Added a (stub of a) function tutorial
authorkrauss
Tue Nov 07 12:20:11 2006 +0100 (2006-11-07)
changeset 21212547224bf9348
parent 21211 5370cfbf3070
child 21213 c81f016883df
Added a (stub of a) function tutorial
doc-src/IsarAdvanced/Functions/IsaMakefile
doc-src/IsarAdvanced/Functions/Makefile
doc-src/IsarAdvanced/Functions/Thy/Functions.thy
doc-src/IsarAdvanced/Functions/Thy/ROOT.ML
doc-src/IsarAdvanced/Functions/Thy/document/Functions.tex
doc-src/IsarAdvanced/Functions/Thy/document/isabelle.sty
doc-src/IsarAdvanced/Functions/Thy/document/isabellesym.sty
doc-src/IsarAdvanced/Functions/Thy/document/pdfsetup.sty
doc-src/IsarAdvanced/Functions/Thy/document/session.tex
doc-src/IsarAdvanced/Functions/functions.tex
doc-src/IsarAdvanced/Functions/isabelle_isar.eps
doc-src/IsarAdvanced/Functions/isabelle_isar.pdf
doc-src/IsarAdvanced/Functions/style.sty
     1.1 --- /dev/null	Thu Jan 01 00:00:00 1970 +0000
     1.2 +++ b/doc-src/IsarAdvanced/Functions/IsaMakefile	Tue Nov 07 12:20:11 2006 +0100
     1.3 @@ -0,0 +1,33 @@
     1.4 +
     1.5 +## targets
     1.6 +
     1.7 +default: Thy
     1.8 +images: 
     1.9 +test: Thy
    1.10 +
    1.11 +all: images test
    1.12 +
    1.13 +
    1.14 +## global settings
    1.15 +
    1.16 +SRC = $(ISABELLE_HOME)/src
    1.17 +OUT = $(ISABELLE_OUTPUT)
    1.18 +LOG = $(OUT)/log
    1.19 +
    1.20 +USEDIR = $(ISATOOL) usedir -v true -i false -d false -C false -D document
    1.21 +
    1.22 +
    1.23 +## Thy
    1.24 +
    1.25 +THY = $(LOG)/HOL-Thy.gz
    1.26 +
    1.27 +Thy: $(THY)
    1.28 +
    1.29 +$(THY): Thy/ROOT.ML Thy/Functions.thy
    1.30 +	@$(USEDIR) HOL Thy
    1.31 +
    1.32 +
    1.33 +## clean
    1.34 +
    1.35 +clean:
    1.36 +	@rm -f $(THY)
     2.1 --- /dev/null	Thu Jan 01 00:00:00 1970 +0000
     2.2 +++ b/doc-src/IsarAdvanced/Functions/Makefile	Tue Nov 07 12:20:11 2006 +0100
     2.3 @@ -0,0 +1,37 @@
     2.4 +#
     2.5 +# $Id$
     2.6 +#
     2.7 +
     2.8 +## targets
     2.9 +
    2.10 +default: dvi
    2.11 +
    2.12 +
    2.13 +## dependencies
    2.14 +
    2.15 +include ../Makefile.in
    2.16 +
    2.17 +NAME = functions
    2.18 +
    2.19 +FILES = $(NAME).tex Thy/document/Functions.tex \
    2.20 +  style.sty ../../iman.sty ../../extra.sty ../../isar.sty \
    2.21 +  ../../manual.bib ../../proof.sty
    2.22 +
    2.23 +dvi: $(NAME).dvi
    2.24 +
    2.25 +$(NAME).dvi: $(FILES) isabelle_isar.eps
    2.26 +	$(LATEX) $(NAME)
    2.27 +	$(BIBTEX) $(NAME)
    2.28 +	$(LATEX) $(NAME)
    2.29 +	$(LATEX) $(NAME)
    2.30 +
    2.31 +pdf: $(NAME).pdf
    2.32 +
    2.33 +$(NAME).pdf: $(FILES) isabelle_isar.pdf
    2.34 +	$(PDFLATEX) $(NAME)
    2.35 +	$(BIBTEX) $(NAME)
    2.36 +	$(PDFLATEX) $(NAME)
    2.37 +	$(PDFLATEX) $(NAME)
    2.38 +	$(FIXBOOKMARKS) $(NAME).out
    2.39 +	$(PDFLATEX) $(NAME)
    2.40 +	$(PDFLATEX) $(NAME)
     3.1 --- /dev/null	Thu Jan 01 00:00:00 1970 +0000
     3.2 +++ b/doc-src/IsarAdvanced/Functions/Thy/Functions.thy	Tue Nov 07 12:20:11 2006 +0100
     3.3 @@ -0,0 +1,250 @@
     3.4 +(*  Title:      Doc/IsarAdvanced/Functions/Thy/Fundefs.thy
     3.5 +    ID:         $Id$
     3.6 +    Author:     Alexander Krauss, TU Muenchen
     3.7 +
     3.8 +Tutorial for function definitions with the new "function" package.
     3.9 +*)
    3.10 +
    3.11 +theory Functions
    3.12 +imports Main
    3.13 +begin
    3.14 +
    3.15 +chapter {* Defining Recursive Functions in Isabelle/HOL *}
    3.16 +text {* \cite{isa-tutorial} *}
    3.17 +
    3.18 +section {* Function Definition for Dummies *}
    3.19 +
    3.20 +text {*
    3.21 +  In most cases, defining a recursive function is just as simple as other definitions:
    3.22 +  *}
    3.23 +
    3.24 +fun fib :: "nat \<Rightarrow> nat"
    3.25 +where
    3.26 +  "fib 0 = 1"
    3.27 +| "fib (Suc 0) = 1"
    3.28 +| "fib (Suc (Suc n)) = fib n + fib (Suc n)"
    3.29 +
    3.30 +(*<*)termination by lexicographic_order(*>*)
    3.31 +
    3.32 +text {*
    3.33 +  The function always terminates, since the argument of gets smaller in every
    3.34 +  recursive call. Termination is an
    3.35 +  important requirement, since it prevents inconsistencies: From
    3.36 +  the "definition" @{text "f(n) = f(n) + 1"} we could prove 
    3.37 +  @{text "0  = 1"} by subtracting @{text "f(n)"} on both sides.
    3.38 +
    3.39 +  Isabelle tries to prove termination automatically when a function is
    3.40 +  defined. We will later look at cases where this fails and see what to
    3.41 +  do then.
    3.42 +*}
    3.43 +
    3.44 +subsection {* Pattern matching *}
    3.45 +
    3.46 +text {* 
    3.47 +  Like in functional programming, functions can be defined by pattern
    3.48 +  matching. At the moment we will only consider \emph{datatype
    3.49 +  patterns}, which only consist of datatype constructors and
    3.50 +  variables.
    3.51 +
    3.52 +  If patterns overlap, the order of the equations is taken into
    3.53 +  account. The following function inserts a fixed element between any
    3.54 +  two elements of a list:
    3.55 +*}
    3.56 +
    3.57 +fun sep :: "'a \<Rightarrow> 'a list \<Rightarrow> 'a list"
    3.58 +where
    3.59 +  "sep a (x#y#xs) = x # a # sep a (y # xs)"
    3.60 +| "sep a xs       = xs"
    3.61 +(*<*)termination by lexicographic_order(*>*)
    3.62 +
    3.63 +text {* 
    3.64 +  Overlapping patterns are interpreted as "increments" to what is
    3.65 +  already there: The second equation is only meant for the cases where
    3.66 +  the first one does not match. Consequently, Isabelle replaces it
    3.67 +  internally by the remaining cases, making the patterns disjoint.
    3.68 +  This results in the equations @{thm [display] sep.simps[no_vars]}
    3.69 +*}
    3.70 +
    3.71 +
    3.72 +
    3.73 +
    3.74 +
    3.75 +
    3.76 +
    3.77 +text {* 
    3.78 +  The equations from function definitions are automatically used in
    3.79 +  simplification:
    3.80 +*}
    3.81 +
    3.82 +lemma "fib (Suc (Suc 0)) = (Suc (Suc 0))"
    3.83 +by simp
    3.84 +
    3.85 +
    3.86 +  
    3.87 +
    3.88 +subsection {* Induction *}
    3.89 +
    3.90 +text {* FIXME *}
    3.91 +
    3.92 +
    3.93 +section {* If it does not work *}
    3.94 +
    3.95 +text {* 
    3.96 +  Up to now, we were using the \cmd{fun} command, which provides a
    3.97 +  convenient shorthand notation for simple function definitions. In
    3.98 +  this mode, Isabelle tries to solve all the necessary proof obligations
    3.99 +  automatically. If a proof does not go through, the definition is
   3.100 +  rejected. This can mean that the definition is indeed faulty, like,
   3.101 +  or that the default proof procedures are not smart enough (or
   3.102 +  rather: not designed) to handle the specific definition.
   3.103 +.
   3.104 +  By expanding the abbreviation to the full \cmd{function} command, the
   3.105 +  proof obligations become visible and can be analyzed and solved manually.
   3.106 +*}
   3.107 +
   3.108 +(*<*)types "\<tau>" = "nat \<Rightarrow> nat"
   3.109 +(*>*)
   3.110 +fun f :: "\<tau>"
   3.111 +where
   3.112 +  (*<*)"f x = x" (*>*)text {* \vspace{-0.8cm}\emph{equations} *}
   3.113 +
   3.114 +text {* \noindent abbreviates *}
   3.115 +
   3.116 +function (sequential) fo :: "\<tau>"
   3.117 +where
   3.118 +  (*<*)"fo x = x" (*>*)txt {* \vspace{-0.8cm}\emph{equations} *}
   3.119 +by pat_completeness auto 
   3.120 +termination by lexicographic_order
   3.121 +
   3.122 +text {* 
   3.123 +  Some declarations and proofs have now become explicit:
   3.124 +
   3.125 +  \begin{enumerate}
   3.126 +  \item The "sequential" option enables the preprocessing of
   3.127 +  pattern overlaps we already saw. Without this option, the equations
   3.128 +  must already be disjoint and complete. The automatic completion only
   3.129 +  works with datatype patterns.
   3.130 +
   3.131 +  \item A function definition now produces a proof obligation which
   3.132 +  expresses completeness and compatibility of patterns (We talk about
   3.133 +  this later). The combination of the methods {\tt pat\_completeness} and
   3.134 +  {\tt auto} is used to solve this proof obligation.
   3.135 +
   3.136 +  \item A termination proof follows the definition, started by the
   3.137 +  \cmd{termination} command. The {\tt lexicographic\_order} method can prove termination of a
   3.138 +  certain class of functions by searching for a suitable lexicographic combination of size
   3.139 +  measures.
   3.140 +  \end{enumerate}
   3.141 + *}
   3.142 +
   3.143 +
   3.144 +section {* Proving termination *}
   3.145 +
   3.146 +text {*
   3.147 +  Consider the following function, which sums up natural numbers up to
   3.148 +  @{text "N"}, using a counter @{text "i"}
   3.149 +*}
   3.150 +
   3.151 +function sum :: "nat \<Rightarrow> nat \<Rightarrow> nat"
   3.152 +where
   3.153 +  "sum i N = (if i > N then 0 else i + sum (Suc i) N)"
   3.154 +  by pat_completeness auto
   3.155 +
   3.156 +text {*
   3.157 +  The {\tt lexicographic\_order} method fails on this example, because none of the
   3.158 +  arguments decreases in the recursive call.
   3.159 +
   3.160 +  A more general method for termination proofs is to supply a wellfounded
   3.161 +  relation on the argument type, and to show that the argument
   3.162 +  decreases in every recursive call. 
   3.163 +
   3.164 +  The termination argument for @{text "sum"} is based on the fact that
   3.165 +  the \emph{difference} between @{text "i"} and @{text "N"} gets
   3.166 +  smaller in every step, and that the recursion stops when @{text "i"}
   3.167 +  is greater then @{text "n"}. Phrased differently, the expression 
   3.168 +  @{text "N + 1 - i"} decreases in every recursive call.
   3.169 +
   3.170 +  We can use this expression as a measure function to construct a
   3.171 +  wellfounded relation, which is a proof of termination:
   3.172 +*}
   3.173 +
   3.174 +termination 
   3.175 +  by (auto_term "measure (\<lambda>(i,N). N + 1 - i)")
   3.176 +
   3.177 +text {*
   3.178 +  Note that the two (curried) function arguments appear as a pair in
   3.179 +  the measure function. The \cmd{function} command packs together curried
   3.180 +  arguments into a tuple to simplify its internal operation. Hence,
   3.181 +  measure functions and termination relations always work on the
   3.182 +  tupled type.
   3.183 +
   3.184 +  Let us complicate the function a little, by adding some more recursive calls:
   3.185 +*}
   3.186 +
   3.187 +function foo :: "nat \<Rightarrow> nat \<Rightarrow> nat"
   3.188 +where
   3.189 +  "foo i N = (if i > N 
   3.190 +              then (if N = 0 then 0 else foo 0 (N - 1))
   3.191 +              else i + foo (Suc i) N)"
   3.192 +by pat_completeness auto
   3.193 +
   3.194 +text {*
   3.195 +  When @{text "i"} has reached @{text "N"}, it starts at zero again
   3.196 +  and @{text "N"} is decremented.
   3.197 +  This corresponds to a nested
   3.198 +  loop where one index counts up and the other down. Termination can
   3.199 +  be proved using a lexicographic combination of two measures, namely
   3.200 +  the value of @{text "N"} and the above difference. The @{text "measures"}
   3.201 +  combinator generalizes @{text "measure"} by taking a list of measure functions.
