48.330378 124.24967 48.637018 124.35123 48.933899 124.48795 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
54.623352 125.2438 moveto
54.502253 125.1735 54.369441 125.12272 54.224915 125.09146 curveto
54.084285 125.05631 53.928035 125.03873 53.756165 125.03873 curveto
53.146786 125.03873 52.678037 125.23795 52.349915 125.63638 curveto
52.025693 126.03092 51.863584 126.59928 51.863586 127.34146 curveto
51.863586 130.79849 lineto
50.779602 130.79849 lineto
50.779602 124.23599 lineto
51.863586 124.23599 lineto
51.863586 125.25552 lineto
52.090147 124.85709 52.385068 124.56217 52.748352 124.37076 curveto
53.11163 124.17545 53.553036 124.0778 54.072571 124.07779 curveto
54.146785 124.0778 54.228816 124.08366 54.318665 124.09537 curveto
54.408504 124.10319 54.508113 124.11686 54.617493 124.13638 curveto
54.623352 125.2438 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
61.355774 127.24771 moveto
61.355774 127.77505 lineto
56.398743 127.77505 lineto
56.445616 128.51724 56.668272 129.08365 57.066711 129.47427 curveto
57.469052 129.86099 58.027646 130.05435 58.742493 130.05435 curveto
59.156551 130.05435 59.556941 130.00357 59.943665 129.90201 curveto
60.334284 129.80045 60.721002 129.6481 61.103821 129.44498 curveto
61.103821 130.46451 lineto
60.717096 130.62857 60.320612 130.75357 59.914368 130.83951 curveto
59.508113 130.92545 59.096004 130.96841 58.67804 130.96841 curveto
57.631162 130.96841 56.801084 130.66373 56.187805 130.05435 curveto
55.578429 129.44498 55.273742 128.62076 55.273743 127.5817 curveto
55.273742 126.50748 55.562804 125.65592 56.14093 125.02701 curveto
56.722959 124.3942 57.506162 124.0778 58.49054 124.07779 curveto
59.373347 124.0778 60.070612 124.36295 60.582336 124.93326 curveto
61.097955 125.49967 61.355767 126.27115 61.355774 127.24771 curveto
60.277649 126.9313 moveto
60.269831 126.34147 60.103815 125.87076 59.779602 125.5192 curveto
59.459285 125.16764 59.033504 124.99186 58.502258 124.99185 curveto
57.900693 124.99186 57.418271 125.16178 57.054993 125.50162 curveto
56.695616 125.84147 56.488585 126.31998 56.433899 126.93716 curveto
60.277649 126.9313 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
64.168274 122.37271 moveto
64.168274 124.23599 lineto
66.388977 124.23599 lineto
66.388977 125.07388 lineto
64.168274 125.07388 lineto
64.168274 128.63638 lineto
64.168272 129.17154 64.240537 129.51529 64.385071 129.66763 curveto
64.533506 129.81998 64.832334 129.89615 65.281555 129.89615 curveto
66.388977 129.89615 lineto
66.388977 130.79849 lineto
65.281555 130.79849 lineto
64.449521 130.79849 63.875303 130.6442 63.558899 130.3356 curveto
63.242491 130.0231 63.084288 129.4567 63.08429 128.63638 curveto
63.08429 125.07388 lineto
62.293274 125.07388 lineto
62.293274 124.23599 lineto
63.08429 124.23599 lineto
63.08429 122.37271 lineto
64.168274 122.37271 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
73.426086 127.24771 moveto
73.426086 127.77505 lineto
68.469055 127.77505 lineto
68.515928 128.51724 68.738584 129.08365 69.137024 129.47427 curveto
69.539365 129.86099 70.097958 130.05435 70.812805 130.05435 curveto
71.226863 130.05435 71.627253 130.00357 72.013977 129.90201 curveto
72.404596 129.80045 72.791315 129.6481 73.174133 129.44498 curveto
73.174133 130.46451 lineto
72.787408 130.62857 72.390924 130.75357 71.98468 130.83951 curveto
71.578425 130.92545 71.166316 130.96841 70.748352 130.96841 curveto
69.701474 130.96841 68.871397 130.66373 68.258118 130.05435 curveto
67.648742 129.44498 67.344055 128.62076 67.344055 127.5817 curveto
67.344055 126.50748 67.633117 125.65592 68.211243 125.02701 curveto
68.793272 124.3942 69.576474 124.0778 70.560852 124.07779 curveto
71.44366 124.0778 72.140925 124.36295 72.652649 124.93326 curveto
73.168267 125.49967 73.42608 126.27115 73.426086 127.24771 curveto
72.347961 126.9313 moveto
72.340143 126.34147 72.174128 125.87076 71.849915 125.5192 curveto
71.529597 125.16764 71.103816 124.99186 70.572571 124.99185 curveto
69.971005 124.99186 69.488584 125.16178 69.125305 125.50162 curveto
68.765928 125.84147 68.558897 126.31998 68.504211 126.93716 curveto
72.347961 126.9313 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
80.058899 122.37271 moveto
80.058899 124.23599 lineto
82.279602 124.23599 lineto
82.279602 125.07388 lineto
80.058899 125.07388 lineto
80.058899 128.63638 lineto
80.058897 129.17154 80.131162 129.51529 80.275696 129.66763 curveto
80.424131 129.81998 80.722959 129.89615 81.17218 129.89615 curveto
82.279602 129.89615 lineto
82.279602 130.79849 lineto
81.17218 130.79849 lineto
80.340146 130.79849 79.765928 130.6442 79.449524 130.3356 curveto
79.133116 130.0231 78.974913 129.4567 78.974915 128.63638 curveto
78.974915 125.07388 lineto
78.183899 125.07388 lineto
78.183899 124.23599 lineto
78.974915 124.23599 lineto
78.974915 122.37271 lineto
80.058899 122.37271 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
83.70343 124.23599 moveto
84.781555 124.23599 lineto
84.781555 130.79849 lineto
83.70343 130.79849 lineto
83.70343 124.23599 lineto
83.70343 121.6813 moveto
84.781555 121.6813 lineto
84.781555 123.04654 lineto
83.70343 123.04654 lineto
83.70343 121.6813 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
92.14093 125.49576 moveto
92.410455 125.01139 92.73272 124.65397 93.107727 124.42349 curveto
93.482719 124.19303 93.924125 124.0778 94.431946 124.07779 curveto
95.11553 124.0778 95.642874 124.31803 96.013977 124.79849 curveto
96.38506 125.27506 96.570607 125.95475 96.570618 126.83755 curveto
96.570618 130.79849 lineto
95.486633 130.79849 lineto
95.486633 126.87271 lineto
95.486624 126.24381 95.375296 125.77701 95.152649 125.47232 curveto
94.929984 125.16764 94.59014 125.0153 94.133118 125.01529 curveto
93.574516 125.0153 93.13311 125.20084 92.808899 125.57193 curveto
92.484674 125.94303 92.322564 126.44889 92.322571 127.08951 curveto
92.322571 130.79849 lineto
91.238586 130.79849 lineto
91.238586 126.87271 lineto
91.238581 126.2399 91.127253 125.77311 90.904602 125.47232 curveto
90.681941 125.16764 90.338191 125.0153 89.873352 125.01529 curveto
89.322567 125.0153 88.885068 125.20279 88.560852 125.57779 curveto
88.236631 125.94889 88.074522 126.45279 88.074524 127.08951 curveto
88.074524 130.79849 lineto
86.99054 130.79849 lineto
86.99054 124.23599 lineto
88.074524 124.23599 lineto
88.074524 125.25552 lineto
88.320615 124.85319 88.615537 124.55631 88.95929 124.3649 curveto
89.303036 124.1735 89.711239 124.0778 90.183899 124.07779 curveto
90.660457 124.0778 91.064753 124.19889 91.39679 124.44107 curveto
91.732721 124.68326 91.980768 125.03483 92.14093 125.49576 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
104.31671 127.24771 moveto
104.31671 127.77505 lineto
99.35968 127.77505 lineto
99.406553 128.51724 99.629209 129.08365 100.02765 129.47427 curveto
100.42999 129.86099 100.98858 130.05435 101.70343 130.05435 curveto
102.11749 130.05435 102.51788 130.00357 102.9046 129.90201 curveto
103.29522 129.80045 103.68194 129.6481 104.06476 129.44498 curveto
104.06476 130.46451 lineto
103.67803 130.62857 103.28155 130.75357 102.87531 130.83951 curveto
102.46905 130.92545 102.05694 130.96841 101.63898 130.96841 curveto
100.5921 130.96841 99.762022 130.66373 99.148743 130.05435 curveto
98.539367 129.44498 98.23468 128.62076 98.23468 127.5817 curveto
98.23468 126.50748 98.523742 125.65592 99.101868 125.02701 curveto
99.683897 124.3942 100.4671 124.0778 101.45148 124.07779 curveto
102.33428 124.0778 103.03155 124.36295 103.54327 124.93326 curveto
104.05889 125.49967 104.3167 126.27115 104.31671 127.24771 curveto
103.23859 126.9313 moveto
103.23077 126.34147 103.06475 125.87076 102.74054 125.5192 curveto
102.42022 125.16764 101.99444 124.99186 101.4632 124.99185 curveto
100.86163 124.99186 100.37921 125.16178 100.01593 125.50162 curveto
99.656553 125.84147 99.449522 126.31998 99.394836 126.93716 curveto
103.23859 126.9313 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
105.89288 121.69302 moveto
106.83038 121.69302 lineto
107.41632 122.61491 107.85382 123.51725 108.14288 124.40005 curveto
108.43585 125.28287 108.58233 126.15983 108.58234 127.03091 curveto
108.58233 127.90592 108.43585 128.78678 108.14288 129.67349 curveto
107.85382 130.56021 107.41632 131.46255 106.83038 132.38052 curveto
105.89288 132.38052 lineto
106.41241 131.48599 106.79913 130.59732 107.05304 129.71451 curveto
107.31085 128.82779 107.43976 127.93326 107.43976 127.03091 curveto
107.43976 126.12858 107.31085 125.23795 107.05304 124.35904 curveto
106.79913 123.48014 106.41241 122.59147 105.89288 121.69302 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
23.465656 340.4957 moveto
24.64925 340.4957 lineto
24.64925 348.24765 lineto
28.909016 348.24765 lineto
28.909016 349.24374 lineto
23.465656 349.24374 lineto
23.465656 340.4957 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
32.664875 343.4371 moveto
32.086747 343.43711 31.629716 343.66367 31.293781 344.11679 curveto
30.957842 344.56601 30.789873 345.1832 30.789875 345.96835 curveto
30.789873 346.75351 30.955889 347.37265 31.287922 347.82578 curveto
31.623857 348.27499 32.082841 348.4996 32.664875 348.4996 curveto
33.23909 348.4996 33.694167 348.27304 34.030109 347.81992 curveto
34.366042 347.36679 34.53401 346.74961 34.534016 345.96835 curveto
34.53401 345.19101 34.366042 344.57578 34.030109 344.12265 curveto
33.694167 343.66562 33.23909 343.43711 32.664875 343.4371 curveto
32.664875 342.52304 moveto
33.60237 342.52305 34.338698 342.82773 34.873859 343.4371 curveto
35.409009 344.04648 35.676587 344.89023 35.676594 345.96835 curveto
35.676587 347.04257 35.409009 347.88632 34.873859 348.4996 curveto
34.338698 349.10898 33.60237 349.41367 32.664875 349.41367 curveto
31.723466 349.41367 30.985186 349.10898 30.450031 348.4996 curveto
29.91878 347.88632 29.653156 347.04257 29.653156 345.96835 curveto
29.653156 344.89023 29.91878 344.04648 30.450031 343.4371 curveto
30.985186 342.82773 31.723466 342.52305 32.664875 342.52304 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
41.260578 343.68906 moveto
41.13948 343.61875 41.006667 343.56797 40.862141 343.53671 curveto
40.721511 343.50156 40.565261 343.48398 40.393391 343.48398 curveto
39.784012 343.48398 39.315263 343.6832 38.987141 344.08163 curveto
38.66292 344.47617 38.50081 345.04453 38.500813 345.78671 curveto
38.500813 349.24374 lineto
37.416828 349.24374 lineto
37.416828 342.68124 lineto
38.500813 342.68124 lineto
38.500813 343.70078 lineto
38.727373 343.30234 39.022294 343.00742 39.385578 342.81601 curveto
39.748856 342.6207 40.190262 342.52305 40.709797 342.52304 curveto
40.784011 342.52305 40.866042 342.52891 40.955891 342.54062 curveto
41.04573 342.54844 41.145339 342.56211 41.254719 342.58163 curveto
41.260578 343.68906 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
47.993 345.69296 moveto
47.993 346.22031 lineto
43.035969 346.22031 lineto
43.082842 346.9625 43.305498 347.5289 43.703938 347.91953 curveto
44.106278 348.30624 44.664872 348.4996 45.379719 348.4996 curveto
45.793777 348.4996 46.194167 348.44882 46.580891 348.34726 curveto
46.97151 348.2457 47.358228 348.09335 47.741047 347.89023 curveto
47.741047 348.90976 lineto
47.354322 349.07382 46.957838 349.19882 46.551594 349.28476 curveto
46.145339 349.3707 45.73323 349.41367 45.315266 349.41367 curveto
44.268388 349.41367 43.43831 349.10898 42.825031 348.4996 curveto
42.215655 347.89023 41.910968 347.06601 41.910969 346.02695 curveto
41.910968 344.95273 42.20003 344.10117 42.778156 343.47226 curveto
43.360185 342.83945 44.143388 342.52305 45.127766 342.52304 curveto
46.010573 342.52305 46.707838 342.8082 47.219563 343.37851 curveto
47.735181 343.94492 47.992993 344.7164 47.993 345.69296 curveto
46.914875 345.37656 moveto
46.907057 344.78672 46.741041 344.31601 46.416828 343.96445 curveto
46.096511 343.61289 45.67073 343.43711 45.139484 343.4371 curveto
44.537919 343.43711 44.055497 343.60703 43.692219 343.94687 curveto
43.332842 344.28672 43.125811 344.76523 43.071125 345.38242 curveto
46.914875 345.37656 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
55.194172 345.28281 moveto
55.194172 349.24374 lineto
54.116047 349.24374 lineto
54.116047 345.31796 lineto
54.116041 344.69687 53.994948 344.23203 53.752766 343.92343 curveto
53.510573 343.61484 53.147292 343.46055 52.662922 343.46054 curveto
52.080887 343.46055 51.621903 343.64609 51.285969 344.01718 curveto
50.950029 344.38828 50.78206 344.89414 50.782063 345.53476 curveto
50.782063 349.24374 lineto
49.698078 349.24374 lineto
49.698078 342.68124 lineto
50.782063 342.68124 lineto
50.782063 343.70078 lineto
51.039873 343.30625 51.342607 343.01133 51.690266 342.81601 curveto
52.041825 342.6207 52.446121 342.52305 52.903156 342.52304 curveto
53.657057 342.52305 54.227369 342.75742 54.614094 343.22617 curveto
55.000806 343.69102 55.194165 344.37656 55.194172 345.28281 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
58.422688 340.81796 moveto
58.422688 342.68124 lineto
60.643391 342.68124 lineto
60.643391 343.51913 lineto
58.422688 343.51913 lineto
58.422688 347.08163 lineto
58.422685 347.61679 58.494951 347.96054 58.639484 348.11288 curveto
58.787919 348.26523 59.086747 348.3414 59.535969 348.3414 curveto
60.643391 348.3414 lineto
60.643391 349.24374 lineto
59.535969 349.24374 lineto
58.703935 349.24374 58.129717 349.08945 57.813313 348.78085 curveto
57.496905 348.46835 57.338702 347.90195 57.338703 347.08163 curveto
57.338703 343.51913 lineto
56.547688 343.51913 lineto
56.547688 342.68124 lineto
57.338703 342.68124 lineto
57.338703 340.81796 lineto
58.422688 340.81796 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
61.598469 342.68124 moveto
66.719563 342.68124 lineto
66.719563 343.66562 lineto
62.664875 348.38242 lineto
66.719563 348.38242 lineto
66.719563 349.24374 lineto
61.451984 349.24374 lineto
61.451984 348.25937 lineto
65.506672 343.54257 lineto
61.598469 343.54257 lineto
61.598469 342.68124 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
76.914875 342.9332 moveto
76.914875 343.94101 lineto
76.610182 343.77305 76.303542 343.64805 75.994953 343.56601 curveto
75.690261 343.48008 75.381668 343.43711 75.069172 343.4371 curveto
74.36995 343.43711 73.826982 343.65977 73.440266 344.10507 curveto
73.053545 344.54648 72.860186 345.16758 72.860188 345.96835 curveto
72.860186 346.76914 73.053545 347.39218 73.440266 347.83749 curveto
73.826982 348.2789 74.36995 348.4996 75.069172 348.4996 curveto
75.381668 348.4996 75.690261 348.45859 75.994953 348.37656 curveto
76.303542 348.29062 76.610182 348.16367 76.914875 347.9957 curveto
76.914875 348.99179 lineto
76.614088 349.13242 76.301589 349.23788 75.977375 349.3082 curveto
75.657058 349.37851 75.315261 349.41367 74.951984 349.41367 curveto
73.9637 349.41367 73.178545 349.10312 72.596516 348.48203 curveto
72.014483 347.86093 71.723468 347.02304 71.723469 345.96835 curveto
71.723468 344.89805 72.016437 344.05625 72.602375 343.44296 curveto
73.192217 342.82969 73.998856 342.52305 75.022297 342.52304 curveto
75.354324 342.52305 75.678542 342.5582 75.994953 342.62851 curveto
76.311354 342.69492 76.617994 342.79648 76.914875 342.9332 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
81.344563 343.4371 moveto
80.766434 343.43711 80.309404 343.66367 79.973469 344.11679 curveto
79.637529 344.56601 79.469561 345.1832 79.469563 345.96835 curveto
79.469561 346.75351 79.635576 347.37265 79.967609 347.82578 curveto
80.303544 348.27499 80.762528 348.4996 81.344563 348.4996 curveto
81.918777 348.4996 82.373855 348.27304 82.709797 347.81992 curveto
83.045729 347.36679 83.213698 346.74961 83.213703 345.96835 curveto
83.213698 345.19101 83.045729 344.57578 82.709797 344.12265 curveto
82.373855 343.66562 81.918777 343.43711 81.344563 343.4371 curveto
81.344563 342.52304 moveto
82.282058 342.52305 83.018385 342.82773 83.553547 343.4371 curveto
84.088697 344.04648 84.356275 344.89023 84.356281 345.96835 curveto
84.356275 347.04257 84.088697 347.88632 83.553547 348.4996 curveto
83.018385 349.10898 82.282058 349.41367 81.344563 349.41367 curveto
80.403154 349.41367 79.664873 349.10898 79.129719 348.4996 curveto
78.598468 347.88632 78.332843 347.04257 78.332844 345.96835 curveto
78.332843 344.89023 78.598468 344.04648 79.129719 343.4371 curveto
79.664873 342.82773 80.403154 342.52305 81.344563 342.52304 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
91.592609 345.28281 moveto
91.592609 349.24374 lineto
90.514484 349.24374 lineto
90.514484 345.31796 lineto
90.514479 344.69687 90.393385 344.23203 90.151203 343.92343 curveto
89.909011 343.61484 89.54573 343.46055 89.061359 343.46054 curveto
88.479325 343.46055 88.020341 343.64609 87.684406 344.01718 curveto
87.348466 344.38828 87.180498 344.89414 87.1805 345.53476 curveto
87.1805 349.24374 lineto
86.096516 349.24374 lineto
86.096516 342.68124 lineto
87.1805 342.68124 lineto
87.1805 343.70078 lineto
87.43831 343.30625 87.741044 343.01133 88.088703 342.81601 curveto
88.440262 342.6207 88.844559 342.52305 89.301594 342.52304 curveto
90.055495 342.52305 90.625807 342.75742 91.012531 343.22617 curveto
91.399244 343.69102 91.592603 344.37656 91.592609 345.28281 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
97.076984 340.12656 moveto
97.076984 341.02304 lineto
96.045734 341.02304 lineto
95.659013 341.02305 95.389482 341.10117 95.237141 341.25742 curveto
95.088701 341.41367 95.014482 341.69492 95.014484 342.10117 curveto
95.014484 342.68124 lineto
96.789875 342.68124 lineto
96.789875 343.51913 lineto
95.014484 343.51913 lineto
95.014484 349.24374 lineto
93.9305 349.24374 lineto
93.9305 343.51913 lineto
92.89925 343.51913 lineto
92.89925 342.68124 lineto
93.9305 342.68124 lineto
93.9305 342.22421 lineto
93.930499 341.49375 94.10042 340.9625 94.440266 340.63046 curveto
94.780107 340.29453 95.319169 340.12657 96.057453 340.12656 curveto
97.076984 340.12656 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
97.973469 342.68124 moveto
99.051594 342.68124 lineto
99.051594 349.24374 lineto
97.973469 349.24374 lineto
97.973469 342.68124 lineto
97.973469 340.12656 moveto
99.051594 340.12656 lineto
99.051594 341.49179 lineto
97.973469 341.49179 lineto
97.973469 340.12656 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
105.61995 345.88632 moveto
105.61995 345.10508 105.45784 344.49961 105.13363 344.06992 curveto
104.81331 343.64023 104.36214 343.42539 103.78011 343.42538 curveto
103.20198 343.42539 102.75081 343.64023 102.42659 344.06992 curveto
102.10628 344.49961 101.94612 345.10508 101.94613 345.88632 curveto
101.94612 346.66367 102.10628 347.26718 102.42659 347.69687 curveto
102.75081 348.12656 103.20198 348.3414 103.78011 348.3414 curveto
104.36214 348.3414 104.81331 348.12656 105.13363 347.69687 curveto
105.45784 347.26718 105.61995 346.66367 105.61995 345.88632 curveto
106.69808 348.42929 moveto
106.69807 349.54648 106.45003 350.37656 105.95394 350.91953 curveto
105.45784 351.4664 104.69807 351.73984 103.67464 351.73984 curveto
103.29573 351.73984 102.93831 351.71054 102.60238 351.65195 curveto
102.26644 351.59726 101.94026 351.51132 101.62386 351.39413 curveto
101.62386 350.34531 lineto
101.94026 350.51718 102.25276 350.64413 102.56136 350.72617 curveto
102.86995 350.8082 103.1844 350.84921 103.50472 350.84921 curveto
104.21175 350.84921 104.74104 350.66366 105.09261 350.29257 curveto
105.44417 349.92538 105.61995 349.36874 105.61995 348.62265 curveto
105.61995 348.08945 lineto
105.39729 348.47617 105.11214 348.76523 104.76448 348.95663 curveto
104.41682 349.14804 104.00081 349.24374 103.51644 349.24374 curveto
102.71175 349.24374 102.06331 348.9371 101.57113 348.32382 curveto
101.07894 347.71054 100.83284 346.89804 100.83284 345.88632 curveto
100.83284 344.8707 101.07894 344.05625 101.57113 343.44296 curveto
102.06331 342.82969 102.71175 342.52305 103.51644 342.52304 curveto
104.00081 342.52305 104.41682 342.61875 104.76448 342.81015 curveto
105.11214 343.00156 105.39729 343.29062 105.61995 343.67734 curveto
105.61995 342.68124 lineto
106.69808 342.68124 lineto
106.69808 348.42929 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
108.80745 346.6539 moveto
108.80745 342.68124 lineto
109.88558 342.68124 lineto
109.88558 346.61288 lineto
109.88558 347.23398 110.00667 347.70078 110.24886 348.01328 curveto
110.49104 348.32187 110.85433 348.47617 111.3387 348.47617 curveto
111.92073 348.47617 112.37971 348.29062 112.71566 347.91953 curveto
113.05549 347.54843 113.22542 347.04257 113.22542 346.40195 curveto
113.22542 342.68124 lineto
114.30355 342.68124 lineto
114.30355 349.24374 lineto
113.22542 349.24374 lineto
113.22542 348.23593 lineto
112.9637 348.63437 112.65901 348.93124 112.31136 349.12656 curveto
111.96761 349.31796 111.56722 349.41367 111.11019 349.41367 curveto
110.35628 349.41367 109.78401 349.17929 109.39339 348.71054 curveto
109.00276 348.24179 108.80745 347.55625 108.80745 346.6539 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
120.3387 343.68906 moveto
120.2176 343.61875 120.08479 343.56797 119.94027 343.53671 curveto
119.79964 343.50156 119.64339 343.48398 119.47152 343.48398 curveto
118.86214 343.48398 118.39339 343.6832 118.06527 344.08163 curveto
117.74104 344.47617 117.57894 345.04453 117.57894 345.78671 curveto
117.57894 349.24374 lineto
116.49495 349.24374 lineto
116.49495 342.68124 lineto
117.57894 342.68124 lineto
117.57894 343.70078 lineto
117.8055 343.30234 118.10042 343.00742 118.4637 342.81601 curveto
118.82698 342.6207 119.26839 342.52305 119.78792 342.52304 curveto
119.86214 342.52305 119.94417 342.52891 120.03402 342.54062 curveto
120.12385 342.54844 120.22346 342.56211 120.33284 342.58163 curveto
120.3387 343.68906 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
124.44027 345.94492 moveto
123.56917 345.94492 122.96565 346.04453 122.62972 346.24374 curveto
122.29378 346.44297 122.12581 346.78281 122.12581 347.26328 curveto
122.12581 347.64609 122.25081 347.95078 122.50081 348.17734 curveto
122.75472 348.39999 123.09847 348.51132 123.53206 348.51132 curveto
124.12971 348.51132 124.60823 348.30039 124.96761 347.87851 curveto
125.33089 347.45273 125.51253 346.88828 125.51253 346.18515 curveto
125.51253 345.94492 lineto
124.44027 345.94492 lineto
126.59066 345.4996 moveto
126.59066 349.24374 lineto
125.51253 349.24374 lineto
125.51253 348.24765 lineto
125.26643 348.64609 124.95979 348.94101 124.59261 349.13242 curveto
124.22542 349.31992 123.7762 349.41367 123.24495 349.41367 curveto
122.57308 349.41367 122.03792 349.22617 121.63948 348.85117 curveto
121.24495 348.47226 121.04769 347.9664 121.04769 347.33359 curveto
121.04769 346.59531 121.29378 346.03867 121.78597 345.66367 curveto
122.28206 345.28867 123.02034 345.10117 124.00081 345.10117 curveto
125.51253 345.10117 lineto
125.51253 344.9957 lineto
125.51253 344.49961 125.34846 344.1168 125.02034 343.84726 curveto
124.69612 343.57383 124.23909 343.43711 123.64925 343.4371 curveto
123.27425 343.43711 122.90901 343.48203 122.55355 343.57187 curveto
122.19808 343.66172 121.85628 343.79648 121.52816 343.97617 curveto
121.52816 342.98007 lineto
121.92269 342.82773 122.3055 342.71445 122.67659 342.64023 curveto
123.04768 342.56211 123.40901 342.52305 123.76058 342.52304 curveto
124.70979 342.52305 125.41878 342.76914 125.88753 343.26132 curveto
126.35628 343.75352 126.59065 344.49961 126.59066 345.4996 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
129.90706 340.81796 moveto
129.90706 342.68124 lineto
132.12777 342.68124 lineto
132.12777 343.51913 lineto
129.90706 343.51913 lineto
129.90706 347.08163 lineto
129.90706 347.61679 129.97933 347.96054 130.12386 348.11288 curveto
130.27229 348.26523 130.57112 348.3414 131.02034 348.3414 curveto
132.12777 348.3414 lineto
132.12777 349.24374 lineto
131.02034 349.24374 lineto
130.18831 349.24374 129.61409 349.08945 129.29769 348.78085 curveto
128.98128 348.46835 128.82308 347.90195 128.82308 347.08163 curveto
128.82308 343.51913 lineto
128.03206 343.51913 lineto
128.03206 342.68124 lineto
128.82308 342.68124 lineto
128.82308 340.81796 lineto
129.90706 340.81796 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
133.55159 342.68124 moveto
134.62972 342.68124 lineto
134.62972 349.24374 lineto
133.55159 349.24374 lineto
133.55159 342.68124 lineto
133.55159 340.12656 moveto
134.62972 340.12656 lineto
134.62972 341.49179 lineto
133.55159 341.49179 lineto
133.55159 340.12656 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
139.42269 343.4371 moveto
138.84456 343.43711 138.38753 343.66367 138.05159 344.11679 curveto
137.71565 344.56601 137.54769 345.1832 137.54769 345.96835 curveto
137.54769 346.75351 137.7137 347.37265 138.04573 347.82578 curveto
138.38167 348.27499 138.84065 348.4996 139.42269 348.4996 curveto
139.9969 348.4996 140.45198 348.27304 140.78792 347.81992 curveto
141.12385 347.36679 141.29182 346.74961 141.29183 345.96835 curveto
141.29182 345.19101 141.12385 344.57578 140.78792 344.12265 curveto
140.45198 343.66562 139.9969 343.43711 139.42269 343.4371 curveto
139.42269 342.52304 moveto
140.36018 342.52305 141.09651 342.82773 141.63167 343.4371 curveto
142.16682 344.04648 142.4344 344.89023 142.43441 345.96835 curveto
142.4344 347.04257 142.16682 347.88632 141.63167 348.4996 curveto
141.09651 349.10898 140.36018 349.41367 139.42269 349.41367 curveto
138.48128 349.41367 137.743 349.10898 137.20784 348.4996 curveto
136.67659 347.88632 136.41097 347.04257 136.41097 345.96835 curveto
136.41097 344.89023 136.67659 344.04648 137.20784 343.4371 curveto
137.743 342.82773 138.48128 342.52305 139.42269 342.52304 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
149.67073 345.28281 moveto
149.67073 349.24374 lineto
148.59261 349.24374 lineto
148.59261 345.31796 lineto
148.5926 344.69687 148.47151 344.23203 148.22933 343.92343 curveto
147.98714 343.61484 147.62385 343.46055 147.13948 343.46054 curveto
146.55745 343.46055 146.09847 343.64609 145.76253 344.01718 curveto
145.42659 344.38828 145.25862 344.89414 145.25863 345.53476 curveto
145.25863 349.24374 lineto
144.17464 349.24374 lineto
144.17464 342.68124 lineto
145.25863 342.68124 lineto
145.25863 343.70078 lineto
145.51644 343.30625 145.81917 343.01133 146.16683 342.81601 curveto
146.51839 342.6207 146.92268 342.52305 147.37972 342.52304 curveto
148.13362 342.52305 148.70393 342.75742 149.09066 343.22617 curveto
149.47737 343.69102 149.67073 344.37656 149.67073 345.28281 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