   3.202 +*}
   3.203 +
   3.204 +termination 
   3.205 +  by (auto_term "measures [\<lambda>(i, N). N, \<lambda>(i,N). N + 1 - i]")
   3.206 +
   3.207 +
   3.208 +section {* Mutual Recursion *}
   3.209 +
   3.210 +text {*
   3.211 +  If two or more functions call one another mutually, they have to be defined
   3.212 +  in one step. The simplest example are probably @{text "even"} and @{text "odd"}:
   3.213 +*}
   3.214 +(*<*)hide const even odd(*>*)
   3.215 +
   3.216 +function even odd :: "nat \<Rightarrow> bool"
   3.217 +where
   3.218 +  "even 0 = True"
   3.219 +| "odd 0 = False"
   3.220 +| "even (Suc n) = odd n"
   3.221 +| "odd (Suc n) = even n"
   3.222 +  by pat_completeness auto
   3.223 +
   3.224 +text {*
   3.225 +  To solve the problem of mutual dependencies, Isabelle internally
   3.226 +  creates a single function operating on the sum
   3.227 +  type. Then the original functions are defined as
   3.228 +  projections. Consequently, termination has to be proved
   3.229 +  simultaneously for both functions, by specifying a measure on the
   3.230 +  sum type: 
   3.231 +*}
   3.232 +
   3.233 +termination 
   3.234 +  by (auto_term "measure (sum_case (%n. n) (%n. n))")
   3.235 +
   3.236 +
   3.237 +
   3.238 +(* FIXME: Mutual induction *)
   3.239 +
   3.240 +
   3.241 +
   3.242 +section {* Nested recursion *}
   3.243 +
   3.244 +text {* FIXME *}
   3.245 +
   3.246 +section {* More general patterns *}
   3.247 +
   3.248 +text {* FIXME *}
   3.249 +
   3.250 +
   3.251 +
   3.252 +
   3.253 +end
     4.1 --- /dev/null	Thu Jan 01 00:00:00 1970 +0000
     4.2 +++ b/doc-src/IsarAdvanced/Functions/Thy/ROOT.ML	Tue Nov 07 12:20:11 2006 +0100
     4.3 @@ -0,0 +1,4 @@
     4.4 +
     4.5 +(* $Id$ *)
     4.6 +
     4.7 +use_thy "Functions";
     5.1 --- /dev/null	Thu Jan 01 00:00:00 1970 +0000
     5.2 +++ b/doc-src/IsarAdvanced/Functions/Thy/document/Functions.tex	Tue Nov 07 12:20:11 2006 +0100
     5.3 @@ -0,0 +1,456 @@
     5.4 +%
     5.5 +\begin{isabellebody}%
     5.6 +\def\isabellecontext{Functions}%
     5.7 +%
     5.8 +\isadelimtheory
     5.9 +\isanewline
    5.10 +\isanewline
    5.11 +%
    5.12 +\endisadelimtheory
    5.13 +%
    5.14 +\isatagtheory
    5.15 +\isacommand{theory}\isamarkupfalse%
    5.16 +\ Functions\isanewline
    5.17 +\isakeyword{imports}\ Main\isanewline
    5.18 +\isakeyword{begin}%
    5.19 +\endisatagtheory
    5.20 +{\isafoldtheory}%
    5.21 +%
    5.22 +\isadelimtheory
    5.23 +%
    5.24 +\endisadelimtheory
    5.25 +%
    5.26 +\isamarkupchapter{Defining Recursive Functions in Isabelle/HOL%
    5.27 +}
    5.28 +\isamarkuptrue%
    5.29 +%
    5.30 +\begin{isamarkuptext}%
    5.31 +\cite{isa-tutorial}%
    5.32 +\end{isamarkuptext}%
    5.33 +\isamarkuptrue%
    5.34 +%
    5.35 +\isamarkupsection{Function Definition for Dummies%
    5.36 +}
    5.37 +\isamarkuptrue%
    5.38 +%
    5.39 +\begin{isamarkuptext}%
    5.40 +In most cases, defining a recursive function is just as simple as other definitions:%
    5.41 +\end{isamarkuptext}%
    5.42 +\isamarkuptrue%
    5.43 +\isacommand{fun}\isamarkupfalse%
    5.44 +\ fib\ {\isacharcolon}{\isacharcolon}\ {\isachardoublequoteopen}nat\ {\isasymRightarrow}\ nat{\isachardoublequoteclose}\isanewline
    5.45 +\isakeyword{where}\isanewline
    5.46 +\ \ {\isachardoublequoteopen}fib\ {\isadigit{0}}\ {\isacharequal}\ {\isadigit{1}}{\isachardoublequoteclose}\isanewline
    5.47 +{\isacharbar}\ {\isachardoublequoteopen}fib\ {\isacharparenleft}Suc\ {\isadigit{0}}{\isacharparenright}\ {\isacharequal}\ {\isadigit{1}}{\isachardoublequoteclose}\isanewline
    5.48 +{\isacharbar}\ {\isachardoublequoteopen}fib\ {\isacharparenleft}Suc\ {\isacharparenleft}Suc\ n{\isacharparenright}{\isacharparenright}\ {\isacharequal}\ fib\ n\ {\isacharplus}\ fib\ {\isacharparenleft}Suc\ n{\isacharparenright}{\isachardoublequoteclose}\isanewline
    5.49 +%
    5.50 +\isadelimproof
    5.51 +%
    5.52 +\endisadelimproof
    5.53 +%
    5.54 +\isatagproof
    5.55 +%
    5.56 +\endisatagproof
    5.57 +{\isafoldproof}%
    5.58 +%
    5.59 +\isadelimproof
    5.60 +%
    5.61 +\endisadelimproof
    5.62 +%
    5.63 +\begin{isamarkuptext}%
    5.64 +The function always terminates, since the argument of gets smaller in every
    5.65 +  recursive call. Termination is an
    5.66 +  important requirement, since it prevents inconsistencies: From
    5.67 +  the "definition" \isa{f{\isacharparenleft}n{\isacharparenright}\ {\isacharequal}\ f{\isacharparenleft}n{\isacharparenright}\ {\isacharplus}\ {\isadigit{1}}} we could prove 
    5.68 +  \isa{{\isadigit{0}}\ \ {\isacharequal}\ {\isadigit{1}}} by subtracting \isa{f{\isacharparenleft}n{\isacharparenright}} on both sides.
    5.69 +
    5.70 +  Isabelle tries to prove termination automatically when a function is
    5.71 +  defined. We will later look at cases where this fails and see what to
    5.72 +  do then.%
    5.73 +\end{isamarkuptext}%
    5.74 +\isamarkuptrue%
    5.75 +%
    5.76 +\isamarkupsubsection{Pattern matching%
    5.77 +}
    5.78 +\isamarkuptrue%
    5.79 +%
    5.80 +\begin{isamarkuptext}%
    5.81 +Like in functional programming, functions can be defined by pattern
    5.82 +  matching. At the moment we will only consider \emph{datatype
    5.83 +  patterns}, which only consist of datatype constructors and
    5.84 +  variables.
    5.85 +
    5.86 +  If patterns overlap, the order of the equations is taken into
    5.87 +  account. The following function inserts a fixed element between any
    5.88 +  two elements of a list:%
    5.89 +\end{isamarkuptext}%
    5.90 +\isamarkuptrue%
    5.91 +\isacommand{fun}\isamarkupfalse%
    5.92 +\ sep\ {\isacharcolon}{\isacharcolon}\ {\isachardoublequoteopen}{\isacharprime}a\ {\isasymRightarrow}\ {\isacharprime}a\ list\ {\isasymRightarrow}\ {\isacharprime}a\ list{\isachardoublequoteclose}\isanewline
    5.93 +\isakeyword{where}\isanewline
    5.94 +\ \ {\isachardoublequoteopen}sep\ a\ {\isacharparenleft}x{\isacharhash}y{\isacharhash}xs{\isacharparenright}\ {\isacharequal}\ x\ {\isacharhash}\ a\ {\isacharhash}\ sep\ a\ {\isacharparenleft}y\ {\isacharhash}\ xs{\isacharparenright}{\isachardoublequoteclose}\isanewline
    5.95 +{\isacharbar}\ {\isachardoublequoteopen}sep\ a\ xs\ \ \ \ \ \ \ {\isacharequal}\ xs{\isachardoublequoteclose}%
    5.96 +\isadelimproof
    5.97 +%
    5.98 +\endisadelimproof
    5.99 +%
   5.100 +\isatagproof
   5.101 +%
   5.102 +\endisatagproof
   5.103 +{\isafoldproof}%
   5.104 +%
   5.105 +\isadelimproof
   5.106 +%
   5.107 +\endisadelimproof
   5.108 +%
   5.109 +\begin{isamarkuptext}%
   5.110 +Overlapping patterns are interpreted as "increments" to what is
   5.111 +  already there: The second equation is only meant for the cases where
   5.112 +  the first one does not match. Consequently, Isabelle replaces it
   5.113 +  internally by the remaining cases, making the patterns disjoint.
   5.114 +  This results in the equations \begin{isabelle}%
   5.115 +sep\ a\ {\isacharparenleft}x\ {\isacharhash}\ y\ {\isacharhash}\ xs{\isacharparenright}\ {\isacharequal}\ x\ {\isacharhash}\ a\ {\isacharhash}\ sep\ a\ {\isacharparenleft}y\ {\isacharhash}\ xs{\isacharparenright}\isasep\isanewline%
   5.116 +sep\ a\ {\isacharbrackleft}{\isacharbrackright}\ {\isacharequal}\ {\isacharbrackleft}{\isacharbrackright}\isasep\isanewline%
   5.117 +sep\ a\ {\isacharbrackleft}v{\isacharbrackright}\ {\isacharequal}\ {\isacharbrackleft}v{\isacharbrackright}%
   5.118 +\end{isabelle}%
   5.119 +\end{isamarkuptext}%
   5.120 +\isamarkuptrue%
   5.121 +%
   5.122 +\begin{isamarkuptext}%
   5.123 +The equations from function definitions are automatically used in
   5.124 +  simplification:%
   5.125 +\end{isamarkuptext}%
   5.126 +\isamarkuptrue%
   5.127 +\isacommand{lemma}\isamarkupfalse%
   5.128 +\ {\isachardoublequoteopen}fib\ {\isacharparenleft}Suc\ {\isacharparenleft}Suc\ {\isadigit{0}}{\isacharparenright}{\isacharparenright}\ {\isacharequal}\ {\isacharparenleft}Suc\ {\isacharparenleft}Suc\ {\isadigit{0}}{\isacharparenright}{\isacharparenright}{\isachardoublequoteclose}\isanewline
   5.129 +%
   5.130 +\isadelimproof
   5.131 +%
   5.132 +\endisadelimproof
   5.133 +%
   5.134 +\isatagproof
   5.135 +\isacommand{by}\isamarkupfalse%
   5.136 +\ simp%
   5.137 +\endisatagproof
   5.138 +{\isafoldproof}%
   5.139 +%
   5.140 +\isadelimproof
   5.141 +%
   5.142 +\endisadelimproof
   5.143 +%
   5.144 +\isamarkupsubsection{Induction%
   5.145 +}
   5.146 +\isamarkuptrue%
   5.147 +%
   5.148 +\begin{isamarkuptext}%
   5.149 +FIXME%
   5.150 +\end{isamarkuptext}%
   5.151 +\isamarkuptrue%
   5.152 +%
   5.153 +\isamarkupsection{If it does not work%
   5.154 +}
   5.155 +\isamarkuptrue%
   5.156 +%
   5.157 +\begin{isamarkuptext}%
   5.158 +Up to now, we were using the \cmd{fun} command, which provides a
   5.159 +  convenient shorthand notation for simple function definitions. In
   5.160 +  this mode, Isabelle tries to solve all the necessary proof obligations
   5.161 +  automatically. If a proof does not go through, the definition is
   5.162 +  rejected. This can mean that the definition is indeed faulty, like,
   5.163 +  or that the default proof procedures are not smart enough (or
   5.164 +  rather: not designed) to handle the specific definition.
   5.165 +.
   5.166 +  By expanding the abbreviation to the full \cmd{function} command, the
   5.167 +  proof obligations become visible and can be analyzed and solved manually.%
   5.168 +\end{isamarkuptext}%
   5.169 +\isamarkuptrue%
   5.170 +\isacommand{fun}\isamarkupfalse%
   5.171 +\ f\ {\isacharcolon}{\isacharcolon}\ {\isachardoublequoteopen}{\isasymtau}{\isachardoublequoteclose}\isanewline
   5.172 +\isakeyword{where}\isanewline
   5.173 +\ \ %
   5.174 +\begin{isamarkuptext}%
   5.175 +\vspace{-0.8cm}\emph{equations}%
   5.176 +\end{isamarkuptext}%
   5.177 +\isamarkuptrue%
   5.178 +%
   5.179 +\begin{isamarkuptext}%
   5.180 +\noindent abbreviates%
   5.181 +\end{isamarkuptext}%
   5.182 +\isamarkuptrue%
   5.183 +\isacommand{function}\isamarkupfalse%
   5.184 +\ {\isacharparenleft}\isakeyword{sequential}{\isacharparenright}\ fo\ {\isacharcolon}{\isacharcolon}\ {\isachardoublequoteopen}{\isasymtau}{\isachardoublequoteclose}\isanewline
   5.185 +\isakeyword{where}\isanewline
   5.186 +\ \ %
   5.187 +\isadelimproof
   5.188 +%
   5.189 +\endisadelimproof
   5.190 +%
   5.191 +\isatagproof
   5.192 +%
   5.193 +\begin{isamarkuptxt}%
   5.194 +\vspace{-0.8cm}\emph{equations}%
   5.195 +\end{isamarkuptxt}%
   5.196 +\isamarkuptrue%
   5.197 +\isacommand{by}\isamarkupfalse%
   5.198 +\ pat{\isacharunderscore}completeness\ auto%
   5.199 +\endisatagproof
   5.200 +{\isafoldproof}%
   5.201 +%
   5.202 +\isadelimproof
   5.203 +%
   5.204 +\endisadelimproof
   5.205 +\ \isanewline
   5.206 +\isacommand{termination}\isamarkupfalse%
   5.207 +%
   5.208 +\isadelimproof
   5.209 +\ %
   5.210 +\endisadelimproof
   5.211 +%
   5.212 +\isatagproof
   5.213 +\isacommand{by}\isamarkupfalse%
   5.214 +\ lexicographic{\isacharunderscore}order%
   5.215 +\endisatagproof
   5.216 +{\isafoldproof}%
   5.217 +%
   5.218 +\isadelimproof
   5.219 +%
   5.220 +\endisadelimproof
   5.221 +%
   5.222 +\begin{isamarkuptext}%
   5.223 +Some declarations and proofs have now become explicit:
   5.224 +
   5.225 +  \begin{enumerate}
   5.226 +  \item The "sequential" option enables the preprocessing of
   5.227 +  pattern overlaps we already saw. Without this option, the equations
   5.228 +  must already be disjoint and complete. The automatic completion only
   5.229 +  works with datatype patterns.
   5.230 +
   5.231 +  \item A function definition now produces a proof obligation which
   5.232 +  expresses completeness and compatibility of patterns (We talk about
   5.233 +  this later). The combination of the methods {\tt pat\_completeness} and
   5.234 +  {\tt auto} is used to solve this proof obligation.
   5.235 +
   5.236 +  \item A termination proof follows the definition, started by the
   5.237 +  \cmd{termination} command. The {\tt lexicographic\_order} method can prove termination of a
   5.238 +  certain class of functions by searching for a suitable lexicographic combination of size
   5.239 +  measures.
   5.240 +  \end{enumerate}%
   5.241 +\end{isamarkuptext}%
   5.242 +\isamarkuptrue%
   5.243 +%
   5.244 +\isamarkupsection{Proving termination%
   5.245 +}
   5.246 +\isamarkuptrue%
   5.247 +%
   5.248 +\begin{isamarkuptext}%
   5.249 +Consider the following function, which sums up natural numbers up to
   5.250 +  \isa{N}, using a counter \isa{i}%
   5.251 +\end{isamarkuptext}%
   5.252 +\isamarkuptrue%
   5.253 +\isacommand{function}\isamarkupfalse%
   5.254 +\ sum\ {\isacharcolon}{\isacharcolon}\ {\isachardoublequoteopen}nat\ {\isasymRightarrow}\ nat\ {\isasymRightarrow}\ nat{\isachardoublequoteclose}\isanewline
   5.255 +\isakeyword{where}\isanewline
   5.256 +\ \ {\isachardoublequoteopen}sum\ i\ N\ {\isacharequal}\ {\isacharparenleft}if\ i\ {\isachargreater}\ N\ then\ {\isadigit{0}}\ else\ i\ {\isacharplus}\ sum\ {\isacharparenleft}Suc\ i{\isacharparenright}\ N{\isacharparenright}{\isachardoublequoteclose}\isanewline
   5.257 +%
   5.258 +\isadelimproof
   5.259 +\ \ %
   5.260 +\endisadelimproof
   5.261 +%
   5.262 +\isatagproof
   5.263 +\isacommand{by}\isamarkupfalse%
   5.264 +\ pat{\isacharunderscore}completeness\ auto%
   5.265 +\endisatagproof
   5.266 +{\isafoldproof}%
   5.267 +%
   5.268 +\isadelimproof
   5.269 +%
   5.270 +\endisadelimproof
   5.271 +%
   5.272 +\begin{isamarkuptext}%
   5.273 +The {\tt lexicographic\_order} method fails on this example, because none of the
   5.274 +  arguments decreases in the recursive call.
   5.275 +
   5.276 +  A more general method for termination proofs is to supply a wellfounded
   5.277 +  relation on the argument type, and to show that the argument
   5.278 +  decreases in every recursive call. 
   5.279 +
   5.280 +  The termination argument for \isa{sum} is based on the fact that
   5.281 +  the \emph{difference} between \isa{i} and \isa{N} gets
   5.282 +  smaller in every step, and that the recursion stops when \isa{i}
   5.283 +  is greater then \isa{n}. Phrased differently, the expression 
   5.284 +  \isa{N\ {\isacharplus}\ {\isadigit{1}}\ {\isacharminus}\ i} decreases in every recursive call.
   5.285 +
   5.286 +  We can use this expression as a measure function to construct a
   5.287 +  wellfounded relation, which is a proof of termination:%
   5.288 +\end{isamarkuptext}%
   5.289 +\isamarkuptrue%
   5.290 +\isacommand{termination}\isamarkupfalse%
   5.291 +\ \isanewline
   5.292 +%
   5.293 +\isadelimproof
   5.294 +\ \ %
   5.295 +\endisadelimproof
   5.296 +%
   5.297 +\isatagproof
   5.298 +\isacommand{by}\isamarkupfalse%
   5.299 +\ {\isacharparenleft}auto{\isacharunderscore}term\ {\isachardoublequoteopen}measure\ {\isacharparenleft}{\isasymlambda}{\isacharparenleft}i{\isacharcomma}N{\isacharparenright}{\isachardot}\ N\ {\isacharplus}\ {\isadigit{1}}\ {\isacharminus}\ i{\isacharparenright}{\isachardoublequoteclose}{\isacharparenright}%
   5.300 +\endisatagproof
   5.301 +{\isafoldproof}%
   5.302 +%
   5.303 +\isadelimproof
   5.304 +%
   5.305 +\endisadelimproof
   5.306 +%
   5.307 +\begin{isamarkuptext}%
   5.308 +Note that the two (curried) function arguments appear as a pair in
   5.309 +  the measure function. The \cmd{function} command packs together curried
   5.310 +  arguments into a tuple to simplify its internal operation. Hence,
   5.311 +  measure functions and termination relations always work on the
   5.312 +  tupled type.
   5.313 +
   5.314 +  Let us complicate the function a little, by adding some more recursive calls:%
   5.315 +\end{isamarkuptext}%
   5.316 +\isamarkuptrue%
   5.317 +\isacommand{function}\isamarkupfalse%
   5.318 +\ foo\ {\isacharcolon}{\isacharcolon}\ {\isachardoublequoteopen}nat\ {\isasymRightarrow}\ nat\ {\isasymRightarrow}\ nat{\isachardoublequoteclose}\isanewline
   5.319 +\isakeyword{where}\isanewline
   5.320 +\ \ {\isachardoublequoteopen}foo\ i\ N\ {\isacharequal}\ {\isacharparenleft}if\ i\ {\isachargreater}\ N\ \isanewline
   5.321 +\ \ \ \ \ \ \ \ \ \ \ \ \ \ then\ {\isacharparenleft}if\ N\ {\isacharequal}\ {\isadigit{0}}\ then\ {\isadigit{0}}\ else\ foo\ {\isadigit{0}}\ {\isacharparenleft}N\ {\isacharminus}\ {\isadigit{1}}{\isacharparenright}{\isacharparenright}\isanewline
   5.322 +\ \ \ \ \ \ \ \ \ \ \ \ \ \ else\ i\ {\isacharplus}\ foo\ {\isacharparenleft}Suc\ i{\isacharparenright}\ N{\isacharparenright}{\isachardoublequoteclose}\isanewline
   5.323 +%
   5.324 +\isadelimproof
   5.325 +%
   5.326 +\endisadelimproof
   5.327 +%
   5.328 +\isatagproof
   5.329 +\isacommand{by}\isamarkupfalse%
   5.330 +\ pat{\isacharunderscore}completeness\ auto%
   5.331 +\endisatagproof
   5.332 +{\isafoldproof}%
   5.333 +%
   5.334 +\isadelimproof
   5.335 +%
   5.336 +\endisadelimproof
   5.337 +%
   5.338 +\begin{isamarkuptext}%
   5.339 +When \isa{i} has reached \isa{N}, it starts at zero again
   5.340 +  and \isa{N} is decremented.
   5.341 +  This corresponds to a nested
   5.342 +  loop where one index counts up and the other down. Termination can
   5.343 +  be proved using a lexicographic combination of two measures, namely
   5.344 +  the value of \isa{N} and the above difference. The \isa{measures}
   5.345 +  combinator generalizes \isa{measure} by taking a list of measure functions.%
   5.346 +\end{isamarkuptext}%
   5.347 +\isamarkuptrue%
   5.348 +\isacommand{termination}\isamarkupfalse%
   5.349 +\ \isanewline
   5.350 +%
   5.351 +\isadelimproof
   5.352 +\ \ %
   5.353 +\endisadelimproof
   5.354 +%
   5.355 +\isatagproof
   5.356 +\isacommand{by}\isamarkupfalse%
   5.357 +\ {\isacharparenleft}auto{\isacharunderscore}term\ {\isachardoublequoteopen}measures\ {\isacharbrackleft}{\isasymlambda}{\isacharparenleft}i{\isacharcomma}\ N{\isacharparenright}{\isachardot}\ N{\isacharcomma}\ {\isasymlambda}{\isacharparenleft}i{\isacharcomma}N{\isacharparenright}{\isachardot}\ N\ {\isacharplus}\ {\isadigit{1}}\ {\isacharminus}\ i{\isacharbrackright}{\isachardoublequoteclose}{\isacharparenright}%
   5.358 +\endisatagproof
   5.359 +{\isafoldproof}%
   5.360 +%
   5.361 +\isadelimproof
   5.362 +%
   5.363 +\endisadelimproof
   5.364 +%
   5.365 +\isamarkupsection{Mutual Recursion%
   5.366 +}
   5.367 +\isamarkuptrue%
   5.368 +%
   5.369 +\begin{isamarkuptext}%
   5.370 +If two or more functions call one another mutually, they have to be defined
   5.371 +  in one step. The simplest example are probably \isa{even} and \isa{odd}:%
   5.372 +\end{isamarkuptext}%
   5.373 +\isamarkuptrue%
   5.374 +\isanewline
   5.375 +\isacommand{function}\isamarkupfalse%
   5.376 +\ even\ odd\ {\isacharcolon}{\isacharcolon}\ {\isachardoublequoteopen}nat\ {\isasymRightarrow}\ bool{\isachardoublequoteclose}\isanewline
   5.377 +\isakeyword{where}\isanewline
   5.378 +\ \ {\isachardoublequoteopen}even\ {\isadigit{0}}\ {\isacharequal}\ True{\isachardoublequoteclose}\isanewline
   5.379 +{\isacharbar}\ {\isachardoublequoteopen}odd\ {\isadigit{0}}\ {\isacharequal}\ False{\isachardoublequoteclose}\isanewline
   5.380 +{\isacharbar}\ {\isachardoublequoteopen}even\ {\isacharparenleft}Suc\ n{\isacharparenright}\ {\isacharequal}\ odd\ n{\isachardoublequoteclose}\isanewline
   5.381 +{\isacharbar}\ {\isachardoublequoteopen}odd\ {\isacharparenleft}Suc\ n{\isacharparenright}\ {\isacharequal}\ even\ n{\isachardoublequoteclose}\isanewline
   5.382 +%
   5.383 +\isadelimproof
   5.384 +\ \ %
   5.385 +\endisadelimproof
   5.386 +%
   5.387 +\isatagproof
   5.388 +\isacommand{by}\isamarkupfalse%
   5.389 +\ pat{\isacharunderscore}completeness\ auto%
   5.390 +\endisatagproof
   5.391 +{\isafoldproof}%
   5.392 +%
   5.393 +\isadelimproof
   5.394 +%
   5.395 +\endisadelimproof
   5.396 +%
   5.397 +\begin{isamarkuptext}%
   5.398 +To solve the problem of mutual dependencies, Isabelle internally
   5.399 +  creates a single function operating on the sum
   5.400 +  type. Then the original functions are defined as
   5.401 +  projections. Consequently, termination has to be proved
   5.402 +  simultaneously for both functions, by specifying a measure on the
   5.403 +  sum type:%
   5.404 +\end{isamarkuptext}%
   5.405 +\isamarkuptrue%
   5.406 +\isacommand{termination}\isamarkupfalse%
   5.407 +\ \isanewline
   5.408 +%
   5.409 +\isadelimproof
   5.410 +\ \ %
   5.411 +\endisadelimproof
   5.412 +%
   5.413 +\isatagproof
   5.414 +\isacommand{by}\isamarkupfalse%
   5.415 +\ {\isacharparenleft}auto{\isacharunderscore}term\ {\isachardoublequoteopen}measure\ {\isacharparenleft}sum{\isacharunderscore}case\ {\isacharparenleft}{\isacharpercent}n{\isachardot}\ n{\isacharparenright}\ {\isacharparenleft}{\isacharpercent}n{\isachardot}\ n{\isacharparenright}{\isacharparenright}{\isachardoublequoteclose}{\isacharparenright}%
   5.416 +\endisatagproof
   5.417 +{\isafoldproof}%
   5.418 +%
   5.419 +\isadelimproof
   5.420 +%
   5.421 +\endisadelimproof
   5.422 +%
   5.423 +\isamarkupsection{Nested recursion%
   5.424 +}
   5.425 +\isamarkuptrue%
   5.426 +%
   5.427 +\begin{isamarkuptext}%
   5.428 +FIXME%
   5.429 +\end{isamarkuptext}%
   5.430 +\isamarkuptrue%
   5.431 +%