159.83675 342.8746 moveto
159.83675 343.89413 lineto
159.53206 343.73789 159.21565 343.6207 158.88753 343.54257 curveto
158.5594 343.46445 158.21956 343.42539 157.868 343.42538 curveto
157.33284 343.42539 156.9305 343.50742 156.66097 343.67148 curveto
156.39534 343.83555 156.26253 344.08164 156.26253 344.40976 curveto
156.26253 344.65976 156.35823 344.85703 156.54964 345.00156 curveto
156.74104 345.14219 157.12581 345.27695 157.70394 345.40585 curveto
158.07308 345.48788 lineto
158.8387 345.65195 159.38167 345.88437 159.70198 346.18515 curveto
160.0262 346.48203 160.18831 346.89804 160.18831 347.4332 curveto
160.18831 348.04257 159.94612 348.52499 159.46175 348.88046 curveto
158.98128 349.23593 158.31917 349.41367 157.47542 349.41367 curveto
157.12386 349.41367 156.75667 349.37851 156.37386 349.3082 curveto
155.99495 349.24179 155.59456 349.14023 155.17269 349.00351 curveto
155.17269 347.89023 lineto
155.57112 348.09726 155.9637 348.25351 156.35042 348.35898 curveto
156.73714 348.46054 157.11995 348.51132 157.49886 348.51132 curveto
158.00667 348.51132 158.39729 348.42539 158.67073 348.25351 curveto
158.94417 348.07773 159.08089 347.83164 159.08089 347.51523 curveto
159.08089 347.22226 158.98128 346.99765 158.78206 346.8414 curveto
158.58675 346.68515 158.15511 346.53476 157.48714 346.39023 curveto
157.11214 346.30234 lineto
156.44417 346.16172 155.96175 345.94687 155.66488 345.65781 curveto
155.368 345.36484 155.21956 344.96445 155.21956 344.45663 curveto
155.21956 343.83945 155.43831 343.36289 155.87581 343.02695 curveto
156.31331 342.69102 156.9344 342.52305 157.73909 342.52304 curveto
158.13753 342.52305 158.51253 342.55234 158.86409 342.61093 curveto
159.21565 342.66953 159.53987 342.75742 159.83675 342.8746 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
162.9305 348.25937 moveto
162.9305 351.73984 lineto
161.84652 351.73984 lineto
161.84652 342.68124 lineto
162.9305 342.68124 lineto
162.9305 343.67734 lineto
163.15706 343.28672 163.44222 342.99766 163.78597 342.81015 curveto
164.13362 342.61875 164.54768 342.52305 165.02816 342.52304 curveto
165.82503 342.52305 166.47151 342.83945 166.96761 343.47226 curveto
167.4676 344.10508 167.7176 344.93711 167.71761 345.96835 curveto
167.7176 346.99961 167.4676 347.83164 166.96761 348.46445 curveto
166.47151 349.09726 165.82503 349.41367 165.02816 349.41367 curveto
164.54768 349.41367 164.13362 349.31992 163.78597 349.13242 curveto
163.44222 348.94101 163.15706 348.64999 162.9305 348.25937 curveto
166.59847 345.96835 moveto
166.59846 345.17539 166.4344 344.5543 166.10628 344.10507 curveto
165.78206 343.65195 165.33479 343.42539 164.76448 343.42538 curveto
164.19417 343.42539 163.74495 343.65195 163.41683 344.10507 curveto
163.09261 344.5543 162.9305 345.17539 162.9305 345.96835 curveto
162.9305 346.76132 163.09261 347.38437 163.41683 347.83749 curveto
163.74495 348.28671 164.19417 348.51132 164.76448 348.51132 curveto
165.33479 348.51132 165.78206 348.28671 166.10628 347.83749 curveto
166.4344 347.38437 166.59846 346.76132 166.59847 345.96835 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
172.48714 345.94492 moveto
171.61604 345.94492 171.01253 346.04453 170.67659 346.24374 curveto
170.34065 346.44297 170.17269 346.78281 170.17269 347.26328 curveto
170.17269 347.64609 170.29769 347.95078 170.54769 348.17734 curveto
170.80159 348.39999 171.14534 348.51132 171.57894 348.51132 curveto
172.17659 348.51132 172.65511 348.30039 173.01448 347.87851 curveto
173.37776 347.45273 173.5594 346.88828 173.55941 346.18515 curveto
173.55941 345.94492 lineto
172.48714 345.94492 lineto
174.63753 345.4996 moveto
174.63753 349.24374 lineto
173.55941 349.24374 lineto
173.55941 348.24765 lineto
173.31331 348.64609 173.00667 348.94101 172.63948 349.13242 curveto
172.27229 349.31992 171.82307 349.41367 171.29183 349.41367 curveto
170.61995 349.41367 170.0848 349.22617 169.68636 348.85117 curveto
169.29183 348.47226 169.09456 347.9664 169.09456 347.33359 curveto
169.09456 346.59531 169.34066 346.03867 169.83284 345.66367 curveto
170.32894 345.28867 171.06722 345.10117 172.04769 345.10117 curveto
173.55941 345.10117 lineto
173.55941 344.9957 lineto
173.5594 344.49961 173.39534 344.1168 173.06722 343.84726 curveto
172.743 343.57383 172.28596 343.43711 171.69613 343.4371 curveto
171.32112 343.43711 170.95589 343.48203 170.60042 343.57187 curveto
170.24495 343.66172 169.90315 343.79648 169.57503 343.97617 curveto
169.57503 342.98007 lineto
169.96956 342.82773 170.35237 342.71445 170.72347 342.64023 curveto
171.09456 342.56211 171.45589 342.52305 171.80745 342.52304 curveto
172.75667 342.52305 173.46565 342.76914 173.93441 343.26132 curveto
174.40315 343.75352 174.63753 344.49961 174.63753 345.4996 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
181.61019 342.9332 moveto
181.61019 343.94101 lineto
181.30549 343.77305 180.99885 343.64805 180.69027 343.56601 curveto
180.38557 343.48008 180.07698 343.43711 179.76448 343.4371 curveto
179.06526 343.43711 178.52229 343.65977 178.13558 344.10507 curveto
177.74886 344.54648 177.5555 345.16758 177.5555 345.96835 curveto
177.5555 346.76914 177.74886 347.39218 178.13558 347.83749 curveto
178.52229 348.2789 179.06526 348.4996 179.76448 348.4996 curveto
180.07698 348.4996 180.38557 348.45859 180.69027 348.37656 curveto
180.99885 348.29062 181.30549 348.16367 181.61019 347.9957 curveto
181.61019 348.99179 lineto
181.3094 349.13242 180.9969 349.23788 180.67269 349.3082 curveto
180.35237 349.37851 180.01057 349.41367 179.6473 349.41367 curveto
178.65901 349.41367 177.87386 349.10312 177.29183 348.48203 curveto
176.7098 347.86093 176.41878 347.02304 176.41878 345.96835 curveto
176.41878 344.89805 176.71175 344.05625 177.29769 343.44296 curveto
177.88753 342.82969 178.69417 342.52305 179.71761 342.52304 curveto
180.04964 342.52305 180.37385 342.5582 180.69027 342.62851 curveto
181.00667 342.69492 181.31331 342.79648 181.61019 342.9332 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
189.11019 345.69296 moveto
189.11019 346.22031 lineto
184.15316 346.22031 lineto
184.20003 346.9625 184.42269 347.5289 184.82113 347.91953 curveto
185.22347 348.30624 185.78206 348.4996 186.49691 348.4996 curveto
186.91096 348.4996 187.31135 348.44882 187.69808 348.34726 curveto
188.0887 348.2457 188.47542 348.09335 188.85823 347.89023 curveto
188.85823 348.90976 lineto
188.47151 349.07382 188.07503 349.19882 187.66878 349.28476 curveto
187.26253 349.3707 186.85042 349.41367 186.43245 349.41367 curveto
185.38558 349.41367 184.5555 349.10898 183.94222 348.4996 curveto
183.33284 347.89023 183.02816 347.06601 183.02816 346.02695 curveto
183.02816 344.95273 183.31722 344.10117 183.89534 343.47226 curveto
184.47737 342.83945 185.26058 342.52305 186.24495 342.52304 curveto
187.12776 342.52305 187.82503 342.8082 188.33675 343.37851 curveto
188.85237 343.94492 189.11018 344.7164 189.11019 345.69296 curveto
188.03206 345.37656 moveto
188.02424 344.78672 187.85823 344.31601 187.53402 343.96445 curveto
187.2137 343.61289 186.78792 343.43711 186.25667 343.4371 curveto
185.65511 343.43711 185.17268 343.60703 184.80941 343.94687 curveto
184.45003 344.28672 184.243 344.76523 184.18831 345.38242 curveto
188.03206 345.37656 lineto
fill
grestore
gsave [1 0 0 1 4.664726 1.428574] concat
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
166.1701 64.938065 moveto
166.1701 73.023326 159.60815 79.585277 151.52289 79.585277 curveto
143.43763 79.585277 136.87568 73.023326 136.87568 64.938065 curveto
136.87568 56.852804 143.43763 50.290853 151.52289 50.290853 curveto
159.60815 50.290853 166.1701 56.852804 166.1701 64.938065 curveto
closepath
stroke
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
402.0407 150.80103 moveto
402.0407 188.43931 371.49369 218.98632 333.85541 218.98632 curveto
296.21712 218.98632 265.67011 188.43931 265.67011 150.80103 curveto
265.67011 113.16274 296.21712 82.61573 333.85541 82.61573 curveto
371.49369 82.61573 402.0407 113.16274 402.0407 150.80103 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
2 setlinewidth
0 setlinejoin
0 setlinecap
newpath
326.57651 132.71932 moveto
343.04114 149.03072 350.0759 173.02303 355.34228 215.33136 curveto
stroke
0 0 0 setrgbcolor
[2 2] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
325.52166 133.12336 moveto
307.50709 150.7167 292.04392 170.43621 282.0851 194.74267 curveto
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
43.43656 392.22749 moveto
148.49243 392.73257 lineto
194.95944 364.4483 lineto
stroke
gsave [0.77080496 -0.21414881 0.21414881 0.77080496 148.49243 392.73257] concat
0 0 0 setrgbcolor
[] 0 setdash
1.25 setlinewidth
0 setlinejoin
0 setlinecap
newpath
0 5.65 moveto
0 -5.65 lineto
stroke
grestore
gsave [-0.51251912 0.31196819 -0.31196819 -0.51251912 197.52204 362.88846] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave
0 0 0 setrgbcolor
newpath
17.83439 374.38248 moveto
17.83439 376.24576 lineto
20.055093 376.24576 lineto
20.055093 377.08365 lineto
17.83439 377.08365 lineto
17.83439 380.64615 lineto
17.834387 381.18131 17.906653 381.52506 18.051187 381.6774 curveto
18.199621 381.82974 18.498449 381.90592 18.947671 381.90591 curveto
20.055093 381.90591 lineto
20.055093 382.80826 lineto
18.947671 382.80826 lineto
18.115637 382.80826 17.541419 382.65396 17.225015 382.34537 curveto
16.908607 382.03287 16.750404 381.46646 16.750405 380.64615 curveto
16.750405 377.08365 lineto
15.95939 377.08365 lineto
15.95939 376.24576 lineto
16.750405 376.24576 lineto
16.750405 374.38248 lineto
17.83439 374.38248 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
24.461343 379.50943 moveto
23.590246 379.50943 22.986731 379.60904 22.650796 379.80826 curveto
22.314856 380.00748 22.146888 380.34732 22.14689 380.82779 curveto
22.146888 381.2106 22.271888 381.51529 22.52189 381.74185 curveto
22.775794 381.96451 23.119543 382.07584 23.55314 382.07584 curveto
24.150792 382.07584 24.629307 381.8649 24.988687 381.44302 curveto
25.351963 381.01724 25.533603 380.45279 25.533608 379.74966 curveto
25.533608 379.50943 lineto
24.461343 379.50943 lineto
26.611733 379.06412 moveto
26.611733 382.80826 lineto
25.533608 382.80826 lineto
25.533608 381.81216 lineto
25.28751 382.2106 24.980869 382.50552 24.613687 382.69693 curveto
24.246495 382.88443 23.797277 382.97818 23.26603 382.97818 curveto
22.594153 382.97818 22.058997 382.79068 21.660562 382.41568 curveto
21.266029 382.03677 21.068764 381.53092 21.068765 380.8981 curveto
21.068764 380.15982 21.314857 379.60318 21.807046 379.22818 curveto
22.303138 378.85318 23.041418 378.66568 24.02189 378.66568 curveto
25.533608 378.66568 lineto
25.533608 378.56021 lineto
25.533603 378.06412 25.369541 377.68131 25.041421 377.41177 curveto
24.717198 377.13834 24.260167 377.00162 23.670327 377.00162 curveto
23.295324 377.00162 22.93009 377.04655 22.574624 377.13638 curveto
22.219153 377.22623 21.877357 377.361 21.549233 377.54068 curveto
21.549233 376.54459 lineto
21.943763 376.39225 22.326575 376.27897 22.697671 376.20474 curveto
23.068762 376.12662 23.43009 376.08756 23.781655 376.08755 curveto
24.73087 376.08756 25.439853 376.33366 25.908608 376.82584 curveto
26.377352 377.31803 26.611727 378.06412 26.611733 379.06412 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
34.316812 378.84732 moveto
34.316812 382.80826 lineto
33.238687 382.80826 lineto
33.238687 378.88248 lineto
33.238681 378.26139 33.117587 377.79654 32.875405 377.48795 curveto
32.633213 377.17936 32.269932 377.02506 31.785562 377.02505 curveto
31.203527 377.02506 30.744543 377.21061 30.408608 377.5817 curveto
30.072669 377.95279 29.9047 378.45865 29.904702 379.09927 curveto
29.904702 382.80826 lineto
28.820718 382.80826 lineto
28.820718 376.24576 lineto
29.904702 376.24576 lineto
29.904702 377.26529 lineto
30.162512 376.87076 30.465246 376.57584 30.812905 376.38052 curveto
31.164464 376.18522 31.568761 376.08756 32.025796 376.08755 curveto
32.779697 376.08756 33.350009 376.32194 33.736733 376.79068 curveto
34.123446 377.25553 34.316805 377.94108 34.316812 378.84732 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
40.79728 379.45084 moveto
40.797275 378.66959 40.635166 378.06412 40.310952 377.63443 curveto
39.990635 377.20475 39.539464 376.9899 38.957437 376.9899 curveto
38.379309 376.9899 37.928137 377.20475 37.603921 377.63443 curveto
37.283607 378.06412 37.12345 378.66959 37.123452 379.45084 curveto
37.12345 380.22818 37.283607 380.8317 37.603921 381.26138 curveto
37.928137 381.69107 38.379309 381.90592 38.957437 381.90591 curveto
39.539464 381.90592 39.990635 381.69107 40.310952 381.26138 curveto
40.635166 380.8317 40.797275 380.22818 40.79728 379.45084 curveto
41.875405 381.9938 moveto
41.875399 383.11099 41.627352 383.94107 41.131265 384.48404 curveto
40.635166 385.03091 39.875401 385.30435 38.851968 385.30435 curveto
38.473058 385.30435 38.115637 385.27505 37.779702 385.21646 curveto
37.443763 385.16177 37.117591 385.07583 36.801187 384.95865 curveto
36.801187 383.90982 lineto
37.117591 384.08169 37.430091 384.20865 37.738687 384.29068 curveto
38.047278 384.37271 38.36173 384.41373 38.682046 384.41373 curveto
39.389073 384.41373 39.918369 384.22818 40.269937 383.85709 curveto