   5.432 +\isamarkupsection{More general patterns%
   5.433 +}
   5.434 +\isamarkuptrue%
   5.435 +%
   5.436 +\begin{isamarkuptext}%
   5.437 +FIXME%
   5.438 +\end{isamarkuptext}%
   5.439 +\isamarkuptrue%
   5.440 +%
   5.441 +\isadelimtheory
   5.442 +%
   5.443 +\endisadelimtheory
   5.444 +%
   5.445 +\isatagtheory
   5.446 +\isacommand{end}\isamarkupfalse%
   5.447 +%
   5.448 +\endisatagtheory
   5.449 +{\isafoldtheory}%
   5.450 +%
   5.451 +\isadelimtheory
   5.452 +%
   5.453 +\endisadelimtheory
   5.454 +\isanewline
   5.455 +\end{isabellebody}%
   5.456 +%%% Local Variables:
   5.457 +%%% mode: latex
   5.458 +%%% TeX-master: "root"
   5.459 +%%% End:
     6.1 --- /dev/null	Thu Jan 01 00:00:00 1970 +0000
     6.2 +++ b/doc-src/IsarAdvanced/Functions/Thy/document/isabelle.sty	Tue Nov 07 12:20:11 2006 +0100
     6.3 @@ -0,0 +1,214 @@
     6.4 +%%
     6.5 +%% 
     6.6 +%%
     6.7 +%% macros for Isabelle generated LaTeX output
     6.8 +%%
     6.9 +
    6.10 +%%% Simple document preparation (based on theory token language and symbols)
    6.11 +
    6.12 +% isabelle environments
    6.13 +
    6.14 +\newcommand{\isabellecontext}{UNKNOWN}
    6.15 +
    6.16 +\newcommand{\isastyle}{\UNDEF}
    6.17 +\newcommand{\isastyleminor}{\UNDEF}
    6.18 +\newcommand{\isastylescript}{\UNDEF}
    6.19 +\newcommand{\isastyletext}{\normalsize\rm}
    6.20 +\newcommand{\isastyletxt}{\rm}
    6.21 +\newcommand{\isastylecmt}{\rm}
    6.22 +
    6.23 +%symbol markup -- \emph achieves decent spacing via italic corrections
    6.24 +\newcommand{\isamath}[1]{\emph{$#1$}}
    6.25 +\newcommand{\isatext}[1]{\emph{#1}}
    6.26 +\newcommand{\isascriptstyle}{\def\isamath##1{##1}\def\isatext##1{\mbox{\isastylescript##1}}}
    6.27 +\newcommand{\isactrlsub}[1]{\emph{\isascriptstyle${}\sb{#1}$}}
    6.28 +\newcommand{\isactrlsup}[1]{\emph{\isascriptstyle${}\sp{#1}$}}
    6.29 +\newcommand{\isactrlisub}[1]{\emph{\isascriptstyle${}\sb{#1}$}}
    6.30 +\newcommand{\isactrlisup}[1]{\emph{\isascriptstyle${}\sp{#1}$}}
    6.31 +\newcommand{\isactrlbsub}{\emph\bgroup\begin{math}{}\sb\bgroup\mbox\bgroup\isastylescript}
    6.32 +\newcommand{\isactrlesub}{\egroup\egroup\end{math}\egroup}
    6.33 +\newcommand{\isactrlbsup}{\emph\bgroup\begin{math}{}\sp\bgroup\mbox\bgroup\isastylescript}
    6.34 +\newcommand{\isactrlesup}{\egroup\egroup\end{math}\egroup}
    6.35 +\newcommand{\isactrlbold}[1]{{\bfseries\upshape\boldmath#1}}
    6.36 +\newcommand{\isactrlloc}[1]{{\bfseries\upshape\boldmath#1}}
    6.37 +
    6.38 +
    6.39 +\newdimen\isa@parindent\newdimen\isa@parskip
    6.40 +
    6.41 +\newenvironment{isabellebody}{%
    6.42 +\isamarkuptrue\par%
    6.43 +\isa@parindent\parindent\parindent0pt%
    6.44 +\isa@parskip\parskip\parskip0pt%
    6.45 +\isastyle}{\par}
    6.46 +
    6.47 +\newenvironment{isabelle}
    6.48 +{\begin{trivlist}\begin{isabellebody}\item\relax}
    6.49 +{\end{isabellebody}\end{trivlist}}
    6.50 +
    6.51 +\newcommand{\isa}[1]{\emph{\isastyleminor #1}}
    6.52 +
    6.53 +\newcommand{\isaindent}[1]{\hphantom{#1}}
    6.54 +\newcommand{\isanewline}{\mbox{}\par\mbox{}}
    6.55 +\newcommand{\isasep}{}
    6.56 +\newcommand{\isadigit}[1]{#1}
    6.57 +
    6.58 +\newcommand{\isachardefaults}{%
    6.59 +\chardef\isacharbang=`\!%
    6.60 +\chardef\isachardoublequote=`\"%
    6.61 +\chardef\isachardoublequoteopen=`\"%
    6.62 +\chardef\isachardoublequoteclose=`\"%
    6.63 +\chardef\isacharhash=`\#%
    6.64 +\chardef\isachardollar=`\$%
    6.65 +\chardef\isacharpercent=`\%%
    6.66 +\chardef\isacharampersand=`\&%
    6.67 +\chardef\isacharprime=`\'%
    6.68 +\chardef\isacharparenleft=`\(%
    6.69 +\chardef\isacharparenright=`\)%
    6.70 +\chardef\isacharasterisk=`\*%
    6.71 +\chardef\isacharplus=`\+%
    6.72 +\chardef\isacharcomma=`\,%
    6.73 +\chardef\isacharminus=`\-%
    6.74 +\chardef\isachardot=`\.%
    6.75 +\chardef\isacharslash=`\/%
    6.76 +\chardef\isacharcolon=`\:%
    6.77 +\chardef\isacharsemicolon=`\;%
    6.78 +\chardef\isacharless=`\<%
    6.79 +\chardef\isacharequal=`\=%
    6.80 +\chardef\isachargreater=`\>%
    6.81 +\chardef\isacharquery=`\?%
    6.82 +\chardef\isacharat=`\@%
    6.83 +\chardef\isacharbrackleft=`\[%
    6.84 +\chardef\isacharbackslash=`\\%
    6.85 +\chardef\isacharbrackright=`\]%
    6.86 +\chardef\isacharcircum=`\^%
    6.87 +\chardef\isacharunderscore=`\_%
    6.88 +\def\isacharunderscorekeyword{\_}%
    6.89 +\chardef\isacharbackquote=`\`%
    6.90 +\chardef\isacharbackquoteopen=`\`%
    6.91 +\chardef\isacharbackquoteclose=`\`%
    6.92 +\chardef\isacharbraceleft=`\{%
    6.93 +\chardef\isacharbar=`\|%
    6.94 +\chardef\isacharbraceright=`\}%
    6.95 +\chardef\isachartilde=`\~%
    6.96 +\def\isacharverbatimopen{\isacharbraceleft\isacharasterisk}%
    6.97 +\def\isacharverbatimclose{\isacharasterisk\isacharbraceright}%
    6.98 +}
    6.99 +
   6.100 +
   6.101 +% keyword and section markup
   6.102 +
   6.103 +\newcommand{\isakeyword}[1]
   6.104 +{\emph{\bf\def\isachardot{.}\def\isacharunderscore{\isacharunderscorekeyword}%
   6.105 +\def\isacharbraceleft{\{}\def\isacharbraceright{\}}#1}}
   6.106 +\newcommand{\isacommand}[1]{\isakeyword{#1}}
   6.107 +
   6.108 +\newcommand{\isamarkupheader}[1]{\section{#1}}
   6.109 +\newcommand{\isamarkupchapter}[1]{\chapter{#1}}
   6.110 +\newcommand{\isamarkupsection}[1]{\section{#1}}
   6.111 +\newcommand{\isamarkupsubsection}[1]{\subsection{#1}}
   6.112 +\newcommand{\isamarkupsubsubsection}[1]{\subsubsection{#1}}
   6.113 +\newcommand{\isamarkupsect}[1]{\section{#1}}
   6.114 +\newcommand{\isamarkupsubsect}[1]{\subsection{#1}}
   6.115 +\newcommand{\isamarkupsubsubsect}[1]{\subsubsection{#1}}
   6.116 +
   6.117 +\newif\ifisamarkup
   6.118 +\newcommand{\isabeginpar}{\par\ifisamarkup\relax\else\medskip\fi}
   6.119 +\newcommand{\isaendpar}{\par\medskip}
   6.120 +\newenvironment{isapar}{\parindent\isa@parindent\parskip\isa@parskip\isabeginpar}{\isaendpar}
   6.121 +\newenvironment{isamarkuptext}{\par\isastyletext\begin{isapar}}{\end{isapar}}
   6.122 +\newenvironment{isamarkuptxt}{\par\isastyletxt\begin{isapar}}{\end{isapar}}
   6.123 +\newcommand{\isamarkupcmt}[1]{{\isastylecmt--- #1}}
   6.124 +
   6.125 +
   6.126 +% styles
   6.127 +
   6.128 +\def\isabellestyle#1{\csname isabellestyle#1\endcsname}
   6.129 +
   6.130 +\newcommand{\isabellestyledefault}{%
   6.131 +\renewcommand{\isastyle}{\small\tt\slshape}%
   6.132 +\renewcommand{\isastyleminor}{\small\tt\slshape}%
   6.133 +\renewcommand{\isastylescript}{\footnotesize\tt\slshape}%
   6.134 +\isachardefaults%
   6.135 +}
   6.136 +\isabellestyledefault
   6.137 +
   6.138 +\newcommand{\isabellestylett}{%
   6.139 +\renewcommand{\isastyle}{\small\tt}%
   6.140 +\renewcommand{\isastyleminor}{\small\tt}%
   6.141 +\renewcommand{\isastylescript}{\footnotesize\tt}%
   6.142 +\isachardefaults%
   6.143 +}
   6.144 +
   6.145 +\newcommand{\isabellestyleit}{%
   6.146 +\renewcommand{\isastyle}{\small\it}%
   6.147 +\renewcommand{\isastyleminor}{\it}%
   6.148 +\renewcommand{\isastylescript}{\footnotesize\it}%
   6.149 +\renewcommand{\isacharunderscorekeyword}{\mbox{-}}%
   6.150 +\renewcommand{\isacharbang}{\isamath{!}}%
   6.151 +\renewcommand{\isachardoublequote}{}%
   6.152 +\renewcommand{\isachardoublequoteopen}{}%
   6.153 +\renewcommand{\isachardoublequoteclose}{}%
   6.154 +\renewcommand{\isacharhash}{\isamath{\#}}%
   6.155 +\renewcommand{\isachardollar}{\isamath{\$}}%
   6.156 +\renewcommand{\isacharpercent}{\isamath{\%}}%
   6.157 +\renewcommand{\isacharampersand}{\isamath{\&}}%
   6.158 +\renewcommand{\isacharprime}{\isamath{\mskip2mu{'}\mskip-2mu}}%
   6.159 +\renewcommand{\isacharparenleft}{\isamath{(}}%
   6.160 +\renewcommand{\isacharparenright}{\isamath{)}}%
   6.161 +\renewcommand{\isacharasterisk}{\isamath{*}}%
   6.162 +\renewcommand{\isacharplus}{\isamath{+}}%
   6.163 +\renewcommand{\isacharcomma}{\isamath{\mathord,}}%
   6.164 +\renewcommand{\isacharminus}{\isamath{-}}%
   6.165 +\renewcommand{\isachardot}{\isamath{\mathord.}}%
   6.166 +\renewcommand{\isacharslash}{\isamath{/}}%
   6.167 +\renewcommand{\isacharcolon}{\isamath{\mathord:}}%
   6.168 +\renewcommand{\isacharsemicolon}{\isamath{\mathord;}}%
   6.169 +\renewcommand{\isacharless}{\isamath{<}}%
   6.170 +\renewcommand{\isacharequal}{\isamath{=}}%
   6.171 +\renewcommand{\isachargreater}{\isamath{>}}%
   6.172 +\renewcommand{\isacharat}{\isamath{@}}%
   6.173 +\renewcommand{\isacharbrackleft}{\isamath{[}}%
   6.174 +\renewcommand{\isacharbackslash}{\isamath{\backslash}}%
   6.175 +\renewcommand{\isacharbrackright}{\isamath{]}}%
   6.176 +\renewcommand{\isacharunderscore}{\mbox{-}}%
   6.177 +\renewcommand{\isacharbraceleft}{\isamath{\{}}%
   6.178 +\renewcommand{\isacharbar}{\isamath{\mid}}%
   6.179 +\renewcommand{\isacharbraceright}{\isamath{\}}}%
   6.180 +\renewcommand{\isachartilde}{\isamath{{}\sp{\sim}}}%
   6.181 +\renewcommand{\isacharbackquoteopen}{\isatext{\raise.3ex\hbox{$\scriptscriptstyle\langle$}}}%
   6.182 +\renewcommand{\isacharbackquoteclose}{\isatext{\raise.3ex\hbox{$\scriptscriptstyle\rangle$}}}%
   6.183 +\renewcommand{\isacharverbatimopen}{\isamath{\langle\!\langle}}%
   6.184 +\renewcommand{\isacharverbatimclose}{\isamath{\rangle\!\rangle}}%
   6.185 +}
   6.186 +
   6.187 +\newcommand{\isabellestylesl}{%
   6.188 +\isabellestyleit%
   6.189 +\renewcommand{\isastyle}{\small\sl}%
   6.190 +\renewcommand{\isastyleminor}{\sl}%
   6.191 +\renewcommand{\isastylescript}{\footnotesize\sl}%
   6.192 +}
   6.193 +
   6.194 +
   6.195 +% tagged regions
   6.196 +
   6.197 +%plain TeX version of comment package -- much faster!
   6.198 +\let\isafmtname\fmtname\def\fmtname{plain}
   6.199 +\usepackage{comment}
   6.200 +\let\fmtname\isafmtname
   6.201 +
   6.202 +\newcommand{\isafold}[1]{\emph{$\langle\mathord{\mathit{#1}}\rangle$}}
   6.203 +
   6.204 +\newcommand{\isakeeptag}[1]%
   6.205 +{\includecomment{isadelim#1}\includecomment{isatag#1}\csarg\def{isafold#1}{}}
   6.206 +\newcommand{\isadroptag}[1]%
   6.207 +{\excludecomment{isadelim#1}\excludecomment{isatag#1}\csarg\def{isafold#1}{}}
   6.208 +\newcommand{\isafoldtag}[1]%
   6.209 +{\includecomment{isadelim#1}\excludecomment{isatag#1}\csarg\def{isafold#1}{\isafold{#1}}}
   6.210 +
   6.211 +\isakeeptag{theory}
   6.212 +\isakeeptag{proof}
   6.213 +\isakeeptag{ML}
   6.214 +\isakeeptag{visible}
   6.215 +\isadroptag{invisible}
   6.216 +
   6.217 +\IfFileExists{isabelletags.sty}{\usepackage{isabelletags}}{}
     7.1 --- /dev/null	Thu Jan 01 00:00:00 1970 +0000
     7.2 +++ b/doc-src/IsarAdvanced/Functions/Thy/document/isabellesym.sty	Tue Nov 07 12:20:11 2006 +0100
     7.3 @@ -0,0 +1,360 @@
     7.4 +%%
     7.5 +%% 
     7.6 +%%
     7.7 +%% definitions of standard Isabelle symbols
     7.8 +%%
     7.9 +
    7.10 +\newcommand{\isasymzero}{\isamath{\mathbf{0}}}  %requires amssymb
    7.11 +\newcommand{\isasymone}{\isamath{\mathbf{1}}}  %requires amssymb
    7.12 +\newcommand{\isasymtwo}{\isamath{\mathbf{2}}}  %requires amssymb
    7.13 +\newcommand{\isasymthree}{\isamath{\mathbf{3}}}  %requires amssymb
    7.14 +\newcommand{\isasymfour}{\isamath{\mathbf{4}}}  %requires amssymb
    7.15 +\newcommand{\isasymfive}{\isamath{\mathbf{5}}}  %requires amssymb
    7.16 +\newcommand{\isasymsix}{\isamath{\mathbf{6}}}  %requires amssymb
    7.17 +\newcommand{\isasymseven}{\isamath{\mathbf{7}}}  %requires amssymb
    7.18 +\newcommand{\isasymeight}{\isamath{\mathbf{8}}}  %requires amssymb
    7.19 +\newcommand{\isasymnine}{\isamath{\mathbf{9}}}  %requires amssymb
    7.20 +\newcommand{\isasymA}{\isamath{\mathcal{A}}}
    7.21 +\newcommand{\isasymB}{\isamath{\mathcal{B}}}
    7.22 +\newcommand{\isasymC}{\isamath{\mathcal{C}}}
    7.23 +\newcommand{\isasymD}{\isamath{\mathcal{D}}}
    7.24 +\newcommand{\isasymE}{\isamath{\mathcal{E}}}
    7.25 +\newcommand{\isasymF}{\isamath{\mathcal{F}}}
    7.26 +\newcommand{\isasymG}{\isamath{\mathcal{G}}}
    7.27 +\newcommand{\isasymH}{\isamath{\mathcal{H}}}
    7.28 +\newcommand{\isasymI}{\isamath{\mathcal{I}}}
    7.29 +\newcommand{\isasymJ}{\isamath{\mathcal{J}}}
    7.30 +\newcommand{\isasymK}{\isamath{\mathcal{K}}}
    7.31 +\newcommand{\isasymL}{\isamath{\mathcal{L}}}
    7.32 +\newcommand{\isasymM}{\isamath{\mathcal{M}}}
    7.33 +\newcommand{\isasymN}{\isamath{\mathcal{N}}}
    7.34 +\newcommand{\isasymO}{\isamath{\mathcal{O}}}
    7.35 +\newcommand{\isasymP}{\isamath{\mathcal{P}}}
    7.36 +\newcommand{\isasymQ}{\isamath{\mathcal{Q}}}
    7.37 +\newcommand{\isasymR}{\isamath{\mathcal{R}}}
    7.38 +\newcommand{\isasymS}{\isamath{\mathcal{S}}}
    7.39 +\newcommand{\isasymT}{\isamath{\mathcal{T}}}
    7.40 +\newcommand{\isasymU}{\isamath{\mathcal{U}}}
    7.41 +\newcommand{\isasymV}{\isamath{\mathcal{V}}}
    7.42 +\newcommand{\isasymW}{\isamath{\mathcal{W}}}
    7.43 +\newcommand{\isasymX}{\isamath{\mathcal{X}}}
    7.44 +\newcommand{\isasymY}{\isamath{\mathcal{Y}}}
    7.45 +\newcommand{\isasymZ}{\isamath{\mathcal{Z}}}
    7.46 +\newcommand{\isasyma}{\isamath{\mathrm{a}}}
    7.47 +\newcommand{\isasymb}{\isamath{\mathrm{b}}}
    7.48 +\newcommand{\isasymc}{\isamath{\mathrm{c}}}
    7.49 +\newcommand{\isasymd}{\isamath{\mathrm{d}}}
    7.50 +\newcommand{\isasyme}{\isamath{\mathrm{e}}}
    7.51 +\newcommand{\isasymf}{\isamath{\mathrm{f}}}
    7.52 +\newcommand{\isasymg}{\isamath{\mathrm{g}}}
    7.53 +\newcommand{\isasymh}{\isamath{\mathrm{h}}}
    7.54 +\newcommand{\isasymi}{\isamath{\mathrm{i}}}
    7.55 +\newcommand{\isasymj}{\isamath{\mathrm{j}}}
    7.56 +\newcommand{\isasymk}{\isamath{\mathrm{k}}}
    7.57 +\newcommand{\isasyml}{\isamath{\mathrm{l}}}
    7.58 +\newcommand{\isasymm}{\isamath{\mathrm{m}}}
    7.59 +\newcommand{\isasymn}{\isamath{\mathrm{n}}}
    7.60 +\newcommand{\isasymo}{\isamath{\mathrm{o}}}
    7.61 +\newcommand{\isasymp}{\isamath{\mathrm{p}}}
    7.62 +\newcommand{\isasymq}{\isamath{\mathrm{q}}}
    7.63 +\newcommand{\isasymr}{\isamath{\mathrm{r}}}
    7.64 +\newcommand{\isasyms}{\isamath{\mathrm{s}}}
    7.65 +\newcommand{\isasymt}{\isamath{\mathrm{t}}}
    7.66 +\newcommand{\isasymu}{\isamath{\mathrm{u}}}
    7.67 +\newcommand{\isasymv}{\isamath{\mathrm{v}}}
    7.68 +\newcommand{\isasymw}{\isamath{\mathrm{w}}}
    7.69 +\newcommand{\isasymx}{\isamath{\mathrm{x}}}
    7.70 +\newcommand{\isasymy}{\isamath{\mathrm{y}}}
    7.71 +\newcommand{\isasymz}{\isamath{\mathrm{z}}}
    7.72 +\newcommand{\isasymAA}{\isamath{\mathfrak{A}}}  %requires eufrak
    7.73 +\newcommand{\isasymBB}{\isamath{\mathfrak{B}}}  %requires eufrak
    7.74 +\newcommand{\isasymCC}{\isamath{\mathfrak{C}}}  %requires eufrak
    7.75 +\newcommand{\isasymDD}{\isamath{\mathfrak{D}}}  %requires eufrak
    7.76 +\newcommand{\isasymEE}{\isamath{\mathfrak{E}}}  %requires eufrak
    7.77 +\newcommand{\isasymFF}{\isamath{\mathfrak{F}}}  %requires eufrak
    7.78 +\newcommand{\isasymGG}{\isamath{\mathfrak{G}}}  %requires eufrak
    7.79 +\newcommand{\isasymHH}{\isamath{\mathfrak{H}}}  %requires eufrak
    7.80 +\newcommand{\isasymII}{\isamath{\mathfrak{I}}}  %requires eufrak
    7.81 +\newcommand{\isasymJJ}{\isamath{\mathfrak{J}}}  %requires eufrak
    7.82 +\newcommand{\isasymKK}{\isamath{\mathfrak{K}}}  %requires eufrak
    7.83 +\newcommand{\isasymLL}{\isamath{\mathfrak{L}}}  %requires eufrak
    7.84 +\newcommand{\isasymMM}{\isamath{\mathfrak{M}}}  %requires eufrak
    7.85 +\newcommand{\isasymNN}{\isamath{\mathfrak{N}}}  %requires eufrak
    7.86 +\newcommand{\isasymOO}{\isamath{\mathfrak{O}}}  %requires eufrak
    7.87 +\newcommand{\isasymPP}{\isamath{\mathfrak{P}}}  %requires eufrak
    7.88 +\newcommand{\isasymQQ}{\isamath{\mathfrak{Q}}}  %requires eufrak
    7.89 +\newcommand{\isasymRR}{\isamath{\mathfrak{R}}}  %requires eufrak
    7.90 +\newcommand{\isasymSS}{\isamath{\mathfrak{S}}}  %requires eufrak
    7.91 +\newcommand{\isasymTT}{\isamath{\mathfrak{T}}}  %requires eufrak
    7.92 +\newcommand{\isasymUU}{\isamath{\mathfrak{U}}}  %requires eufrak
    7.93 +\newcommand{\isasymVV}{\isamath{\mathfrak{V}}}  %requires eufrak
    7.94 +\newcommand{\isasymWW}{\isamath{\mathfrak{W}}}  %requires eufrak
    7.95 +\newcommand{\isasymXX}{\isamath{\mathfrak{X}}}  %requires eufrak
    7.96 +\newcommand{\isasymYY}{\isamath{\mathfrak{Y}}}  %requires eufrak
    7.97 +\newcommand{\isasymZZ}{\isamath{\mathfrak{Z}}}  %requires eufrak
    7.98 +\newcommand{\isasymaa}{\isamath{\mathfrak{a}}}  %requires eufrak
    7.99 +\newcommand{\isasymbb}{\isamath{\mathfrak{b}}}  %requires eufrak
   7.100 +\newcommand{\isasymcc}{\isamath{\mathfrak{c}}}  %requires eufrak
   7.101 +\newcommand{\isasymdd}{\isamath{\mathfrak{d}}}  %requires eufrak
   7.102 +\newcommand{\isasymee}{\isamath{\mathfrak{e}}}  %requires eufrak
   7.103 +\newcommand{\isasymff}{\isamath{\mathfrak{f}}}  %requires eufrak
   7.104 +\newcommand{\isasymgg}{\isamath{\mathfrak{g}}}  %requires eufrak
   7.105 +\newcommand{\isasymhh}{\isamath{\mathfrak{h}}}  %requires eufrak
   7.106 +\newcommand{\isasymii}{\isamath{\mathfrak{i}}}  %requires eufrak
   7.107 +\newcommand{\isasymjj}{\isamath{\mathfrak{j}}}  %requires eufrak
   7.108 +\newcommand{\isasymkk}{\isamath{\mathfrak{k}}}  %requires eufrak
   7.109 +\newcommand{\isasymll}{\isamath{\mathfrak{l}}}  %requires eufrak
   7.110 +\newcommand{\isasymmm}{\isamath{\mathfrak{m}}}  %requires eufrak
   7.111 +\newcommand{\isasymnn}{\isamath{\mathfrak{n}}}  %requires eufrak
   7.112 +\newcommand{\isasymoo}{\isamath{\mathfrak{o}}}  %requires eufrak
   7.113 +\newcommand{\isasympp}{\isamath{\mathfrak{p}}}  %requires eufrak
   7.114 +\newcommand{\isasymqq}{\isamath{\mathfrak{q}}}  %requires eufrak
   7.115 +\newcommand{\isasymrr}{\isamath{\mathfrak{r}}}  %requires eufrak
   7.116 +\newcommand{\isasymss}{\isamath{\mathfrak{s}}}  %requires eufrak
   7.117 +\newcommand{\isasymtt}{\isamath{\mathfrak{t}}}  %requires eufrak
   7.118 +\newcommand{\isasymuu}{\isamath{\mathfrak{u}}}  %requires eufrak
   7.119 +\newcommand{\isasymvv}{\isamath{\mathfrak{v}}}  %requires eufrak
   7.120 +\newcommand{\isasymww}{\isamath{\mathfrak{w}}}  %requires eufrak
   7.121 +\newcommand{\isasymxx}{\isamath{\mathfrak{x}}}  %requires eufrak
   7.122 +\newcommand{\isasymyy}{\isamath{\mathfrak{y}}}  %requires eufrak
   7.123 +\newcommand{\isasymzz}{\isamath{\mathfrak{z}}}  %requires eufrak
   7.124 +\newcommand{\isasymalpha}{\isamath{\alpha}}
   7.125 +\newcommand{\isasymbeta}{\isamath{\beta}}
   7.126 +\newcommand{\isasymgamma}{\isamath{\gamma}}
   7.127 +\newcommand{\isasymdelta}{\isamath{\delta}}
   7.128 +\newcommand{\isasymepsilon}{\isamath{\varepsilon}}
   7.129 +\newcommand{\isasymzeta}{\isamath{\zeta}}
   7.130 +\newcommand{\isasymeta}{\isamath{\eta}}
   7.131 +\newcommand{\isasymtheta}{\isamath{\vartheta}}
   7.132 +\newcommand{\isasymiota}{\isamath{\iota}}
   7.133 +\newcommand{\isasymkappa}{\isamath{\kappa}}
   7.134 +\newcommand{\isasymlambda}{\isamath{\lambda}}
   7.135 +\newcommand{\isasymmu}{\isamath{\mu}}
   7.136 +\newcommand{\isasymnu}{\isamath{\nu}}
   7.137 +\newcommand{\isasymxi}{\isamath{\xi}}
   7.138 +\newcommand{\isasympi}{\isamath{\pi}}