40.621494 383.4899 40.797275 382.93326 40.79728 382.18716 curveto
40.79728 381.65396 lineto
40.574619 382.04068 40.289463 382.32974 39.941812 382.52115 curveto
39.594151 382.71256 39.178136 382.80826 38.693765 382.80826 curveto
37.889075 382.80826 37.240638 382.50162 36.748452 381.88834 curveto
36.256264 381.27506 36.01017 380.46256 36.010171 379.45084 curveto
36.01017 378.43522 36.256264 377.62076 36.748452 377.00748 curveto
37.240638 376.3942 37.889075 376.08756 38.693765 376.08755 curveto
39.178136 376.08756 39.594151 376.18326 39.941812 376.37466 curveto
40.289463 376.56608 40.574619 376.85514 40.79728 377.24185 curveto
40.79728 376.24576 lineto
41.875405 376.24576 lineto
41.875405 381.9938 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
49.70939 379.25748 moveto
49.70939 379.78482 lineto
44.752358 379.78482 lineto
44.799232 380.52701 45.021888 381.09342 45.420327 381.48404 curveto
45.822668 381.87076 46.381261 382.06412 47.096108 382.06412 curveto
47.510166 382.06412 47.910557 382.01334 48.29728 381.91177 curveto
48.6879 381.81021 49.074618 381.65787 49.457437 381.45474 curveto
49.457437 382.47427 lineto
49.070712 382.63834 48.674228 382.76334 48.267983 382.84927 curveto
47.861729 382.93521 47.44962 382.97818 47.031655 382.97818 curveto
45.984777 382.97818 45.1547 382.67349 44.541421 382.06412 curveto
43.932045 381.45474 43.627358 380.63053 43.627358 379.59146 curveto
43.627358 378.51725 43.91642 377.66569 44.494546 377.03677 curveto
45.076575 376.40397 45.859777 376.08756 46.844155 376.08755 curveto
47.726963 376.08756 48.424228 376.37272 48.935952 376.94302 curveto
49.451571 377.50944 49.709383 378.28092 49.70939 379.25748 curveto
48.631265 378.94107 moveto
48.623447 378.35123 48.457431 377.88053 48.133218 377.52896 curveto
47.8129 377.1774 47.38712 377.00162 46.855874 377.00162 curveto
46.254308 377.00162 45.771887 377.17154 45.408608 377.51138 curveto
45.049231 377.85123 44.8422 378.32975 44.787515 378.94693 curveto
48.631265 378.94107 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
56.910562 378.84732 moveto
56.910562 382.80826 lineto
55.832437 382.80826 lineto
55.832437 378.88248 lineto
55.832431 378.26139 55.711337 377.79654 55.469155 377.48795 curveto
55.226963 377.17936 54.863682 377.02506 54.379312 377.02505 curveto
53.797277 377.02506 53.338293 377.21061 53.002358 377.5817 curveto
52.666419 377.95279 52.49845 378.45865 52.498452 379.09927 curveto
52.498452 382.80826 lineto
51.414468 382.80826 lineto
51.414468 376.24576 lineto
52.498452 376.24576 lineto
52.498452 377.26529 lineto
52.756262 376.87076 53.058996 376.57584 53.406655 376.38052 curveto
53.758214 376.18522 54.162511 376.08756 54.619546 376.08755 curveto
55.373447 376.08756 55.943759 376.32194 56.330483 376.79068 curveto
56.717196 377.25553 56.910555 377.94108 56.910562 378.84732 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
63.795327 376.49771 moveto
63.795327 377.50552 lineto
63.490634 377.33756 63.183994 377.21256 62.875405 377.13052 curveto
62.570713 377.04459 62.26212 377.00162 61.949624 377.00162 curveto
61.250402 377.00162 60.707434 377.22428 60.320718 377.66959 curveto
59.933997 378.111 59.740638 378.73209 59.74064 379.53287 curveto
59.740638 380.33365 59.933997 380.9567 60.320718 381.40201 curveto
60.707434 381.84342 61.250402 382.06412 61.949624 382.06412 curveto
62.26212 382.06412 62.570713 382.0231 62.875405 381.94107 curveto
63.183994 381.85513 63.490634 381.72818 63.795327 381.56021 curveto
63.795327 382.5563 lineto
63.49454 382.69693 63.182041 382.8024 62.857827 382.87271 curveto
62.53751 382.94302 62.195714 382.97818 61.832437 382.97818 curveto
60.844152 382.97818 60.058997 382.66763 59.476968 382.04654 curveto
58.894936 381.42545 58.60392 380.58756 58.603921 379.53287 curveto
58.60392 378.46256 58.896889 377.62076 59.482827 377.00748 curveto
60.072669 376.3942 60.879309 376.08756 61.902749 376.08755 curveto
62.234776 376.08756 62.558994 376.12272 62.875405 376.19302 curveto
63.191806 376.25944 63.498447 376.361 63.795327 376.49771 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
68.412515 383.41763 moveto
68.107824 384.19888 67.810949 384.70865 67.52189 384.94693 curveto
67.232825 385.18521 66.846106 385.30435 66.361733 385.30435 curveto
65.500405 385.30435 lineto
65.500405 384.40201 lineto
66.133218 384.40201 lineto
66.430091 384.40201 66.660559 384.33169 66.824624 384.19107 curveto
66.988684 384.05044 67.170325 383.71841 67.369546 383.19498 curveto
67.562905 382.70279 lineto
64.908608 376.24576 lineto
66.051187 376.24576 lineto
68.101968 381.37857 lineto
70.152749 376.24576 lineto
71.295327 376.24576 lineto
68.412515 383.41763 lineto
fill
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
167.68533 397.53079 moveto
328.04704 333.3861 lineto
stroke
gsave [0.74278134 -0.29711257 0.29711257 0.74278134 167.68533 397.53079] concat
0 0 0 setrgbcolor
[] 0 setdash
1.25 setlinewidth
0 setlinejoin
0 setlinecap
newpath
0 5.65 moveto
0 -5.65 lineto
stroke
grestore
gsave [-0.55708601 0.22283442 -0.22283442 -0.55708601 330.83247 332.27193] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
341.05647 178.62973 moveto
331.98296 321.3212 lineto
stroke
gsave [0.069806158 -1.0977828 1.0977828 0.069806158 331.63393 326.81011] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave [0.925698 -0.378264 0.378264 0.925698 0 0] concat
gsave
0 0 0 setrgbcolor
newpath
152.07945 439.46356 moveto
152.07945 441.32684 lineto
154.30016 441.32684 lineto
154.30016 442.16473 lineto
152.07945 442.16473 lineto
152.07945 445.72723 lineto
152.07945 446.26239 152.15172 446.60614 152.29625 446.75848 curveto
152.44468 446.91083 152.74351 446.987 153.19273 446.987 curveto
154.30016 446.987 lineto
154.30016 447.88934 lineto
153.19273 447.88934 lineto
152.3607 447.88934 151.78648 447.73505 151.47008 447.42645 curveto
151.15367 447.11395 150.99547 446.54755 150.99547 445.72723 curveto
150.99547 442.16473 lineto
150.20445 442.16473 lineto
150.20445 441.32684 lineto
150.99547 441.32684 lineto
150.99547 439.46356 lineto
152.07945 439.46356 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
158.70641 444.59051 moveto
157.83531 444.59052 157.2318 444.69013 156.89586 444.88934 curveto
156.55992 445.08856 156.39195 445.42841 156.39195 445.90887 curveto
156.39195 446.29169 156.51695 446.59638 156.76695 446.82294 curveto
157.02086 447.04559 157.36461 447.15692 157.7982 447.15692 curveto
158.39586 447.15692 158.87437 446.94598 159.23375 446.52411 curveto
159.59703 446.09833 159.77867 445.53388 159.77867 444.83075 curveto
159.77867 444.59051 lineto
158.70641 444.59051 lineto
160.8568 444.1452 moveto
160.8568 447.88934 lineto
159.77867 447.88934 lineto
159.77867 446.89325 lineto
159.53257 447.29169 159.22593 447.58661 158.85875 447.77802 curveto
158.49156 447.96552 158.04234 448.05927 157.51109 448.05927 curveto
156.83922 448.05927 156.30406 447.87177 155.90563 447.49677 curveto
155.51109 447.11786 155.31383 446.612 155.31383 445.97919 curveto
155.31383 445.24091 155.55992 444.68427 156.05211 444.30926 curveto
156.5482 443.93427 157.28648 443.74677 158.26695 443.74676 curveto
159.77867 443.74676 lineto
159.77867 443.6413 lineto
159.77867 443.14521 159.61461 442.76239 159.28649 442.49286 curveto
158.96226 442.21943 158.50523 442.08271 157.91539 442.0827 curveto
157.54039 442.08271 157.17515 442.12763 156.81969 442.21747 curveto
156.46422 442.30732 156.12242 442.44208 155.7943 442.62176 curveto
155.7943 441.62567 lineto
156.18883 441.47333 156.57164 441.36005 156.94274 441.28583 curveto
157.31383 441.20771 157.67515 441.16865 158.02672 441.16864 curveto
158.97593 441.16865 159.68492 441.41474 160.15367 441.90692 curveto
160.62242 442.39911 160.85679 443.14521 160.8568 444.1452 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
168.56188 443.9284 moveto
168.56188 447.88934 lineto
167.48375 447.88934 lineto
167.48375 443.96356 lineto
167.48375 443.34247 167.36265 442.87763 167.12047 442.56903 curveto
166.87828 442.26044 166.515 442.10614 166.03063 442.10614 curveto
165.44859 442.10614 164.98961 442.29169 164.65367 442.66278 curveto
164.31773 443.03388 164.14977 443.53974 164.14977 444.18036 curveto
164.14977 447.88934 lineto
163.06578 447.88934 lineto
163.06578 441.32684 lineto
164.14977 441.32684 lineto
164.14977 442.34637 lineto
164.40758 441.95185 164.71031 441.65693 165.05797 441.46161 curveto
165.40953 441.2663 165.81383 441.16865 166.27086 441.16864 curveto
167.02476 441.16865 167.59508 441.40302 167.9818 441.87176 curveto
168.36851 442.33661 168.56187 443.02216 168.56188 443.9284 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
175.04235 444.53192 moveto
175.04234 443.75067 174.88023 443.14521 174.55602 442.71551 curveto
174.2357 442.28583 173.78453 442.07099 173.2025 442.07098 curveto
172.62438 442.07099 172.1732 442.28583 171.84899 442.71551 curveto
171.52867 443.14521 171.36852 443.75067 171.36852 444.53192 curveto
171.36852 445.30927 171.52867 445.91278 171.84899 446.34247 curveto
172.1732 446.77216 172.62438 446.987 173.2025 446.987 curveto
173.78453 446.987 174.2357 446.77216 174.55602 446.34247 curveto
174.88023 445.91278 175.04234 445.30927 175.04235 444.53192 curveto
176.12047 447.07489 moveto
176.12047 448.19208 175.87242 449.02215 175.37633 449.56512 curveto
174.88023 450.112 174.12047 450.38544 173.09704 450.38544 curveto
172.71813 450.38544 172.3607 450.35614 172.02477 450.29755 curveto
171.68883 450.24286 171.36266 450.15692 171.04625 450.03973 curveto
171.04625 448.99091 lineto
171.36266 449.16278 171.67516 449.28973 171.98375 449.37177 curveto
172.29234 449.4538 172.6068 449.49481 172.92711 449.49481 curveto
173.63414 449.49481 174.16344 449.30926 174.515 448.93817 curveto
174.86656 448.57098 175.04234 448.01434 175.04235 447.26825 curveto
175.04235 446.73505 lineto
174.81969 447.12177 174.53453 447.41083 174.18688 447.60223 curveto
173.83922 447.79364 173.4232 447.88934 172.93883 447.88934 curveto
172.13414 447.88934 171.4857 447.5827 170.99352 446.96942 curveto
170.50133 446.35614 170.25524 445.54364 170.25524 444.53192 curveto
170.25524 443.5163 170.50133 442.70185 170.99352 442.08856 curveto
171.4857 441.47529 172.13414 441.16865 172.93883 441.16864 curveto
173.4232 441.16865 173.83922 441.26435 174.18688 441.45575 curveto
174.53453 441.64716 174.81969 441.93622 175.04235 442.32294 curveto
175.04235 441.32684 lineto
176.12047 441.32684 lineto
176.12047 447.07489 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
183.95446 444.33856 moveto
183.95446 444.86591 lineto
178.99743 444.86591 lineto
179.0443 445.60809 179.26696 446.1745 179.6654 446.56512 curveto
180.06774 446.95184 180.62633 447.1452 181.34118 447.1452 curveto
181.75524 447.1452 182.15563 447.09442 182.54235 446.99286 curveto
182.93297 446.8913 183.31969 446.73895 183.70251 446.53583 curveto
183.70251 447.55536 lineto
183.31578 447.71942 182.9193 447.84442 182.51306 447.93036 curveto
182.1068 448.0163 181.69469 448.05927 181.27673 448.05927 curveto
180.22985 448.05927 179.39977 447.75458 178.78649 447.1452 curveto
178.17712 446.53583 177.87243 445.71161 177.87243 444.67255 curveto
177.87243 443.59833 178.16149 442.74677 178.73962 442.11786 curveto
179.32165 441.48505 180.10485 441.16865 181.08923 441.16864 curveto
181.97203 441.16865 182.6693 441.4538 183.18102 442.02411 curveto
183.69664 442.59052 183.95446 443.362 183.95446 444.33856 curveto
182.87634 444.02215 moveto
182.86852 443.43232 182.7025 442.96161 182.37829 442.61005 curveto
182.05797 442.25849 181.63219 442.08271 181.10095 442.0827 curveto
180.49938 442.08271 180.01696 442.25263 179.65368 442.59247 curveto
179.2943 442.93232 179.08727 443.41083 179.03259 444.02801 curveto
182.87634 444.02215 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
191.15563 443.9284 moveto
191.15563 447.88934 lineto
190.07751 447.88934 lineto
190.07751 443.96356 lineto
190.0775 443.34247 189.95641 442.87763 189.71423 442.56903 curveto
189.47203 442.26044 189.10875 442.10614 188.62438 442.10614 curveto
188.04235 442.10614 187.58336 442.29169 187.24743 442.66278 curveto
186.91149 443.03388 186.74352 443.53974 186.74352 444.18036 curveto
186.74352 447.88934 lineto
185.65954 447.88934 lineto
185.65954 441.32684 lineto
186.74352 441.32684 lineto
186.74352 442.34637 lineto
187.00133 441.95185 187.30407 441.65693 187.65173 441.46161 curveto
188.00329 441.2663 188.40758 441.16865 188.86462 441.16864 curveto
189.61852 441.16865 190.18883 441.40302 190.57556 441.87176 curveto
190.96227 442.33661 191.15563 443.02216 191.15563 443.9284 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
198.0404 441.57879 moveto
198.0404 442.58661 lineto
197.73571 442.41864 197.42907 442.29364 197.12048 442.21161 curveto
196.81579 442.12568 196.5072 442.08271 196.1947 442.0827 curveto
195.49548 442.08271 194.95251 442.30536 194.56579 442.75067 curveto
194.17907 443.19208 193.98571 443.81317 193.98571 444.61395 curveto
193.98571 445.41474 194.17907 446.03778 194.56579 446.48309 curveto
194.95251 446.9245 195.49548 447.1452 196.1947 447.1452 curveto
196.5072 447.1452 196.81579 447.10419 197.12048 447.02216 curveto
197.42907 446.93622 197.73571 446.80927 198.0404 446.6413 curveto
198.0404 447.63739 lineto
197.73962 447.77802 197.42712 447.88348 197.1029 447.9538 curveto
196.78259 448.02411 196.44079 448.05927 196.07751 448.05927 curveto
195.08923 448.05927 194.30407 447.74872 193.72204 447.12762 curveto
193.14001 446.50653 192.84899 445.66864 192.849 444.61395 curveto
192.84899 443.54364 193.14196 442.70185 193.7279 442.08856 curveto
194.31774 441.47529 195.12438 441.16865 196.14782 441.16864 curveto
196.47985 441.16865 196.80407 441.2038 197.12048 441.27411 curveto
197.43688 441.34052 197.74352 441.44208 198.0404 441.57879 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
202.65759 448.49872 moveto
202.3529 449.27997 202.05602 449.78973 201.76696 450.02802 curveto
201.4779 450.26629 201.09118 450.38544 200.60681 450.38544 curveto
199.74548 450.38544 lineto
199.74548 449.48309 lineto
200.37829 449.48309 lineto
200.67517 449.48309 200.90563 449.41278 201.0697 449.27216 curveto
201.23376 449.13153 201.4154 448.7995 201.61462 448.27606 curveto
201.80798 447.78387 lineto
199.15368 441.32684 lineto
200.29626 441.32684 lineto
202.34704 446.45966 lineto
204.39782 441.32684 lineto
205.5404 441.32684 lineto
202.65759 448.49872 lineto
fill
grestore
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
173.74624 402.58156 moveto
261.37697 391.97495 lineto
stroke
gsave [0.79420357 -0.096128465 0.096128465 0.79420357 173.74624 402.58156] concat
0 0 0 setrgbcolor
[] 0 setdash
1.25 setlinewidth
0 setlinejoin
0 setlinecap
newpath
0 5.65 moveto
0 -5.65 lineto
stroke
grestore
gsave [-0.59565268 0.072096349 -0.072096349 -0.59565268 264.35523 391.61447] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave
0 0 0 setrgbcolor
newpath
250.36919 375.61005 moveto
250.36919 377.47333 lineto
252.58989 377.47333 lineto
252.58989 378.31122 lineto
250.36919 378.31122 lineto
250.36919 381.87372 lineto
250.36918 382.40888 250.44145 382.75263 250.58598 382.90497 curveto
250.73442 383.05731 251.03325 383.13348 251.48247 383.13348 curveto
252.58989 383.13348 lineto
252.58989 384.03583 lineto
251.48247 384.03583 lineto
250.65043 384.03583 250.07622 383.88153 249.75981 383.57294 curveto
249.4434 383.26044 249.2852 382.69403 249.2852 381.87372 curveto
249.2852 378.31122 lineto
248.49419 378.31122 lineto
248.49419 377.47333 lineto
249.2852 377.47333 lineto
249.2852 375.61005 lineto
250.36919 375.61005 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
256.99614 380.737 moveto
256.12504 380.737 255.52153 380.83661 255.18559 381.03583 curveto
254.84965 381.23505 254.68168 381.57489 254.68169 382.05536 curveto
254.68168 382.43817 254.80668 382.74286 255.05669 382.96942 curveto
255.31059 383.19208 255.65434 383.30341 256.08794 383.30341 curveto
256.68559 383.30341 257.1641 383.09247 257.52348 382.67059 curveto
257.88676 382.24481 258.0684 381.68036 258.06841 380.97723 curveto
258.06841 380.737 lineto
256.99614 380.737 lineto
259.14653 380.29169 moveto
259.14653 384.03583 lineto
258.06841 384.03583 lineto
258.06841 383.03973 lineto
257.82231 383.43817 257.51567 383.73309 257.14848 383.9245 curveto
256.78129 384.112 256.33207 384.20575 255.80083 384.20575 curveto
255.12895 384.20575 254.59379 384.01825 254.19536 383.64325 curveto
253.80083 383.26434 253.60356 382.75849 253.60356 382.12567 curveto
253.60356 381.38739 253.84965 380.83075 254.34184 380.45575 curveto
254.83793 380.08075 255.57621 379.89325 256.55669 379.89325 curveto
258.06841 379.89325 lineto
258.06841 379.78778 lineto
258.0684 379.29169 257.90434 378.90888 257.57622 378.63934 curveto
257.25199 378.36591 256.79496 378.22919 256.20512 378.22919 curveto
255.83012 378.22919 255.46489 378.27411 255.10942 378.36395 curveto
254.75395 378.4538 254.41215 378.58857 254.08403 378.76825 curveto
254.08403 377.77216 lineto
254.47856 377.61982 254.86137 377.50654 255.23247 377.43231 curveto
255.60356 377.35419 255.96489 377.31513 256.31645 377.31512 curveto
257.26567 377.31513 257.97465 377.56122 258.44341 378.05341 curveto
258.91215 378.5456 259.14652 379.29169 259.14653 380.29169 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
266.85161 380.07489 moveto
266.85161 384.03583 lineto
265.77348 384.03583 lineto
265.77348 380.11005 lineto
265.77348 379.48896 265.65238 379.02411 265.4102 378.71552 curveto
265.16801 378.40693 264.80473 378.25263 264.32036 378.25262 curveto
263.73832 378.25263 263.27934 378.43818 262.94341 378.80927 curveto
262.60747 379.18036 262.4395 379.68622 262.4395 380.32684 curveto
262.4395 384.03583 lineto
261.35551 384.03583 lineto
261.35551 377.47333 lineto
262.4395 377.47333 lineto
262.4395 378.49286 lineto
262.69731 378.09833 263.00004 377.80341 263.3477 377.60809 curveto
263.69926 377.41279 264.10356 377.31513 264.56059 377.31512 curveto
265.31449 377.31513 265.88481 377.54951 266.27153 378.01825 curveto
266.65824 378.4831 266.8516 379.16865 266.85161 380.07489 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
273.33208 380.67841 moveto
273.33207 379.89716 273.16996 379.29169 272.84575 378.862 curveto
272.52543 378.43232 272.07426 378.21747 271.49223 378.21747 curveto
270.91411 378.21747 270.46293 378.43232 270.13872 378.862 curveto
269.8184 379.29169 269.65825 379.89716 269.65825 380.67841 curveto
269.65825 381.45575 269.8184 382.05927 270.13872 382.48895 curveto
270.46293 382.91864 270.91411 383.13348 271.49223 383.13348 curveto
272.07426 383.13348 272.52543 382.91864 272.84575 382.48895 curveto
273.16996 382.05927 273.33207 381.45575 273.33208 380.67841 curveto
274.4102 383.22137 moveto
274.4102 384.33856 274.16215 385.16864 273.66606 385.71161 curveto
273.16996 386.25848 272.4102 386.53192 271.38676 386.53192 curveto
271.00786 386.53192 270.65043 386.50262 270.3145 386.44403 curveto
269.97856 386.38934 269.65239 386.3034 269.33598 386.18622 curveto
269.33598 385.13739 lineto
269.65239 385.30926 269.96489 385.43622 270.27348 385.51825 curveto
270.58207 385.60028 270.89653 385.64129 271.21684 385.6413 curveto
271.92387 385.64129 272.45317 385.45575 272.80473 385.08466 curveto
273.15629 384.71747 273.33207 384.16083 273.33208 383.41473 curveto
273.33208 382.88153 lineto
273.10942 383.26825 272.82426 383.55731 272.47661 383.74872 curveto
272.12895 383.94012 271.71293 384.03583 271.22856 384.03583 curveto
270.42387 384.03583 269.77543 383.72919 269.28325 383.11591 curveto
268.79106 382.50263 268.54497 381.69013 268.54497 380.67841 curveto
268.54497 379.66279 268.79106 378.84833 269.28325 378.23505 curveto
269.77543 377.62177 270.42387 377.31513 271.22856 377.31512 curveto
271.71293 377.31513 272.12895 377.41083 272.47661 377.60223 curveto
272.82426 377.79365 273.10942 378.08271 273.33208 378.46942 curveto
273.33208 377.47333 lineto
274.4102 377.47333 lineto
274.4102 383.22137 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
282.24419 380.48505 moveto
282.24419 381.01239 lineto
277.28716 381.01239 lineto
277.33403 381.75458 277.55668 382.32099 277.95512 382.71161 curveto
278.35746 383.09833 278.91606 383.29169 279.63091 383.29169 curveto
280.04496 383.29169 280.44535 383.24091 280.83208 383.13934 curveto
281.2227 383.03778 281.60941 382.88544 281.99223 382.68231 curveto
281.99223 383.70184 lineto
281.60551 383.86591 281.20902 383.99091 280.80278 384.07684 curveto
280.39653 384.16278 279.98442 384.20575 279.56645 384.20575 curveto
278.51957 384.20575 277.6895 383.90106 277.07622 383.29169 curveto
276.46684 382.68231 276.16215 381.8581 276.16216 380.81903 curveto
276.16215 379.74482 276.45122 378.89325 277.02934 378.26434 curveto
277.61137 377.63154 278.39457 377.31513 279.37895 377.31512 curveto
280.26176 377.31513 280.95902 377.60029 281.47075 378.17059 curveto
281.98637 378.737 282.24418 379.50849 282.24419 380.48505 curveto
281.16606 380.16864 moveto
281.15824 379.5788 280.99223 379.1081 280.66801 378.75653 curveto
280.3477 378.40497 279.92192 378.22919 279.39067 378.22919 curveto
278.7891 378.22919 278.30668 378.39911 277.94341 378.73895 curveto
277.58403 379.0788 277.377 379.55732 277.32231 380.1745 curveto
281.16606 380.16864 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
289.44536 380.07489 moveto
289.44536 384.03583 lineto
288.36723 384.03583 lineto
288.36723 380.11005 lineto
288.36723 379.48896 288.24613 379.02411 288.00395 378.71552 curveto
287.76176 378.40693 287.39848 378.25263 286.91411 378.25262 curveto
286.33207 378.25263 285.87309 378.43818 285.53716 378.80927 curveto
285.20122 379.18036 285.03325 379.68622 285.03325 380.32684 curveto
285.03325 384.03583 lineto
283.94926 384.03583 lineto
283.94926 377.47333 lineto
285.03325 377.47333 lineto
285.03325 378.49286 lineto
285.29106 378.09833 285.59379 377.80341 285.94145 377.60809 curveto
286.29301 377.41279 286.69731 377.31513 287.15434 377.31512 curveto
287.90824 377.31513 288.47856 377.54951 288.86528 378.01825 curveto
289.25199 378.4831 289.44535 379.16865 289.44536 380.07489 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
296.33012 377.72528 moveto
296.33012 378.73309 lineto
296.02543 378.56513 295.71879 378.44013 295.4102 378.35809 curveto
295.10551 378.27216 294.79692 378.22919 294.48442 378.22919 curveto
293.7852 378.22919 293.24223 378.45185 292.85551 378.89716 curveto
292.46879 379.33857 292.27543 379.95966 292.27544 380.76044 curveto
292.27543 381.56122 292.46879 382.18427 292.85551 382.62958 curveto
293.24223 383.07098 293.7852 383.29169 294.48442 383.29169 curveto
294.79692 383.29169 295.10551 383.25067 295.4102 383.16864 curveto
295.71879 383.0827 296.02543 382.95575 296.33012 382.78778 curveto
296.33012 383.78387 lineto
296.02934 383.9245 295.71684 384.02997 295.39262 384.10028 curveto
295.07231 384.17059 294.73051 384.20575 294.36723 384.20575 curveto
293.37895 384.20575 292.59379 383.8952 292.01176 383.27411 curveto
291.42973 382.65302 291.13872 381.81513 291.13872 380.76044 curveto
291.13872 379.69013 291.43169 378.84833 292.01762 378.23505 curveto
292.60747 377.62177 293.41411 377.31513 294.43755 377.31512 curveto
294.76957 377.31513 295.09379 377.35029 295.4102 377.42059 curveto
295.7266 377.48701 296.03324 377.58857 296.33012 377.72528 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
300.94731 384.6452 moveto
300.64262 385.42645 300.34575 385.93622 300.05669 386.1745 curveto
299.76762 386.41278 299.3809 386.53192 298.89653 386.53192 curveto
298.0352 386.53192 lineto
298.0352 385.62958 lineto
298.66801 385.62958 lineto
298.96489 385.62958 299.19536 385.55926 299.35942 385.41864 curveto
299.52348 385.27801 299.70512 384.94598 299.90434 384.42255 curveto
300.0977 383.93036 lineto
297.44341 377.47333 lineto
298.58598 377.47333 lineto
300.63676 382.60614 lineto
302.68755 377.47333 lineto
303.83012 377.47333 lineto
300.94731 384.6452 lineto
fill
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
354.22434 207.36214 moveto
410.92111 214.77556 390.25206 394.50275 279.87345 392.03188 curveto
stroke
gsave [1.0997245 0.024617779 -0.024617779 1.0997245 274.37483 391.90879] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave
0.49803922 0.49803922 0.49803922 setrgbcolor
newpath
174.28572 53.79075 moveto
209.18134 54.57121 254.72558 58.191195 276.42857 75.933607 curveto
281.42857 62.362179 lineto
281.42857 102.36218 lineto
247.85714 110.93361 lineto
259.28571 103.79075 lineto
234.70045 67.546534 174.41142 64.842228 174.28572 65.219322 curveto
181.42858 59.505036 lineto
174.28572 53.79075 lineto
closepath
eofill
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
305.31861 135.14367 moveto
325.85301 153.00311 340.09115 173.72378 353.30085 201.30866 curveto
352.75191 195.11051 348.09182 144.0692 336.12826 133.12336 curveto
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
313.65237 133.12336 moveto
329.84909 147.24836 341.2915 162.9929 350.01786 181.61069 curveto
348.495 174.37127 344.93023 146.4237 332.84527 132.61829 curveto
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
460.54947 452.91529 moveto
458.52673 350.46844 519.2043 403.15476 519.1209 435.77243 curveto
518.93221 508.13438 460.92325 471.84631 460.54947 452.91529 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
520.53278 284.20021 moveto
519.20905 248.8848 558.41854 273.31813 559.10421 297.05735 curveto
561.15502 368.06033 521.61653 313.11334 520.53278 284.20021 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
570.54947 452.91529 moveto
568.52673 350.46844 629.2043 403.15476 629.1209 435.77243 curveto
628.93221 508.13438 570.92325 471.84631 570.54947 452.91529 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
630.53278 284.20021 moveto
629.20905 248.8848 668.41854 273.31813 669.10421 297.05735 curveto
671.15502 368.06033 631.61653 313.11334 630.53278 284.20021 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
680.54947 452.91529 moveto
678.52673 350.46844 739.2043 403.15476 739.1209 435.77243 curveto
738.93221 508.13438 680.92325 471.84631 680.54947 452.91529 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
740.53278 284.20021 moveto
739.20905 248.8848 778.41854 273.31813 779.10421 297.05735 curveto
781.15502 368.06033 741.61653 313.11334 740.53278 284.20021 curveto
closepath
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
508.36586 113.20959 moveto
538.91243 56.392971 588.47408 77.090097 613.84259 124.44267 curveto
651.39292 194.53371 658.79493 320.62008 658.79493 320.62008 curveto