   7.139 +\newcommand{\isasymrho}{\isamath{\varrho}}
   7.140 +\newcommand{\isasymsigma}{\isamath{\sigma}}
   7.141 +\newcommand{\isasymtau}{\isamath{\tau}}
   7.142 +\newcommand{\isasymupsilon}{\isamath{\upsilon}}
   7.143 +\newcommand{\isasymphi}{\isamath{\varphi}}
   7.144 +\newcommand{\isasymchi}{\isamath{\chi}}
   7.145 +\newcommand{\isasympsi}{\isamath{\psi}}
   7.146 +\newcommand{\isasymomega}{\isamath{\omega}}
   7.147 +\newcommand{\isasymGamma}{\isamath{\Gamma}}
   7.148 +\newcommand{\isasymDelta}{\isamath{\Delta}}
   7.149 +\newcommand{\isasymTheta}{\isamath{\Theta}}
   7.150 +\newcommand{\isasymLambda}{\isamath{\Lambda}}
   7.151 +\newcommand{\isasymXi}{\isamath{\Xi}}
   7.152 +\newcommand{\isasymPi}{\isamath{\Pi}}
   7.153 +\newcommand{\isasymSigma}{\isamath{\Sigma}}
   7.154 +\newcommand{\isasymUpsilon}{\isamath{\Upsilon}}
   7.155 +\newcommand{\isasymPhi}{\isamath{\Phi}}
   7.156 +\newcommand{\isasymPsi}{\isamath{\Psi}}
   7.157 +\newcommand{\isasymOmega}{\isamath{\Omega}}
   7.158 +\newcommand{\isasymbool}{\isamath{\mathrm{I}\mkern-3.8mu\mathrm{B}}}
   7.159 +\newcommand{\isasymcomplex}{\isamath{\mathrm{C}\mkern-15mu{\phantom{\mathrm{t}}\vrule}\mkern9mu}}
   7.160 +\newcommand{\isasymnat}{\isamath{\mathrm{I}\mkern-3.8mu\mathrm{N}}}
   7.161 +\newcommand{\isasymrat}{\isamath{\mathrm{Q}\mkern-16mu{\phantom{\mathrm{t}}\vrule}\mkern10mu}}
   7.162 +\newcommand{\isasymreal}{\isamath{\mathrm{I}\mkern-3.8mu\mathrm{R}}}
   7.163 +\newcommand{\isasymint}{\isamath{\mathsf{Z}\mkern-7.5mu\mathsf{Z}}}
   7.164 +\newcommand{\isasymleftarrow}{\isamath{\leftarrow}}
   7.165 +\newcommand{\isasymlongleftarrow}{\isamath{\longleftarrow}}
   7.166 +\newcommand{\isasymrightarrow}{\isamath{\rightarrow}}
   7.167 +\newcommand{\isasymlongrightarrow}{\isamath{\longrightarrow}}
   7.168 +\newcommand{\isasymLeftarrow}{\isamath{\Leftarrow}}
   7.169 +\newcommand{\isasymLongleftarrow}{\isamath{\Longleftarrow}}
   7.170 +\newcommand{\isasymRightarrow}{\isamath{\Rightarrow}}
   7.171 +\newcommand{\isasymLongrightarrow}{\isamath{\Longrightarrow}}
   7.172 +\newcommand{\isasymleftrightarrow}{\isamath{\leftrightarrow}}
   7.173 +\newcommand{\isasymlongleftrightarrow}{\isamath{\longleftrightarrow}}
   7.174 +\newcommand{\isasymLeftrightarrow}{\isamath{\Leftrightarrow}}
   7.175 +\newcommand{\isasymLongleftrightarrow}{\isamath{\Longleftrightarrow}}
   7.176 +\newcommand{\isasymmapsto}{\isamath{\mapsto}}
   7.177 +\newcommand{\isasymlongmapsto}{\isamath{\longmapsto}}
   7.178 +\newcommand{\isasymmidarrow}{\isamath{\relbar}}
   7.179 +\newcommand{\isasymMidarrow}{\isamath{\Relbar}}
   7.180 +\newcommand{\isasymhookleftarrow}{\isamath{\hookleftarrow}}
   7.181 +\newcommand{\isasymhookrightarrow}{\isamath{\hookrightarrow}}
   7.182 +\newcommand{\isasymleftharpoondown}{\isamath{\leftharpoondown}}
   7.183 +\newcommand{\isasymrightharpoondown}{\isamath{\rightharpoondown}}
   7.184 +\newcommand{\isasymleftharpoonup}{\isamath{\leftharpoonup}}
   7.185 +\newcommand{\isasymrightharpoonup}{\isamath{\rightharpoonup}}
   7.186 +\newcommand{\isasymrightleftharpoons}{\isamath{\rightleftharpoons}}
   7.187 +\newcommand{\isasymleadsto}{\isamath{\leadsto}}  %requires amssymb
   7.188 +\newcommand{\isasymdownharpoonleft}{\isamath{\downharpoonleft}}  %requires amssymb
   7.189 +\newcommand{\isasymdownharpoonright}{\isamath{\downharpoonright}}  %requires amssymb
   7.190 +\newcommand{\isasymupharpoonleft}{\isamath{\upharpoonleft}}  %requires amssymb
   7.191 +\newcommand{\isasymupharpoonright}{\isamath{\upharpoonright}}  %requires amssymb
   7.192 +\newcommand{\isasymrestriction}{\isamath{\restriction}}  %requires amssymb
   7.193 +\newcommand{\isasymColon}{\isamath{\mathrel{::}}}
   7.194 +\newcommand{\isasymup}{\isamath{\uparrow}}
   7.195 +\newcommand{\isasymUp}{\isamath{\Uparrow}}
   7.196 +\newcommand{\isasymdown}{\isamath{\downarrow}}
   7.197 +\newcommand{\isasymDown}{\isamath{\Downarrow}}
   7.198 +\newcommand{\isasymupdown}{\isamath{\updownarrow}}
   7.199 +\newcommand{\isasymUpdown}{\isamath{\Updownarrow}}
   7.200 +\newcommand{\isasymlangle}{\isamath{\langle}}
   7.201 +\newcommand{\isasymrangle}{\isamath{\rangle}}
   7.202 +\newcommand{\isasymlceil}{\isamath{\lceil}}
   7.203 +\newcommand{\isasymrceil}{\isamath{\rceil}}
   7.204 +\newcommand{\isasymlfloor}{\isamath{\lfloor}}
   7.205 +\newcommand{\isasymrfloor}{\isamath{\rfloor}}
   7.206 +\newcommand{\isasymlparr}{\isamath{\mathopen{(\mkern-3mu\mid}}}
   7.207 +\newcommand{\isasymrparr}{\isamath{\mathclose{\mid\mkern-3mu)}}}
   7.208 +\newcommand{\isasymlbrakk}{\isamath{\mathopen{\lbrack\mkern-3mu\lbrack}}}
   7.209 +\newcommand{\isasymrbrakk}{\isamath{\mathclose{\rbrack\mkern-3mu\rbrack}}}
   7.210 +\newcommand{\isasymlbrace}{\isamath{\mathopen{\lbrace\mkern-4.5mu\mid}}}
   7.211 +\newcommand{\isasymrbrace}{\isamath{\mathclose{\mid\mkern-4.5mu\rbrace}}}
   7.212 +\newcommand{\isasymguillemotleft}{\isatext{\flqq}}  %requires babel
   7.213 +\newcommand{\isasymguillemotright}{\isatext{\frqq}}  %requires babel
   7.214 +\newcommand{\isasymbottom}{\isamath{\bot}}
   7.215 +\newcommand{\isasymtop}{\isamath{\top}}
   7.216 +\newcommand{\isasymand}{\isamath{\wedge}}
   7.217 +\newcommand{\isasymAnd}{\isamath{\bigwedge}}
   7.218 +\newcommand{\isasymor}{\isamath{\vee}}
   7.219 +\newcommand{\isasymOr}{\isamath{\bigvee}}
   7.220 +\newcommand{\isasymforall}{\isamath{\forall\,}}
   7.221 +\newcommand{\isasymexists}{\isamath{\exists\,}}
   7.222 +\newcommand{\isasymnexists}{\isamath{\nexists\,}}  %requires amssymb
   7.223 +\newcommand{\isasymnot}{\isamath{\neg}}
   7.224 +\newcommand{\isasymbox}{\isamath{\Box}}  %requires amssymb
   7.225 +\newcommand{\isasymdiamond}{\isamath{\Diamond}}  %requires amssymb
   7.226 +\newcommand{\isasymturnstile}{\isamath{\vdash}}
   7.227 +\newcommand{\isasymTurnstile}{\isamath{\models}}
   7.228 +\newcommand{\isasymtturnstile}{\isamath{\vdash\!\!\!\vdash}}
   7.229 +\newcommand{\isasymTTurnstile}{\isamath{\mid\!\models}}
   7.230 +\newcommand{\isasymstileturn}{\isamath{\dashv}}
   7.231 +\newcommand{\isasymsurd}{\isamath{\surd}}
   7.232 +\newcommand{\isasymle}{\isamath{\le}}
   7.233 +\newcommand{\isasymge}{\isamath{\ge}}
   7.234 +\newcommand{\isasymlless}{\isamath{\ll}}
   7.235 +\newcommand{\isasymggreater}{\isamath{\gg}}
   7.236 +\newcommand{\isasymlesssim}{\isamath{\lesssim}}  %requires amssymb
   7.237 +\newcommand{\isasymgreatersim}{\isamath{\gtrsim}}  %requires amssymb
   7.238 +\newcommand{\isasymlessapprox}{\isamath{\lessapprox}}  %requires amssymb
   7.239 +\newcommand{\isasymgreaterapprox}{\isamath{\gtrapprox}}  %requires amssymb
   7.240 +\newcommand{\isasymin}{\isamath{\in}}
   7.241 +\newcommand{\isasymnotin}{\isamath{\notin}}
   7.242 +\newcommand{\isasymsubset}{\isamath{\subset}}
   7.243 +\newcommand{\isasymsupset}{\isamath{\supset}}
   7.244 +\newcommand{\isasymsubseteq}{\isamath{\subseteq}}
   7.245 +\newcommand{\isasymsupseteq}{\isamath{\supseteq}}
   7.246 +\newcommand{\isasymsqsubset}{\isamath{\sqsubset}}  %requires amssymb
   7.247 +\newcommand{\isasymsqsupset}{\isamath{\sqsupset}}  %requires amssymb
   7.248 +\newcommand{\isasymsqsubseteq}{\isamath{\sqsubseteq}}
   7.249 +\newcommand{\isasymsqsupseteq}{\isamath{\sqsupseteq}}
   7.250 +\newcommand{\isasyminter}{\isamath{\cap}}
   7.251 +\newcommand{\isasymInter}{\isamath{\bigcap\,}}
   7.252 +\newcommand{\isasymunion}{\isamath{\cup}}
   7.253 +\newcommand{\isasymUnion}{\isamath{\bigcup\,}}
   7.254 +\newcommand{\isasymsqunion}{\isamath{\sqcup}}
   7.255 +\newcommand{\isasymSqunion}{\isamath{\bigsqcup\,}}
   7.256 +\newcommand{\isasymsqinter}{\isamath{\sqcap}}
   7.257 +\newcommand{\isasymSqinter}{\isamath{\bigsqcap\,}}  %requires amsmath
   7.258 +\newcommand{\isasymsetminus}{\isamath{\setminus}}
   7.259 +\newcommand{\isasympropto}{\isamath{\propto}}
   7.260 +\newcommand{\isasymuplus}{\isamath{\uplus}}
   7.261 +\newcommand{\isasymUplus}{\isamath{\biguplus\,}}
   7.262 +\newcommand{\isasymnoteq}{\isamath{\not=}}
   7.263 +\newcommand{\isasymsim}{\isamath{\sim}}
   7.264 +\newcommand{\isasymdoteq}{\isamath{\doteq}}
   7.265 +\newcommand{\isasymsimeq}{\isamath{\simeq}}
   7.266 +\newcommand{\isasymapprox}{\isamath{\approx}}
   7.267 +\newcommand{\isasymasymp}{\isamath{\asymp}}
   7.268 +\newcommand{\isasymcong}{\isamath{\cong}}
   7.269 +\newcommand{\isasymsmile}{\isamath{\smile}}
   7.270 +\newcommand{\isasymequiv}{\isamath{\equiv}}
   7.271 +\newcommand{\isasymfrown}{\isamath{\frown}}
   7.272 +\newcommand{\isasymJoin}{\isamath{\Join}}  %requires amssymb
   7.273 +\newcommand{\isasymbowtie}{\isamath{\bowtie}}
   7.274 +\newcommand{\isasymprec}{\isamath{\prec}}
   7.275 +\newcommand{\isasymsucc}{\isamath{\succ}}
   7.276 +\newcommand{\isasympreceq}{\isamath{\preceq}}
   7.277 +\newcommand{\isasymsucceq}{\isamath{\succeq}}
   7.278 +\newcommand{\isasymparallel}{\isamath{\parallel}}
   7.279 +\newcommand{\isasymbar}{\isamath{\mid}}
   7.280 +\newcommand{\isasymplusminus}{\isamath{\pm}}
   7.281 +\newcommand{\isasymminusplus}{\isamath{\mp}}
   7.282 +\newcommand{\isasymtimes}{\isamath{\times}}
   7.283 +\newcommand{\isasymdiv}{\isamath{\div}}
   7.284 +\newcommand{\isasymcdot}{\isamath{\cdot}}
   7.285 +\newcommand{\isasymstar}{\isamath{\star}}
   7.286 +\newcommand{\isasymbullet}{\boldmath\isamath{\mathchoice{\displaystyle{\cdot}}{\textstyle{\cdot}}{\scriptstyle{\bullet}}{\scriptscriptstyle{\bullet}}}}