stroke
gsave [-0.064465466 -1.0981094 1.0981094 -0.064465466 659.11726 326.11063] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
372.85036 391.84942 moveto
480.76337 392.3545 lineto
657.23038 334.07023 lineto
stroke
gsave [0.79999124 0.0037443083 -0.0037443083 0.79999124 372.85036 391.84942] concat
0 0 0 setrgbcolor
[] 0 setdash
1.25 setlinewidth
0 setlinejoin
0 setlinecap
newpath
0 5.65 moveto
0 -5.65 lineto
stroke
grestore
gsave [-0.56972898 0.1881725 -0.1881725 -0.56972898 660.07902 333.12937] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave
0 0 0 setrgbcolor
newpath
341.18726 377.03485 moveto
341.18726 378.89813 lineto
343.40796 378.89813 lineto
343.40796 379.73602 lineto
341.18726 379.73602 lineto
341.18726 383.29852 lineto
341.18725 383.83368 341.25952 384.17743 341.40405 384.32977 curveto
341.55249 384.48212 341.85132 384.55829 342.30054 384.55829 curveto
343.40796 384.55829 lineto
343.40796 385.46063 lineto
342.30054 385.46063 lineto
341.4685 385.46063 340.89429 385.30634 340.57788 384.99774 curveto
340.26147 384.68524 340.10327 384.11884 340.10327 383.29852 curveto
340.10327 379.73602 lineto
339.31226 379.73602 lineto
339.31226 378.89813 lineto
340.10327 378.89813 lineto
340.10327 377.03485 lineto
341.18726 377.03485 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
347.81421 382.1618 moveto
346.94311 382.16181 346.3396 382.26142 346.00366 382.46063 curveto
345.66772 382.65985 345.49975 382.9997 345.49976 383.48016 curveto
345.49975 383.86298 345.62475 384.16766 345.87476 384.39423 curveto
346.12866 384.61688 346.47241 384.72821 346.90601 384.72821 curveto
347.50366 384.72821 347.98217 384.51727 348.34155 384.0954 curveto
348.70483 383.66962 348.88647 383.10517 348.88647 382.40204 curveto
348.88647 382.1618 lineto
347.81421 382.1618 lineto
349.9646 381.71649 moveto
349.9646 385.46063 lineto
348.88647 385.46063 lineto
348.88647 384.46454 lineto
348.64038 384.86298 348.33374 385.1579 347.96655 385.3493 curveto
347.59936 385.5368 347.15014 385.63055 346.6189 385.63055 curveto
345.94702 385.63055 345.41186 385.44305 345.01343 385.06805 curveto
344.6189 384.68915 344.42163 384.18329 344.42163 383.55048 curveto
344.42163 382.8122 344.66772 382.25556 345.15991 381.88055 curveto
345.656 381.50556 346.39428 381.31806 347.37476 381.31805 curveto
348.88647 381.31805 lineto
348.88647 381.21259 lineto
348.88647 380.7165 348.72241 380.33368 348.39429 380.06415 curveto
348.07006 379.79072 347.61303 379.654 347.02319 379.65399 curveto
346.64819 379.654 346.28296 379.69892 345.92749 379.78876 curveto
345.57202 379.87861 345.23022 380.01337 344.9021 380.19305 curveto
344.9021 379.19696 lineto
345.29663 379.04462 345.67944 378.93134 346.05054 378.85712 curveto
346.42163 378.779 346.78296 378.73994 347.13452 378.73993 curveto
348.08374 378.73994 348.79272 378.98603 349.26147 379.47821 curveto
349.73022 379.9704 349.96459 380.7165 349.9646 381.71649 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
357.66968 381.49969 moveto
357.66968 385.46063 lineto
356.59155 385.46063 lineto
356.59155 381.53485 lineto
356.59155 380.91376 356.47045 380.44892 356.22827 380.14032 curveto
355.98608 379.83173 355.6228 379.67743 355.13843 379.67743 curveto
354.55639 379.67743 354.09741 379.86298 353.76147 380.23407 curveto
353.42553 380.60517 353.25757 381.11103 353.25757 381.75165 curveto
353.25757 385.46063 lineto
352.17358 385.46063 lineto
352.17358 378.89813 lineto
353.25757 378.89813 lineto
353.25757 379.91766 lineto
353.51538 379.52314 353.81811 379.22822 354.16577 379.0329 curveto
354.51733 378.83759 354.92163 378.73994 355.37866 378.73993 curveto
356.13256 378.73994 356.70288 378.97431 357.0896 379.44305 curveto
357.47631 379.9079 357.66967 380.59345 357.66968 381.49969 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
364.15015 382.10321 moveto
364.15014 381.32196 363.98803 380.7165 363.66382 380.2868 curveto
363.3435 379.85712 362.89233 379.64228 362.3103 379.64227 curveto
361.73217 379.64228 361.281 379.85712 360.95679 380.2868 curveto
360.63647 380.7165 360.47632 381.32196 360.47632 382.10321 curveto
360.47632 382.88056 360.63647 383.48407 360.95679 383.91376 curveto
361.281 384.34345 361.73217 384.55829 362.3103 384.55829 curveto
362.89233 384.55829 363.3435 384.34345 363.66382 383.91376 curveto
363.98803 383.48407 364.15014 382.88056 364.15015 382.10321 curveto
365.22827 384.64618 moveto
365.22826 385.76337 364.98022 386.59344 364.48413 387.13641 curveto
363.98803 387.68329 363.22827 387.95672 362.20483 387.95673 curveto
361.82592 387.95672 361.4685 387.92743 361.13257 387.86884 curveto
360.79663 387.81415 360.47046 387.72821 360.15405 387.61102 curveto
360.15405 386.56219 lineto
360.47046 386.73407 360.78296 386.86102 361.09155 386.94305 curveto
361.40014 387.02508 361.7146 387.0661 362.03491 387.0661 curveto
362.74194 387.0661 363.27124 386.88055 363.6228 386.50946 curveto
363.97436 386.14227 364.15014 385.58563 364.15015 384.83954 curveto
364.15015 384.30634 lineto
363.92749 384.69305 363.64233 384.98212 363.29468 385.17352 curveto
362.94702 385.36493 362.531 385.46063 362.04663 385.46063 curveto
361.24194 385.46063 360.5935 385.15399 360.10132 384.54071 curveto
359.60913 383.92743 359.36304 383.11493 359.36304 382.10321 curveto
359.36304 381.08759 359.60913 380.27314 360.10132 379.65985 curveto
360.5935 379.04658 361.24194 378.73994 362.04663 378.73993 curveto
362.531 378.73994 362.94702 378.83564 363.29468 379.02704 curveto
363.64233 379.21845 363.92749 379.50751 364.15015 379.89423 curveto
364.15015 378.89813 lineto
365.22827 378.89813 lineto
365.22827 384.64618 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
373.06226 381.90985 moveto
373.06226 382.43719 lineto
368.10522 382.43719 lineto
368.1521 383.17938 368.37475 383.74579 368.77319 384.13641 curveto
369.17553 384.52313 369.73413 384.71649 370.44897 384.71649 curveto
370.86303 384.71649 371.26342 384.66571 371.65015 384.56415 curveto
372.04077 384.46259 372.42748 384.31024 372.8103 384.10712 curveto
372.8103 385.12665 lineto
372.42358 385.29071 372.02709 385.41571 371.62085 385.50165 curveto
371.21459 385.58759 370.80249 385.63055 370.38452 385.63055 curveto
369.33764 385.63055 368.50757 385.32587 367.89429 384.71649 curveto
367.28491 384.10712 366.98022 383.2829 366.98022 382.24384 curveto
366.98022 381.16962 367.26929 380.31806 367.84741 379.68915 curveto
368.42944 379.05634 369.21264 378.73994 370.19702 378.73993 curveto
371.07983 378.73994 371.77709 379.02509 372.28882 379.5954 curveto
372.80444 380.16181 373.06225 380.93329 373.06226 381.90985 curveto
371.98413 381.59344 moveto
371.97631 381.00361 371.8103 380.5329 371.48608 380.18134 curveto
371.16577 379.82978 370.73999 379.654 370.20874 379.65399 curveto
369.60717 379.654 369.12475 379.82392 368.76147 380.16376 curveto
368.4021 380.50361 368.19507 380.98212 368.14038 381.5993 curveto
371.98413 381.59344 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
380.26343 381.49969 moveto
380.26343 385.46063 lineto
379.1853 385.46063 lineto
379.1853 381.53485 lineto
379.1853 380.91376 379.0642 380.44892 378.82202 380.14032 curveto
378.57983 379.83173 378.21655 379.67743 377.73218 379.67743 curveto
377.15014 379.67743 376.69116 379.86298 376.35522 380.23407 curveto
376.01928 380.60517 375.85132 381.11103 375.85132 381.75165 curveto
375.85132 385.46063 lineto
374.76733 385.46063 lineto
374.76733 378.89813 lineto
375.85132 378.89813 lineto
375.85132 379.91766 lineto
376.10913 379.52314 376.41186 379.22822 376.75952 379.0329 curveto
377.11108 378.83759 377.51538 378.73994 377.97241 378.73993 curveto
378.72631 378.73994 379.29663 378.97431 379.68335 379.44305 curveto
380.07006 379.9079 380.26342 380.59345 380.26343 381.49969 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
387.14819 379.15009 moveto
387.14819 380.1579 lineto
386.8435 379.98993 386.53686 379.86493 386.22827 379.7829 curveto
385.92358 379.69697 385.61499 379.654 385.30249 379.65399 curveto
384.60327 379.654 384.0603 379.87665 383.67358 380.32196 curveto
383.28686 380.76337 383.0935 381.38446 383.09351 382.18524 curveto
383.0935 382.98603 383.28686 383.60907 383.67358 384.05438 curveto
384.0603 384.49579 384.60327 384.71649 385.30249 384.71649 curveto
385.61499 384.71649 385.92358 384.67548 386.22827 384.59344 curveto
386.53686 384.50751 386.8435 384.38056 387.14819 384.21259 curveto
387.14819 385.20868 lineto
386.84741 385.3493 386.53491 385.45477 386.21069 385.52509 curveto
385.89038 385.5954 385.54858 385.63055 385.1853 385.63055 curveto
384.19702 385.63055 383.41186 385.32001 382.82983 384.69891 curveto
382.2478 384.07782 381.95679 383.23993 381.95679 382.18524 curveto
381.95679 381.11493 382.24975 380.27314 382.83569 379.65985 curveto
383.42553 379.04658 384.23217 378.73994 385.25562 378.73993 curveto
385.58764 378.73994 385.91186 378.77509 386.22827 378.8454 curveto
386.54467 378.91181 386.85131 379.01337 387.14819 379.15009 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
391.76538 386.07001 moveto
391.46069 386.85126 391.16382 387.36102 390.87476 387.5993 curveto
390.58569 387.83758 390.19897 387.95672 389.7146 387.95673 curveto
388.85327 387.95673 lineto
388.85327 387.05438 lineto
389.48608 387.05438 lineto
389.78296 387.05438 390.01343 386.98407 390.17749 386.84344 curveto
390.34155 386.70282 390.52319 386.37079 390.72241 385.84735 curveto
390.91577 385.35516 lineto
388.26147 378.89813 lineto
389.40405 378.89813 lineto
391.45483 384.03094 lineto
393.50562 378.89813 lineto
394.64819 378.89813 lineto
391.76538 386.07001 lineto
fill
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
539.76109 200.36297 moveto
758.23804 325.57548 lineto
stroke
gsave [-0.9543732 -0.546966 0.546966 -0.9543732 763.00991 328.31031] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
514.88448 418.21364 moveto
766.08664 334.74989 lineto
stroke
gsave [0.75919136 -0.25224687 0.25224687 0.75919136 514.88448 418.21364] concat
0 0 0 setrgbcolor
[] 0 setdash
1.25 setlinewidth
0 setlinejoin
0 setlinecap
newpath
0 5.65 moveto
0 -5.65 lineto
stroke
grestore
gsave [-0.56939352 0.18918515 -0.18918515 -0.56939352 768.93361 333.80396] concat
gsave
0 0 0 setrgbcolor
newpath
8.7185878 4.0337352 moveto
-2.2072895 0.016013256 lineto
8.7185884 -4.0017078 lineto
6.97309 -1.6296469 6.9831476 1.6157441 8.7185878 4.0337352 curveto
closepath
eofill
grestore
grestore
gsave [0.957253 -0.289251 0.289251 0.957253 0 0] concat
gsave
0 0 0 setrgbcolor
newpath
414.45923 533.651 moveto
414.45923 535.51429 lineto
416.67993 535.51429 lineto
416.67993 536.35218 lineto
414.45923 536.35218 lineto
414.45923 539.91467 lineto
414.45923 540.44983 414.53149 540.79358 414.67602 540.94592 curveto
414.82446 541.09827 415.12329 541.17444 415.57251 541.17444 curveto
416.67993 541.17444 lineto
416.67993 542.07678 lineto
415.57251 542.07678 lineto
414.74047 542.07678 414.16626 541.92249 413.84985 541.61389 curveto
413.53345 541.30139 413.37524 540.73499 413.37524 539.91467 curveto
413.37524 536.35218 lineto
412.58423 536.35218 lineto
412.58423 535.51429 lineto
413.37524 535.51429 lineto
413.37524 533.651 lineto
414.45923 533.651 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
421.08618 538.77796 moveto
420.21508 538.77796 419.61157 538.87757 419.27563 539.07678 curveto
418.93969 539.27601 418.77172 539.61585 418.77173 540.09631 curveto
418.77172 540.47913 418.89672 540.78382 419.14673 541.01038 curveto
419.40063 541.23303 419.74438 541.34436 420.17797 541.34436 curveto
420.77563 541.34436 421.25414 541.13342 421.61352 540.71155 curveto
421.9768 540.28577 422.15844 539.72132 422.15844 539.01819 curveto
422.15844 538.77796 lineto
421.08618 538.77796 lineto
423.23657 538.33264 moveto
423.23657 542.07678 lineto
422.15844 542.07678 lineto
422.15844 541.08069 lineto
421.91234 541.47913 421.6057 541.77405 421.23852 541.96545 curveto
420.87133 542.15295 420.42211 542.2467 419.89087 542.2467 curveto
419.21899 542.2467 418.68383 542.0592 418.2854 541.6842 curveto
417.89087 541.3053 417.6936 540.79944 417.6936 540.16663 curveto
417.6936 539.42835 417.93969 538.87171 418.43188 538.49671 curveto
418.92797 538.12171 419.66625 537.93421 420.64672 537.93421 curveto
422.15844 537.93421 lineto
422.15844 537.82874 lineto
422.15844 537.33265 421.99437 536.94984 421.66626 536.6803 curveto
421.34203 536.40687 420.885 536.27015 420.29516 536.27014 curveto
419.92016 536.27015 419.55493 536.31507 419.19946 536.40491 curveto
418.84399 536.49476 418.50219 536.62952 418.17407 536.80921 curveto
418.17407 535.81311 lineto
418.5686 535.66078 418.95141 535.54749 419.32251 535.47327 curveto
419.6936 535.39515 420.05492 535.35609 420.40649 535.35608 curveto
421.3557 535.35609 422.06469 535.60218 422.53344 536.09436 curveto
423.00219 536.58656 423.23656 537.33265 423.23657 538.33264 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
430.94164 538.11585 moveto
430.94164 542.07678 lineto
429.86352 542.07678 lineto
429.86352 538.151 lineto
429.86351 537.52991 429.74242 537.06507 429.50024 536.75647 curveto
429.25804 536.44788 428.89476 536.29359 428.41039 536.29358 curveto
427.82836 536.29359 427.36937 536.47913 427.03344 536.85022 curveto
426.6975 537.22132 426.52953 537.72718 426.52953 538.3678 curveto
426.52953 542.07678 lineto
425.44555 542.07678 lineto
425.44555 535.51429 lineto
426.52953 535.51429 lineto
426.52953 536.53382 lineto
426.78734 536.13929 427.09008 535.84437 427.43774 535.64905 curveto
427.7893 535.45375 428.19359 535.35609 428.65063 535.35608 curveto
429.40453 535.35609 429.97484 535.59046 430.36156 536.05921 curveto
430.74828 536.52406 430.94163 537.2096 430.94164 538.11585 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
437.42211 538.71936 moveto
437.4221 537.93812 437.25999 537.33265 436.93578 536.90296 curveto
436.61546 536.47327 436.16429 536.25843 435.58226 536.25843 curveto
435.00414 536.25843 434.55297 536.47327 434.22875 536.90296 curveto
433.90843 537.33265 433.74828 537.93812 433.74828 538.71936 curveto
433.74828 539.49671 433.90843 540.10022 434.22875 540.52991 curveto
434.55297 540.9596 435.00414 541.17444 435.58226 541.17444 curveto
436.16429 541.17444 436.61546 540.9596 436.93578 540.52991 curveto
437.25999 540.10022 437.4221 539.49671 437.42211 538.71936 curveto
438.50023 541.26233 moveto
438.50022 542.37952 438.25218 543.20959 437.75609 543.75256 curveto
437.25999 544.29944 436.50023 544.57287 435.4768 544.57287 curveto
435.09789 544.57287 434.74046 544.54358 434.40453 544.48498 curveto
434.06859 544.43029 433.74242 544.34436 433.42602 544.22717 curveto
433.42602 543.17834 lineto
433.74242 543.35022 434.05492 543.47717 434.36351 543.5592 curveto
434.67211 543.64123 434.98656 543.68225 435.30687 543.68225 curveto
436.0139 543.68225 436.5432 543.4967 436.89476 543.12561 curveto
437.24632 542.75842 437.4221 542.20178 437.42211 541.45569 curveto
437.42211 540.92249 lineto
437.19945 541.30921 436.91429 541.59827 436.56664 541.78967 curveto
436.21898 541.98108 435.80296 542.07678 435.31859 542.07678 curveto
434.5139 542.07678 433.86547 541.77014 433.37328 541.15686 curveto
432.88109 540.54358 432.635 539.73108 432.635 538.71936 curveto
432.635 537.70374 432.88109 536.88929 433.37328 536.276 curveto
433.86547 535.66273 434.5139 535.35609 435.31859 535.35608 curveto
435.80296 535.35609 436.21898 535.45179 436.56664 535.64319 curveto
436.91429 535.8346 437.19945 536.12367 437.42211 536.51038 curveto
437.42211 535.51429 lineto
438.50023 535.51429 lineto
438.50023 541.26233 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
446.33421 538.526 moveto
446.33421 539.05335 lineto
441.37718 539.05335 lineto
441.42406 539.79554 441.64671 540.36194 442.04515 540.75256 curveto
442.44749 541.13928 443.00609 541.33264 443.72093 541.33264 curveto
444.13499 541.33264 444.53538 541.28186 444.9221 541.1803 curveto
445.31272 541.07874 445.69944 540.92639 446.08226 540.72327 curveto
446.08226 541.7428 lineto
445.69553 541.90686 445.29905 542.03186 444.89281 542.1178 curveto
444.48655 542.20374 444.07444 542.2467 443.65648 542.2467 curveto
442.6096 542.2467 441.77952 541.94202 441.16625 541.33264 curveto
440.55687 540.72327 440.25218 539.89905 440.25218 538.85999 curveto
440.25218 537.78577 440.54125 536.93421 441.11937 536.3053 curveto
441.7014 535.67249 442.4846 535.35609 443.46898 535.35608 curveto
444.35179 535.35609 445.04905 535.64124 445.56077 536.21155 curveto
446.07639 536.77796 446.33421 537.54945 446.33421 538.526 curveto
445.25609 538.2096 moveto
445.24827 537.61976 445.08225 537.14906 444.75804 536.79749 curveto
444.43772 536.44593 444.01194 536.27015 443.4807 536.27014 curveto
442.87913 536.27015 442.39671 536.44007 442.03343 536.77991 curveto
441.67406 537.11976 441.46702 537.59827 441.41234 538.21546 curveto
445.25609 538.2096 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
453.53538 538.11585 moveto
453.53538 542.07678 lineto
452.45726 542.07678 lineto
452.45726 538.151 lineto
452.45725 537.52991 452.33616 537.06507 452.09398 536.75647 curveto
451.85178 536.44788 451.4885 536.29359 451.00413 536.29358 curveto
450.4221 536.29359 449.96312 536.47913 449.62718 536.85022 curveto
449.29124 537.22132 449.12327 537.72718 449.12327 538.3678 curveto
449.12327 542.07678 lineto
448.03929 542.07678 lineto
448.03929 535.51429 lineto
449.12327 535.51429 lineto
449.12327 536.53382 lineto
449.38108 536.13929 449.68382 535.84437 450.03148 535.64905 curveto
450.38304 535.45375 450.78733 535.35609 451.24437 535.35608 curveto
451.99827 535.35609 452.56858 535.59046 452.9553 536.05921 curveto
453.34202 536.52406 453.53538 537.2096 453.53538 538.11585 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
460.42014 535.76624 moveto
460.42014 536.77405 lineto
460.11545 536.60609 459.80881 536.48109 459.50022 536.39905 curveto
459.19553 536.31312 458.88694 536.27015 458.57444 536.27014 curveto
457.87522 536.27015 457.33225 536.49281 456.94554 536.93811 curveto
456.55882 537.37952 456.36546 538.00062 456.36546 538.80139 curveto
456.36546 539.60218 456.55882 540.22522 456.94554 540.67053 curveto
457.33225 541.11194 457.87522 541.33264 458.57444 541.33264 curveto
458.88694 541.33264 459.19553 541.29163 459.50022 541.2096 curveto
459.80881 541.12366 460.11545 540.99671 460.42014 540.82874 curveto
460.42014 541.82483 lineto
460.11936 541.96545 459.80686 542.07092 459.48264 542.14124 curveto
459.16233 542.21155 458.82053 542.2467 458.45725 542.2467 curveto
457.46897 542.2467 456.68382 541.93616 456.10179 541.31506 curveto
455.51975 540.69397 455.22874 539.85608 455.22874 538.80139 curveto
455.22874 537.73109 455.52171 536.88929 456.10765 536.276 curveto
456.69749 535.66273 457.50413 535.35609 458.52757 535.35608 curveto
458.85959 535.35609 459.18381 535.39125 459.50022 535.46155 curveto
459.81662 535.52796 460.12326 535.62953 460.42014 535.76624 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
465.03733 542.68616 moveto
464.73264 543.46741 464.43576 543.97717 464.1467 544.21545 curveto
463.85764 544.45373 463.47092 544.57287 462.98655 544.57287 curveto
462.12522 544.57287 lineto
462.12522 543.67053 lineto
462.75803 543.67053 lineto
463.05491 543.67053 463.28537 543.60022 463.44944 543.45959 curveto
463.6135 543.31897 463.79514 542.98694 463.99436 542.4635 curveto
464.18772 541.97131 lineto
461.53342 535.51429 lineto
462.676 535.51429 lineto
464.72678 540.6471 lineto
466.77756 535.51429 lineto
467.92014 535.51429 lineto
465.03733 542.68616 lineto
fill
grestore
grestore
gsave [1 0 0 1 110.1839 1.642239] concat
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
239.91123 138.17413 moveto
239.91123 146.817 232.89673 153.8315 224.25386 153.8315 curveto
215.611 153.8315 208.5965 146.817 208.5965 138.17413 curveto
208.5965 129.53127 215.611 122.51677 224.25386 122.51677 curveto
232.89673 122.51677 239.91123 129.53127 239.91123 138.17413 curveto
closepath
stroke
grestore
gsave
0.49803922 0.49803922 0.49803922 setrgbcolor
newpath
346.03205 126.0977 moveto
377.53004 111.05807 419.81292 93.750839 447.18485 99.799809 curveto
445.52754 85.431899 lineto
463.5656 121.13384 lineto
437.46677 143.92334 lineto
444.44624 132.39426 lineto
406.15832 111.1313 351.12792 135.90499 351.18578 136.29825 curveto
354.98427 127.97689 lineto
346.03205 126.0977 lineto
closepath
eofill
grestore
gsave [1 0 0 1 78.86919 -19.57097] concat
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
511.64226 175.04469 moveto
511.64226 212.40418 481.32152 242.72491 443.96204 242.72491 curveto
406.60255 242.72491 376.28181 212.40418 376.28181 175.04469 curveto
376.28181 137.68521 406.60255 107.36447 443.96204 107.36447 curveto
481.32152 107.36447 511.64226 137.68521 511.64226 175.04469 curveto
closepath
stroke
grestore
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
470.30651 112.51457 moveto
512.15866 111.05833 552.01381 117.59011 588.16365 138.94314 curveto
stroke
0 0 0 setrgbcolor
[] 0 setdash
2 setlinewidth
0 setlinejoin
0 setlinecap
newpath
482.09222 112.15743 moveto
519.07413 144.12319 540.25423 178.57577 542.44937 220.37171 curveto
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
508.16365 113.586 moveto
530.30651 134.30028 540.66365 201.80029 540.66365 201.80029 curveto
stroke
0 0 0 setrgbcolor
[] 0 setdash
1 setlinewidth
0 setlinejoin
0 setlinecap
newpath
523.87794 116.08599 moveto
551.73508 145.01457 547.80651 218.22885 547.80651 218.22885 curveto
stroke
gsave [0.957253 -0.289251 0.289251 0.957253 0 0] concat
gsave
0 0 0 setrgbcolor
newpath
598.54132 546.74219 moveto
598.54132 548.60547 lineto
600.76202 548.60547 lineto
600.76202 549.44336 lineto
598.54132 549.44336 lineto
598.54132 553.00586 lineto
598.54132 553.54102 598.61358 553.88477 598.75812 554.03711 curveto
598.90655 554.18945 599.20538 554.26563 599.6546 554.26563 curveto
600.76202 554.26563 lineto
600.76202 555.16797 lineto
599.6546 555.16797 lineto
598.82257 555.16797 598.24835 555.01367 597.93194 554.70508 curveto
597.61554 554.39258 597.45733 553.82617 597.45734 553.00586 curveto
597.45734 549.44336 lineto
596.66632 549.44336 lineto
596.66632 548.60547 lineto
597.45734 548.60547 lineto
597.45734 546.74219 lineto
598.54132 546.74219 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
605.16827 551.86914 moveto
604.29717 551.86915 603.69366 551.96876 603.35772 552.16797 curveto
603.02178 552.36719 602.85381 552.70704 602.85382 553.1875 curveto
602.85381 553.57032 602.97881 553.875 603.22882 554.10156 curveto
603.48272 554.32422 603.82647 554.43555 604.26007 554.43555 curveto
604.85772 554.43555 605.33623 554.22461 605.69561 553.80274 curveto
606.05889 553.37696 606.24053 552.8125 606.24053 552.10938 curveto
606.24053 551.86914 lineto
605.16827 551.86914 lineto
607.31866 551.42383 moveto
607.31866 555.16797 lineto
606.24053 555.16797 lineto
606.24053 554.17188 lineto
605.99443 554.57031 605.68779 554.86523 605.32061 555.05664 curveto
604.95342 555.24414 604.5042 555.33789 603.97296 555.33789 curveto
603.30108 555.33789 602.76592 555.15039 602.36749 554.77539 curveto
601.97296 554.39649 601.77569 553.89063 601.77569 553.25781 curveto
601.77569 552.51954 602.02178 551.9629 602.51397 551.58789 curveto
603.01006 551.2129 603.74834 551.0254 604.72881 551.02539 curveto
606.24053 551.02539 lineto
606.24053 550.91992 lineto
606.24053 550.42384 606.07647 550.04102 605.74835 549.77149 curveto
605.42412 549.49806 604.96709 549.36134 604.37725 549.36133 curveto
604.00225 549.36134 603.63702 549.40626 603.28155 549.4961 curveto
602.92608 549.58595 602.58428 549.72071 602.25616 549.90039 curveto
602.25616 548.9043 lineto
602.65069 548.75196 603.0335 548.63868 603.4046 548.56446 curveto
603.77569 548.48634 604.13702 548.44728 604.48858 548.44727 curveto
605.43779 548.44728 606.14678 548.69337 606.61553 549.18555 curveto
607.08428 549.67774 607.31865 550.42384 607.31866 551.42383 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
615.02373 551.20703 moveto
615.02373 555.16797 lineto
613.94561 555.16797 lineto
613.94561 551.24219 lineto
613.9456 550.6211 613.82451 550.15626 613.58232 549.84766 curveto
613.34013 549.53907 612.97685 549.38478 612.49248 549.38477 curveto
611.91045 549.38478 611.45146 549.57032 611.11553 549.94141 curveto
610.77959 550.31251 610.61162 550.81837 610.61162 551.45899 curveto
610.61162 555.16797 lineto
609.52764 555.16797 lineto
609.52764 548.60547 lineto
610.61162 548.60547 lineto
610.61162 549.625 lineto
610.86943 549.23048 611.17217 548.93556 611.51983 548.74024 curveto
611.87138 548.54493 612.27568 548.44728 612.73272 548.44727 curveto
613.48662 548.44728 614.05693 548.68165 614.44365 549.15039 curveto
614.83036 549.61524 615.02372 550.30079 615.02373 551.20703 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
621.50419 551.81055 moveto
621.50419 551.0293 621.34208 550.42384 621.01787 549.99414 curveto
620.69755 549.56446 620.24638 549.34962 619.66435 549.34961 curveto
619.08622 549.34962 618.63505 549.56446 618.31084 549.99414 curveto
617.99052 550.42384 617.83037 551.0293 617.83037 551.81055 curveto
617.83037 552.5879 617.99052 553.19141 618.31084 553.62109 curveto
618.63505 554.05078 619.08622 554.26563 619.66435 554.26563 curveto
620.24638 554.26563 620.69755 554.05078 621.01787 553.62109 curveto
621.34208 553.19141 621.50419 552.5879 621.50419 551.81055 curveto
622.58232 554.35352 moveto
622.58231 555.4707 622.33427 556.30078 621.83818 556.84375 curveto
621.34208 557.39062 620.58232 557.66406 619.55888 557.66406 curveto
619.17997 557.66406 618.82255 557.63476 618.48662 557.57617 curveto
618.15068 557.52148 617.82451 557.43554 617.5081 557.31836 curveto
617.5081 556.26953 lineto
617.82451 556.4414 618.13701 556.56836 618.4456 556.65039 curveto
618.75419 556.73242 619.06865 556.77343 619.38896 556.77344 curveto
620.09599 556.77343 620.62528 556.58789 620.97685 556.2168 curveto
621.32841 555.84961 621.50419 555.29297 621.50419 554.54688 curveto
621.50419 554.01367 lineto
621.28153 554.40039 620.99638 554.68945 620.64873 554.88086 curveto
620.30107 555.07227 619.88505 555.16797 619.40068 555.16797 curveto
618.59599 555.16797 617.94755 554.86133 617.45537 554.24805 curveto
616.96318 553.63477 616.71709 552.82227 616.71709 551.81055 curveto
616.71709 550.79493 616.96318 549.98048 617.45537 549.36719 curveto
617.94755 548.75392 618.59599 548.44728 619.40068 548.44727 curveto
619.88505 548.44728 620.30107 548.54298 620.64873 548.73438 curveto
620.99638 548.92579 621.28153 549.21485 621.50419 549.60157 curveto