   7.287 +\newcommand{\isasymcirc}{\isamath{\circ}}
   7.288 +\newcommand{\isasymdagger}{\isamath{\dagger}}
   7.289 +\newcommand{\isasymddagger}{\isamath{\ddagger}}
   7.290 +\newcommand{\isasymlhd}{\isamath{\lhd}}  %requires amssymb
   7.291 +\newcommand{\isasymrhd}{\isamath{\rhd}}  %requires amssymb
   7.292 +\newcommand{\isasymunlhd}{\isamath{\unlhd}}  %requires amssymb
   7.293 +\newcommand{\isasymunrhd}{\isamath{\unrhd}}  %requires amssymb
   7.294 +\newcommand{\isasymtriangleleft}{\isamath{\triangleleft}}
   7.295 +\newcommand{\isasymtriangleright}{\isamath{\triangleright}}
   7.296 +\newcommand{\isasymtriangle}{\isamath{\triangle}}
   7.297 +\newcommand{\isasymtriangleq}{\isamath{\triangleq}}  %requires amssymb
   7.298 +\newcommand{\isasymoplus}{\isamath{\oplus}}
   7.299 +\newcommand{\isasymOplus}{\isamath{\bigoplus\,}}
   7.300 +\newcommand{\isasymotimes}{\isamath{\otimes}}
   7.301 +\newcommand{\isasymOtimes}{\isamath{\bigotimes\,}}
   7.302 +\newcommand{\isasymodot}{\isamath{\odot}}
   7.303 +\newcommand{\isasymOdot}{\isamath{\bigodot\,}}
   7.304 +\newcommand{\isasymominus}{\isamath{\ominus}}
   7.305 +\newcommand{\isasymoslash}{\isamath{\oslash}}
   7.306 +\newcommand{\isasymdots}{\isamath{\dots}}
   7.307 +\newcommand{\isasymcdots}{\isamath{\cdots}}
   7.308 +\newcommand{\isasymSum}{\isamath{\sum\,}}
   7.309 +\newcommand{\isasymProd}{\isamath{\prod\,}}
   7.310 +\newcommand{\isasymCoprod}{\isamath{\coprod\,}}
   7.311 +\newcommand{\isasyminfinity}{\isamath{\infty}}
   7.312 +\newcommand{\isasymintegral}{\isamath{\int\,}}
   7.313 +\newcommand{\isasymointegral}{\isamath{\oint\,}}
   7.314 +\newcommand{\isasymclubsuit}{\isamath{\clubsuit}}
   7.315 +\newcommand{\isasymdiamondsuit}{\isamath{\diamondsuit}}
   7.316 +\newcommand{\isasymheartsuit}{\isamath{\heartsuit}}
   7.317 +\newcommand{\isasymspadesuit}{\isamath{\spadesuit}}
   7.318 +\newcommand{\isasymaleph}{\isamath{\aleph}}
   7.319 +\newcommand{\isasymemptyset}{\isamath{\emptyset}}
   7.320 +\newcommand{\isasymnabla}{\isamath{\nabla}}
   7.321 +\newcommand{\isasympartial}{\isamath{\partial}}
   7.322 +\newcommand{\isasymRe}{\isamath{\Re}}
   7.323 +\newcommand{\isasymIm}{\isamath{\Im}}
   7.324 +\newcommand{\isasymflat}{\isamath{\flat}}
   7.325 +\newcommand{\isasymnatural}{\isamath{\natural}}
   7.326 +\newcommand{\isasymsharp}{\isamath{\sharp}}
   7.327 +\newcommand{\isasymangle}{\isamath{\angle}}
   7.328 +\newcommand{\isasymcopyright}{\isatext{\rm\copyright}}
   7.329 +\newcommand{\isasymregistered}{\isatext{\rm\textregistered}}
   7.330 +\newcommand{\isasymhyphen}{\isatext{\rm-}}
   7.331 +\newcommand{\isasyminverse}{\isamath{{}^{-1}}}
   7.332 +\newcommand{\isasymonesuperior}{\isamath{\mathonesuperior}}  %requires latin1
   7.333 +\newcommand{\isasymonequarter}{\isatext{\rm\textonequarter}}  %requires latin1
   7.334 +\newcommand{\isasymtwosuperior}{\isamath{\mathtwosuperior}}  %requires latin1
   7.335 +\newcommand{\isasymonehalf}{\isatext{\rm\textonehalf}}  %requires latin1
   7.336 +\newcommand{\isasymthreesuperior}{\isamath{\maththreesuperior}}  %requires latin1
   7.337 +\newcommand{\isasymthreequarters}{\isatext{\rm\textthreequarters}}  %requires latin1
   7.338 +\newcommand{\isasymordfeminine}{\isatext{\rm\textordfeminine}}
   7.339 +\newcommand{\isasymordmasculine}{\isatext{\rm\textordmasculine}}
   7.340 +\newcommand{\isasymsection}{\isatext{\rm\S}}
   7.341 +\newcommand{\isasymparagraph}{\isatext{\rm\P}}
   7.342 +\newcommand{\isasymexclamdown}{\isatext{\rm\textexclamdown}}
   7.343 +\newcommand{\isasymquestiondown}{\isatext{\rm\textquestiondown}}
   7.344 +\newcommand{\isasymeuro}{\isatext{\textgreek{\euro}}}  %requires greek babel
   7.345 +\newcommand{\isasympounds}{\isamath{\pounds}}
   7.346 +\newcommand{\isasymyen}{\isatext{\yen}}  %requires amssymb
   7.347 +\newcommand{\isasymcent}{\isatext{\textcent}}  %requires textcomp
   7.348 +\newcommand{\isasymcurrency}{\isatext{\textcurrency}} %requires textcomp
   7.349 +\newcommand{\isasymdegree}{\isatext{\rm\textdegree}}  %requires latin1
   7.350 +\newcommand{\isasymamalg}{\isamath{\amalg}}
   7.351 +\newcommand{\isasymmho}{\isamath{\mho}}  %requires amssymb
   7.352 +\newcommand{\isasymlozenge}{\isamath{\lozenge}}  %requires amssymb
   7.353 +\newcommand{\isasymwp}{\isamath{\wp}}
   7.354 +\newcommand{\isasymwrong}{\isamath{\wr}}
   7.355 +\newcommand{\isasymstruct}{\isamath{\diamond}}
   7.356 +\newcommand{\isasymacute}{\isatext{\'\relax}}
   7.357 +\newcommand{\isasymindex}{\isatext{\i}}
   7.358 +\newcommand{\isasymdieresis}{\isatext{\"\relax}}
   7.359 +\newcommand{\isasymcedilla}{\isatext{\c\relax}}
   7.360 +\newcommand{\isasymhungarumlaut}{\isatext{\H\relax}}
   7.361 +\newcommand{\isasymspacespace}{\isamath{~~}}
   7.362 +\newcommand{\isasymmodule}{\isamath{\langle}\isakeyword{module}\isamath{\rangle}}
   7.363 +\newcommand{\isasymsome}{\isamath{\epsilon\,}}
     8.1 --- /dev/null	Thu Jan 01 00:00:00 1970 +0000
     8.2 +++ b/doc-src/IsarAdvanced/Functions/Thy/document/pdfsetup.sty	Tue Nov 07 12:20:11 2006 +0100
     8.3 @@ -0,0 +1,25 @@
     8.4 +%%
     8.5 +%% 
     8.6 +%%
     8.7 +%% smart url or hyperref setup
     8.8 +%%
     8.9 +
    8.10 +\newif\ifpdfoutput
    8.11 +\ifx\pdfoutput\undefined
    8.12 +\else
    8.13 +  \ifx\pdfoutput\relax
    8.14 +  \else
    8.15 +    \ifcase\pdfoutput
    8.16 +    \else\pdfoutputtrue\fi
    8.17 +  \fi
    8.18 +\fi
    8.19 +
    8.20 +\ifpdfoutput
    8.21 +  \message{PDF output}
    8.22 +  \usepackage{color}\definecolor{darkblue}{rgb}{0,0,0.5}
    8.23 +  \usepackage[pdftex,a4paper,colorlinks=true,linkcolor=darkblue,citecolor=darkblue,filecolor=darkblue,pagecolor=darkblue,urlcolor=darkblue]{hyperref}
    8.24 +  \IfFileExists{thumbpdf.sty}{\usepackage{thumbpdf}}{}
    8.25 +\else
    8.26 +  \message{No PDF output}
    8.27 +  \usepackage{url}
    8.28 +\fi
     9.1 --- /dev/null	Thu Jan 01 00:00:00 1970 +0000
     9.2 +++ b/doc-src/IsarAdvanced/Functions/Thy/document/session.tex	Tue Nov 07 12:20:11 2006 +0100
     9.3 @@ -0,0 +1,6 @@
     9.4 +\input{Functions.tex}
     9.5 +
     9.6 +%%% Local Variables:
     9.7 +%%% mode: latex
     9.8 +%%% TeX-master: "root"
     9.9 +%%% End:
    10.1 --- /dev/null	Thu Jan 01 00:00:00 1970 +0000
    10.2 +++ b/doc-src/IsarAdvanced/Functions/functions.tex	Tue Nov 07 12:20:11 2006 +0100
    10.3 @@ -0,0 +1,93 @@
    10.4 +
    10.5 +%% $Id$
    10.6 +
    10.7 +\documentclass[12pt,a4paper,fleqn]{report}
    10.8 +\usepackage{latexsym,graphicx}
    10.9 +\usepackage{listings}
   10.10 +\usepackage[refpage]{nomencl}
   10.11 +\usepackage{../../iman,../../extra,../../isar,../../proof}
   10.12 +\usepackage{Thy/document/isabelle,Thy/document/isabellesym}
   10.13 +\usepackage{style}
   10.14 +\usepackage{Thy/document/pdfsetup}
   10.15 +
   10.16 +\newcommand{\cmd}[1]{\isacommand{#1}}
   10.17 +
   10.18 +\newcommand{\isasymINFIX}{\cmd{infix}}
   10.19 +\newcommand{\isasymLOCALE}{\cmd{locale}}
   10.20 +\newcommand{\isasymINCLUDES}{\cmd{includes}}
   10.21 +\newcommand{\isasymDATATYPE}{\cmd{datatype}}
   10.22 +\newcommand{\isasymAXCLASS}{\cmd{axclass}}
   10.23 +\newcommand{\isasymFIXES}{\cmd{fixes}}
   10.24 +\newcommand{\isasymASSUMES}{\cmd{assumes}}
   10.25 +\newcommand{\isasymDEFINES}{\cmd{defines}}
   10.26 +\newcommand{\isasymNOTES}{\cmd{notes}}
   10.27 +\newcommand{\isasymSHOWS}{\cmd{shows}}
   10.28 +\newcommand{\isasymCLASS}{\cmd{class}}
   10.29 +\newcommand{\isasymINSTANCE}{\cmd{instance}}
   10.30 +\newcommand{\isasymLEMMA}{\cmd{lemma}}
   10.31 +\newcommand{\isasymPROOF}{\cmd{proof}}
   10.32 +\newcommand{\isasymQED}{\cmd{qed}}
   10.33 +\newcommand{\isasymFIX}{\cmd{fix}}
   10.34 +\newcommand{\isasymASSUME}{\cmd{assume}}
   10.35 +\newcommand{\isasymSHOW}{\cmd{show}}
   10.36 +\newcommand{\isasymNOTE}{\cmd{note}}
   10.37 +\newcommand{\isasymIN}{\cmd{in}}
   10.38 +\newcommand{\isasymCODEGEN}{\cmd{code\_gen}}
   10.39 +\newcommand{\isasymPRINTCODETHMS}{\cmd{print\_codethms}}
   10.40 +\newcommand{\isasymFUN}{\cmd{fun}}
   10.41 +\newcommand{\isasymFUNCTION}{\cmd{function}}
   10.42 +\newcommand{\isasymPRIMREC}{\cmd{primrec}}
   10.43 +\newcommand{\isasymRECDEF}{\cmd{recdef}}
   10.44 +
   10.45 +\newcommand{\qt}[1]{``#1''}
   10.46 +\newcommand{\qtt}[1]{"{}{#1}"{}}
   10.47 +\newcommand{\qn}[1]{\emph{#1}}
   10.48 +\newcommand{\strong}[1]{{\bfseries #1}}
   10.49 +\newcommand{\fixme}[1][!]{\strong{FIXME: #1}}
   10.50 +
   10.51 +\lstset{basicstyle=\scriptsize\ttfamily, keywordstyle=\itshape, commentstyle=\itshape\sffamily, frame=shadowbox}
   10.52 +\newcommand{\lstsml}[1]{\lstset{language=ML}\lstinputlisting{#1}}
   10.53 +\newcommand{\lsthaskell}[1]{\lstset{language=Haskell}\lstinputlisting{#1}}
   10.54 +
   10.55 +\hyphenation{Isabelle}
   10.56 +\hyphenation{Isar}
   10.57 +
   10.58 +\isadroptag{theory}
   10.59 +\title{\includegraphics[scale=0.5]{isabelle_isar}
   10.60 +  \\[4ex] Defining Recursive Functions in Isabelle/HOL}
   10.61 +\author{\emph{Alexander Krauss}}
   10.62 +
   10.63 +
   10.64 +\isabellestyle{tt}
   10.65 +
   10.66 +\begin{document}
   10.67 +
   10.68 +\maketitle
   10.69 +
   10.70 +\begin{abstract}
   10.71 +  This tutorial describes the use of the new \emph{function} package,
   10.72 +  starting with very simple examples and the proceeding to the more
   10.73 +  intricate ones. No familiarity with other definition facilities is
   10.74 +  assumed.