621.50419 548.60547 lineto
622.58232 548.60547 lineto
622.58232 554.35352 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
630.4163 551.61719 moveto
630.4163 552.14453 lineto
625.45927 552.14453 lineto
625.50614 552.88672 625.7288 553.45313 626.12724 553.84375 curveto
626.52958 554.23047 627.08817 554.42383 627.80302 554.42383 curveto
628.21708 554.42383 628.61747 554.37305 629.00419 554.27149 curveto
629.39481 554.16992 629.78153 554.01758 630.16434 553.81445 curveto
630.16434 554.83398 lineto
629.77762 554.99805 629.38114 555.12305 628.97489 555.20898 curveto
628.56864 555.29492 628.15653 555.33789 627.73856 555.33789 curveto
626.69169 555.33789 625.86161 555.0332 625.24833 554.42383 curveto
624.63896 553.81446 624.33427 552.99024 624.33427 551.95117 curveto
624.33427 550.87696 624.62333 550.0254 625.20146 549.39649 curveto
625.78349 548.76368 626.56669 548.44728 627.55106 548.44727 curveto
628.43387 548.44728 629.13114 548.73243 629.64286 549.30274 curveto
630.15848 549.86915 630.41629 550.64063 630.4163 551.61719 curveto
629.33817 551.30078 moveto
629.33035 550.71095 629.16434 550.24024 628.84013 549.88868 curveto
628.51981 549.53712 628.09403 549.36134 627.56278 549.36133 curveto
626.96122 549.36134 626.4788 549.53126 626.11552 549.8711 curveto
625.75614 550.21095 625.54911 550.68946 625.49443 551.30664 curveto
629.33817 551.30078 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
637.61747 551.20703 moveto
637.61747 555.16797 lineto
636.53934 555.16797 lineto
636.53934 551.24219 lineto
636.53934 550.6211 636.41824 550.15626 636.17606 549.84766 curveto
635.93387 549.53907 635.57059 549.38478 635.08622 549.38477 curveto
634.50418 549.38478 634.0452 549.57032 633.70926 549.94141 curveto
633.37333 550.31251 633.20536 550.81837 633.20536 551.45899 curveto
633.20536 555.16797 lineto
632.12138 555.16797 lineto
632.12138 548.60547 lineto
633.20536 548.60547 lineto
633.20536 549.625 lineto
633.46317 549.23048 633.7659 548.93556 634.11356 548.74024 curveto
634.46512 548.54493 634.86942 548.44728 635.32645 548.44727 curveto
636.08035 548.44728 636.65066 548.68165 637.03739 549.15039 curveto
637.4241 549.61524 637.61746 550.30079 637.61747 551.20703 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
644.50222 548.85743 moveto
644.50222 549.86524 lineto
644.19753 549.69728 643.89089 549.57228 643.5823 549.49024 curveto
643.27761 549.40431 642.96902 549.36134 642.65652 549.36133 curveto
641.9573 549.36134 641.41433 549.58399 641.02762 550.0293 curveto
640.6409 550.47071 640.44754 551.0918 640.44754 551.89258 curveto
640.44754 552.69336 640.6409 553.31641 641.02762 553.76172 curveto
641.41433 554.20313 641.9573 554.42383 642.65652 554.42383 curveto
642.96902 554.42383 643.27761 554.38281 643.5823 554.30078 curveto
643.89089 554.21485 644.19753 554.08789 644.50222 553.91992 curveto
644.50222 554.91602 lineto
644.20144 555.05664 643.88894 555.16211 643.56472 555.23242 curveto
643.24441 555.30273 642.90261 555.33789 642.53933 555.33789 curveto
641.55105 555.33789 640.7659 555.02734 640.18387 554.40625 curveto
639.60184 553.78516 639.31082 552.94727 639.31082 551.89258 curveto
639.31082 550.82227 639.60379 549.98048 640.18973 549.36719 curveto
640.77957 548.75392 641.58621 548.44728 642.60965 548.44727 curveto
642.94167 548.44728 643.26589 548.48243 643.5823 548.55274 curveto
643.8987 548.61915 644.20534 548.72071 644.50222 548.85743 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
649.11941 555.77734 moveto
648.81472 556.55859 648.51784 557.06836 648.22878 557.30664 curveto
647.93972 557.54492 647.553 557.66406 647.06863 557.66406 curveto
646.2073 557.66406 lineto
646.2073 556.76172 lineto
646.84011 556.76172 lineto
647.13699 556.76172 647.36745 556.6914 647.53152 556.55078 curveto
647.69558 556.41015 647.87722 556.07812 648.07644 555.55469 curveto
648.2698 555.0625 lineto
645.6155 548.60547 lineto
646.75808 548.60547 lineto
648.80886 553.73828 lineto
650.85964 548.60547 lineto
652.00222 548.60547 lineto
649.11941 555.77734 lineto
fill
grestore
grestore
gsave [0.957253 -0.289251 0.289251 0.957253 0 0] concat
gsave
0 0 0 setrgbcolor
newpath
512.26065 516.19373 moveto
512.26065 518.05701 lineto
514.48135 518.05701 lineto
514.48135 518.8949 lineto
512.26065 518.8949 lineto
512.26065 522.4574 lineto
512.26065 522.99256 512.33291 523.33631 512.47745 523.48865 curveto
512.62588 523.64099 512.92471 523.71716 513.37393 523.71716 curveto
514.48135 523.71716 lineto
514.48135 524.61951 lineto
513.37393 524.61951 lineto
512.5419 524.61951 511.96768 524.46521 511.65127 524.15662 curveto
511.33487 523.84412 511.17666 523.27771 511.17667 522.4574 curveto
511.17667 518.8949 lineto
510.38565 518.8949 lineto
510.38565 518.05701 lineto
511.17667 518.05701 lineto
511.17667 516.19373 lineto
512.26065 516.19373 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
518.8876 521.32068 moveto
518.0165 521.32069 517.41298 521.42029 517.07705 521.61951 curveto
516.74111 521.81873 516.57314 522.15857 516.57314 522.63904 curveto
516.57314 523.02185 516.69814 523.32654 516.94814 523.5531 curveto
517.20205 523.77576 517.5458 523.88709 517.97939 523.88709 curveto
518.57705 523.88709 519.05556 523.67615 519.41494 523.25427 curveto
519.77821 522.82849 519.95985 522.26404 519.95986 521.56092 curveto
519.95986 521.32068 lineto
518.8876 521.32068 lineto
521.03798 520.87537 moveto
521.03798 524.61951 lineto
519.95986 524.61951 lineto
519.95986 523.62341 lineto
519.71376 524.02185 519.40712 524.31677 519.03994 524.50818 curveto
518.67275 524.69568 518.22353 524.78943 517.69228 524.78943 curveto
517.02041 524.78943 516.48525 524.60193 516.08682 524.22693 curveto
515.69229 523.84802 515.49502 523.34217 515.49502 522.70935 curveto
515.49502 521.97107 515.74111 521.41443 516.2333 521.03943 curveto
516.72939 520.66444 517.46767 520.47694 518.44814 520.47693 curveto
519.95986 520.47693 lineto
519.95986 520.37146 lineto
519.95985 519.87538 519.79579 519.49256 519.46767 519.22303 curveto
519.14345 518.9496 518.68642 518.81288 518.09658 518.81287 curveto
517.72158 518.81288 517.35634 518.8578 517.00088 518.94764 curveto
516.64541 519.03749 516.30361 519.17225 515.97549 519.35193 curveto
515.97549 518.35584 lineto
516.37002 518.2035 516.75283 518.09022 517.12393 518.016 curveto
517.49502 517.93788 517.85634 517.89882 518.20791 517.89881 curveto
519.15712 517.89882 519.86611 518.14491 520.33486 518.63709 curveto
520.8036 519.12928 521.03798 519.87538 521.03798 520.87537 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
528.74305 520.65857 moveto
528.74305 524.61951 lineto
527.66493 524.61951 lineto
527.66493 520.69373 lineto
527.66493 520.07264 527.54383 519.6078 527.30165 519.2992 curveto
527.05946 518.99061 526.69618 518.83632 526.21181 518.83631 curveto
525.62977 518.83632 525.17079 519.02186 524.83486 519.39295 curveto
524.49892 519.76405 524.33095 520.26991 524.33095 520.91053 curveto
524.33095 524.61951 lineto
523.24697 524.61951 lineto
523.24697 518.05701 lineto
524.33095 518.05701 lineto
524.33095 519.07654 lineto
524.58876 518.68202 524.89149 518.3871 525.23915 518.19178 curveto
525.59071 517.99647 525.99501 517.89882 526.45204 517.89881 curveto
527.20594 517.89882 527.77625 518.13319 528.16298 518.60193 curveto
528.54969 519.06678 528.74305 519.75233 528.74305 520.65857 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
535.22352 521.26209 moveto
535.22351 520.48084 535.0614 519.87538 534.73719 519.44568 curveto
534.41687 519.016 533.9657 518.80116 533.38367 518.80115 curveto
532.80555 518.80116 532.35438 519.016 532.03016 519.44568 curveto
531.70985 519.87538 531.54969 520.48084 531.54969 521.26209 curveto
531.54969 522.03943 531.70985 522.64295 532.03016 523.07263 curveto
532.35438 523.50232 532.80555 523.71716 533.38367 523.71716 curveto
533.9657 523.71716 534.41687 523.50232 534.73719 523.07263 curveto
535.0614 522.64295 535.22351 522.03943 535.22352 521.26209 curveto
536.30164 523.80505 moveto
536.30163 524.92224 536.05359 525.75232 535.5575 526.29529 curveto
535.0614 526.84216 534.30164 527.1156 533.27821 527.1156 curveto
532.8993 527.1156 532.54188 527.0863 532.20594 527.02771 curveto
531.87 526.97302 531.54383 526.88708 531.22743 526.7699 curveto
531.22743 525.72107 lineto
531.54383 525.89294 531.85633 526.01989 532.16493 526.10193 curveto
532.47352 526.18396 532.78797 526.22497 533.10828 526.22497 curveto
533.81531 526.22497 534.34461 526.03943 534.69617 525.66833 curveto
535.04773 525.30115 535.22351 524.74451 535.22352 523.99841 curveto
535.22352 523.46521 lineto
535.00086 523.85193 534.7157 524.14099 534.36805 524.3324 curveto
534.02039 524.5238 533.60437 524.61951 533.12 524.61951 curveto
532.31531 524.61951 531.66688 524.31287 531.17469 523.69959 curveto
530.6825 523.08631 530.43641 522.27381 530.43641 521.26209 curveto
530.43641 520.24647 530.6825 519.43202 531.17469 518.81873 curveto
531.66688 518.20546 532.31531 517.89882 533.12 517.89881 curveto
533.60437 517.89882 534.02039 517.99452 534.36805 518.18592 curveto
534.7157 518.37733 535.00086 518.66639 535.22352 519.05311 curveto
535.22352 518.05701 lineto
536.30164 518.05701 lineto
536.30164 523.80505 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
544.13562 521.06873 moveto
544.13562 521.59607 lineto
539.17859 521.59607 lineto
539.22546 522.33826 539.44812 522.90467 539.84656 523.29529 curveto
540.2489 523.68201 540.80749 523.87537 541.52234 523.87537 curveto
541.9364 523.87537 542.33679 523.82459 542.72351 523.72302 curveto
543.11413 523.62146 543.50085 523.46912 543.88366 523.26599 curveto
543.88366 524.28552 lineto
543.49694 524.44959 543.10046 524.57459 542.69421 524.66052 curveto
542.28796 524.74646 541.87585 524.78943 541.45789 524.78943 curveto
540.41101 524.78943 539.58093 524.48474 538.96765 523.87537 curveto
538.35828 523.26599 538.05359 522.44178 538.05359 521.40271 curveto
538.05359 520.3285 538.34265 519.47694 538.92078 518.84803 curveto
539.50281 518.21522 540.28601 517.89882 541.27039 517.89881 curveto
542.15319 517.89882 542.85046 518.18397 543.36218 518.75428 curveto
543.8778 519.32069 544.13561 520.09217 544.13562 521.06873 curveto
543.05749 520.75232 moveto
543.04968 520.16248 542.88366 519.69178 542.55945 519.34021 curveto
542.23913 518.98866 541.81335 518.81288 541.2821 518.81287 curveto
540.68054 518.81288 540.19812 518.9828 539.83484 519.32264 curveto
539.47546 519.66249 539.26843 520.141 539.21375 520.75818 curveto
543.05749 520.75232 lineto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
551.33678 520.65857 moveto
551.33678 524.61951 lineto
550.25866 524.61951 lineto
550.25866 520.69373 lineto
550.25865 520.07264 550.13756 519.6078 549.89538 519.2992 curveto
549.65318 518.99061 549.2899 518.83632 548.80553 518.83631 curveto
548.2235 518.83632 547.76452 519.02186 547.42858 519.39295 curveto
547.09264 519.76405 546.92467 520.26991 546.92468 520.91053 curveto
546.92468 524.61951 lineto
545.84069 524.61951 lineto
545.84069 518.05701 lineto
546.92468 518.05701 lineto
546.92468 519.07654 lineto
547.18249 518.68202 547.48522 518.3871 547.83288 518.19178 curveto
548.18444 517.99647 548.58873 517.89882 549.04577 517.89881 curveto
549.79967 517.89882 550.36998 518.13319 550.7567 518.60193 curveto
551.14342 519.06678 551.33678 519.75233 551.33678 520.65857 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
558.22154 518.30897 moveto
558.22154 519.31678 lineto
557.91685 519.14881 557.61021 519.02381 557.30162 518.94178 curveto
556.99693 518.85585 556.68834 518.81288 556.37584 518.81287 curveto
555.67662 518.81288 555.13365 519.03553 554.74694 519.48084 curveto
554.36022 519.92225 554.16686 520.54334 554.16686 521.34412 curveto
554.16686 522.1449 554.36022 522.76795 554.74694 523.21326 curveto
555.13365 523.65466 555.67662 523.87537 556.37584 523.87537 curveto
556.68834 523.87537 556.99693 523.83435 557.30162 523.75232 curveto
557.61021 523.66638 557.91685 523.53943 558.22154 523.37146 curveto
558.22154 524.36755 lineto
557.92076 524.50818 557.60826 524.61365 557.28405 524.68396 curveto
556.96373 524.75427 556.62193 524.78943 556.25866 524.78943 curveto
555.27037 524.78943 554.48522 524.47888 553.90319 523.85779 curveto
553.32116 523.2367 553.03014 522.39881 553.03014 521.34412 curveto
553.03014 520.27381 553.32311 519.43202 553.90905 518.81873 curveto
554.49889 518.20546 555.30553 517.89882 556.32897 517.89881 curveto
556.66099 517.89882 556.98521 517.93397 557.30162 518.00428 curveto
557.61802 518.07069 557.92466 518.17225 558.22154 518.30897 curveto
fill
grestore
gsave
0 0 0 setrgbcolor
newpath
562.83873 525.22888 moveto
562.53404 526.01013 562.23716 526.51989 561.9481 526.75818 curveto
561.65904 526.99646 561.27232 527.1156 560.78795 527.1156 curveto
559.92662 527.1156 lineto
559.92662 526.21326 lineto
560.55943 526.21326 lineto
560.8563 526.21325 561.08677 526.14294 561.25084 526.00232 curveto
561.4149 525.86169 561.59654 525.52966 561.79576 525.00623 curveto
561.98912 524.51404 lineto
559.33482 518.05701 lineto
560.4774 518.05701 lineto
562.52818 523.18982 lineto
564.57896 518.05701 lineto
565.72154 518.05701 lineto
562.83873 525.22888 lineto
fill
grestore
grestore
grestore
showpage
---------------0610021643437--