   10.75 +\end{abstract}
   10.76 +
   10.77 +\thispagestyle{empty}\clearpage
   10.78 +
   10.79 +\pagenumbering{roman}
   10.80 +\clearfirst
   10.81 +
   10.82 +\input{Thy/document/Functions.tex}
   10.83 +
   10.84 +\begingroup
   10.85 +%\tocentry{\bibname}
   10.86 +\bibliographystyle{plain} \small\raggedright\frenchspacing
   10.87 +\bibliography{../../manual}
   10.88 +\endgroup
   10.89 +
   10.90 +\end{document}
   10.91 +
   10.92 +
   10.93 +%%% Local Variables: 
   10.94 +%%% mode: latex
   10.95 +%%% TeX-master: t
   10.96 +%%% End: 
    11.1 --- /dev/null	Thu Jan 01 00:00:00 1970 +0000
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 11.2232 +1967.7 1972.7 1960.4 1976.3 1952.9 1979.6 C
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 11.2237 +1884.5 2001 1884.2 2011 1884.3 2019.9 C
 11.2238 +1890.9 2025.3 1895.9 2031.9 1902.3 2037.4 C
 11.2239 +1904.2 2037.9 1905.6 2034.2 1906.8 2035.7 C
 11.2240 +1907.4 2040.9 1905.7 2046.1 1907.3 2050.8 C
 11.2241 +1913.6 2056.2 1919.2 2062.6 1925.1 2067.9 C
 11.2242 +1926.9 2067.8 1928 2066.3 1929.6 2065.7 C
 11.2243 +1929.9 2070.5 1929.2 2076 1930.1 2080.8 C
 11.2244 +1936.5 2086.1 1941.6 2092.8 1948.4 2097.6 C
 11.2245 +1957.3 2093.3 1966.2 2088.8 1975.2 2084.7 C
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 11.2250 +1954.8 2093.8 m
 11.2251 +1961.6 2090.5 1968.2 2087 1975 2084 C
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 11.2253 +1974.3 2075.2 1974.6 2069.6 1974.5 2064 C
 11.2254 +1977.5 2059.7 1984.5 2060 1988.9 2056.4 C
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 11.2274 +1973.1 2071.2 1972.9 2077 1973.3 2082.5 C
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 11.2279 +1931.3 2062.9 1933.3 2060.6 1932 2057.6 C
 11.2280 +1932.7 2056.5 1930.9 2053.3 1933.2 2051.8 C
 11.2281 +1936.8 2050.1 1940.1 2046.9 1944 2046.8 C
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 11.2291 +1978.9 2037.9 1978.7 2038 1978.6 2038.1 C
 11.2292 +1978.2 2032.7 1978.4 2027.1 1978.4 2021.6 C
 11.2293 +1979.3 2021.1 1980 2020.2 1981.5 2020.1 C
 11.2294 +1983.5 2020.5 1984 2021.8 1985.1 2023.5 C
 11.2295 +1985.7 2024 1987.4 2023.7 1986 2022.8 C
 11.2296 +1984.7 2021.7 1983.3 2020.8 1983.9 2018.7 C
 11.2297 +1987.2 2015.9 1993 2015.4 1994.9 2011.5 C
 11.2298 +1992.2 2004.9 1999.3 2005.2 2002.1 2002.4 C
 11.2299 +2005.9 2002.7 2004.8 1997.4 2009.1 1999 C
 11.2300 +2011 1999.3 2010 2002.9 2012.7 2002.4 C
 11.2301 +2010.2 2000.7 2009.4 1996.1 2005.5 1998.5 C
 11.2302 +2002.1 2000.3 1999 2002.5 1995.4 2003.8 C
 11.2303 +1995.2 2003.6 1994.9 2003.3 1994.7 2003.1 C
 11.2304 +1994.3 1997 1995.6 1991.1 1994.4 1985.3 C
 11.2305 +1994.3 1986 1993.8 1985 1994 1985.6 C
 11.2306 +1993.8 1995.4 1994.4 2001.6 1993.5 2011.7 C
 11.2307 +1989.7 2015.5 1983.6 2014.9 1979.8 2018.7 C
 11.2308 +1978.3 2019.1 1979.1 2017.4 1978.4 2017 C
 11.2309 +1977.8 2015.5 1979.4 2015.3 1978.8 2014.1 C
 11.2310 +1978.4 2014.6 1978.5 2012.8 1977.4 2013.4 C
 11.2311 +1975.8 2016.8 1978.5 2019.6 1976.9 2023 C
 11.2312 +1977 2028.7 1976.7 2034.5 1977.2 2040 C
 11.2313 +1971.6 2043.1 1965.8 2045.6 1960.1 2048.2 C
 11.2314 +1957.7 2049.9 1954.8 2050.5 1952.4 2052.3 C
 11.2315 +1947.6 2047.4 1941.8 2041.8 1936.8 2037.2 C
 11.2316 +1935.2 2033.6 1937.1 2028.8 1936.1 2024.7 C
 11.2317 +1935.1 2020.4 1937.1 2018.1 1935.9 2015.1 C
 11.2318 +1936.5 2014.1 1934.7 2010.8 1937.1 2009.3 C
 11.2319 +1944.4 2004.8 1952 2000.9 1959.9 1997.8 C
 11.2320 +1963.9 1997 1963.9 2001.9 1966.8 2003.3 C
 11.2321 +1970.3 2006.9 1973.7 2009.9 1976.9 2012.9 C
 11.2322 +1977.9 2013 1977.1 2011.4 1976.7 2010.8 C
 11.2323 +1971.6 2006.3 1966.8 2000.7 1962 1995.9 C
 11.2324 +1960 1995.2 1960.1 1996.6 1958.2 1995.6 C
 11.2325 +1957 1997 1955.1 1998.8 1953.2 1998 C
 11.2326 +1951.7 1994.5 1954.1 1993.4 1952.9 1991.1 C
 11.2327 +1952.1 1990.5 1953.3 1990.2 1953.2 1989.6 C
 11.2328 +1954.2 1986.8 1950.9 1981.4 1954.4 1981.2 C
 11.2329 +1954.7 1981.6 1954.7 1981.7 1955.1 1982 C
 11.2330 +1961.9 1979.1 1967.6 1975 1974.3 1971.6 C
 11.2331 +1974.7 1969.8 1976.7 1969.5 1978.4 1969.7 C
 11.2332 +1980.3 1970 1979.3 1973.6 1982 1973.1 C
 11.2333 +1975.8 1962.2 1968 1975.8 1960.8 1976.7 C
 11.2334 +1956.9 1977.4 1953.3 1982.4 1949.1 1978.8 C
 11.2335 +1946 1975.8 1941.2 1971 1939.5 1969.2 C
 11.2336 +1938.5 1968.6 1938.9 1967.4 1937.8 1966.8 C
 11.2337 +1928.7 1969.4 1920.6 1974.5 1912.4 1979.1 C
 11.2338 +1904 1980 1896.6 1985 1889.3 1989.4 C
 11.2339 +1887.9 1990.4 1885.1 1990.3 1885 1992.5 C
 11.2340 +1885.4 2000.6 1885.2 2012.9 1885.2 2019.9 C
 11.2341 +1886.1 2022 1889.7 2019.5 1888.4 2022.8 C
 11.2342 +1889 2023.3 1889.8 2024.4 1890.3 2024 C
 11.2343 +1891.2 2023.5 1891.8 2028.2 1893.4 2026.6 C
 11.2344 +1894.2 2026.3 1893.9 2027.3 1894.4 2027.6 C
 11.2345 +1893.4 2027.6 1894.7 2028.3 1894.1 2028.5 C
 11.2346 +1894.4 2029.6 1896 2030 1896 2029.2 C
 11.2347 +1896.2 2029 1896.3 2029 1896.5 2029.2 C
 11.2348 +1896.8 2029.8 1897.3 2030 1897 2030.7 C
 11.2349 +1896.5 2030.7 1896.9 2031.5 1897.2 2031.6 C
 11.2350 +1898.3 2034 1899.5 2030.6 1899.6 2033.3 C
 11.2351 +1898.5 2033 1899.6 2034.4 1900.1 2034.8 C
 11.2352 +1901.3 2035.8 1903.2 2034.6 1902.5 2036.7 C
 11.2353 +1904.4 2036.9 1906.1 2032.2 1907.6 2035.5 C
 11.2354 +1907.5 2040.1 1907.7 2044.9 1907.3 2049.4 C
 11.2355 +1908 2050.2 1908.3 2051.4 1909.5 2051.6 C
 11.2356 +1910.1 2051.1 1911.6 2051.1 1911.4 2052.3 C
 11.2357 +1909.7 2052.8 1912.4 2054 1912.6 2054.7 C
 11.2358 +1913.4 2055.2 1913 2053.7 1913.6 2054.4 C
 11.2359 +1913.6 2054.5 1913.6 2055.3 1913.6 2054.7 C
 11.2360 +1913.7 2054.4 1913.9 2054.4 1914 2054.7 C
 11.2361 +1914 2054.9 1914.1 2055.3 1913.8 2055.4 C
 11.2362 +1913.7 2056 1915.2 2057.6 1916 2057.6 C
 11.2363 +1915.9 2057.3 1916.1 2057.2 1916.2 2057.1 C
 11.2364 +1917 2056.8 1916.7 2057.7 1917.2 2058 C
 11.2365 +1917 2058.3 1916.7 2058.3 1916.4 2058.3 C
 11.2366 +1917.1 2059 1917.3 2060.1 1918.4 2060.4 C
 11.2367 +1918.1 2059.2 1919.1 2060.6 1919.1 2059.5 C
 11.2368 +1919 2060.6 1920.6 2060.1 1919.8 2061.2 C
 11.2369 +1919.6 2061.2 1919.3 2061.2 1919.1 2061.2 C
 11.2370 +1919.6 2061.9 1921.4 2064.2 1921.5 2062.6 C
 11.2371 +1922.4 2062.1 1921.6 2063.9 1922.2 2064.3 C
 11.2372 +1922.9 2067.3 1926.1 2064.3 1925.6 2067.2 C
 11.2373 +1927.2 2066.8 1928.4 2064.6 1930.1 2065.2 C
 11.2374 +1931.8 2067.8 1931 2071.8 1930.8 2074.8 C
 11.2375 +1930.6 2076.4 1930.1 2078.6 1930.6 2080.4 C
 11.2376 +1936.6 2085.4 1941.8 2091.6 1948.1 2096.9 C
 11.2377 +1950.7 2096.7 1952.6 2094.8 1954.8 2093.8 C
 11.2378 +[0 0.33 0.33 0.99]  vc
 11.2379 +f 
 11.2380 +S 
 11.2381 +n
 11.2382 +1989.4 2080.6 m
 11.2383 +1996.1 2077.3 2002.7 2073.8 2009.6 2070.8 C
 11.2384 +2009.6 2069.6 2010.2 2067.7 2009.3 2067.4 C
 11.2385 +2008.9 2062 2009.1 2056.4 2009.1 2050.8 C
 11.2386 +2012.3 2046.6 2019 2046.6 2023.5 2043.2 C
 11.2387 +2024 2042.3 2025.1 2042.1 2025.4 2041.2 C
 11.2388 +2025.3 2032.7 2025.6 2023.1 2025.2 2014.6 C
 11.2389 +2025 2015.3 2024.6 2014.2 2024.7 2014.8 C
 11.2390 +2024.5 2024.7 2025.1 2030.9 2024.2 2041 C
 11.2391 +2020.4 2044.8 2014.3 2044.2 2010.5 2048 C
 11.2392 +2009 2048.4 2009.8 2046.7 2009.1 2046.3 C
 11.2393 +2008.5 2044.8 2010.2 2044.6 2009.6 2043.4 C
 11.2394 +2009.1 2043.9 2009.2 2042.1 2008.1 2042.7 C
 11.2395 +2006.5 2046.1 2009.3 2048.9 2007.6 2052.3 C
 11.2396 +2007.7 2058 2007.5 2063.8 2007.9 2069.3 C
 11.2397 +2002.3 2072.4 1996.5 2074.8 1990.8 2077.5 C
 11.2398 +1988.4 2079.2 1985.6 2079.8 1983.2 2081.6 C
 11.2399 +1980.5 2079 1977.9 2076.5 1975.5 2074.1 C
 11.2400 +1975.5 2075.1 1975.5 2076.2 1975.5 2077.2 C
 11.2401 +1977.8 2079.3 1980.3 2081.6 1982.7 2083.7 C
 11.2402 +1985.3 2083.5 1987.1 2081.6 1989.4 2080.6 C
 11.2403 +f 
 11.2404 +S 
 11.2405 +n
 11.2406 +1930.1 2079.9 m
 11.2407 +1931.1 2075.6 1929.2 2071.1 1930.8 2067.2 C
 11.2408 +1930.3 2066.3 1930.1 2064.6 1928.7 2065.5 C
 11.2409 +1927.7 2066.4 1926.5 2067 1925.3 2067.4 C
 11.2410 +1924.5 2066.9 1925.6 2065.7 1924.4 2066 C
 11.2411 +1924.2 2067.2 1923.6 2065.5 1923.2 2065.7 C
 11.2412 +1922.3 2063.6 1917.8 2062.1 1919.6 2060.4 C
 11.2413 +1919.3 2060.5 1919.2 2060.3 1919.1 2060.2 C
 11.2414 +1919.7 2060.9 1918.2 2061 1917.6 2060.2 C
 11.2415 +1917 2059.6 1916.1 2058.8 1916.4 2058 C
 11.2416 +1915.5 2058 1917.4 2057.1 1915.7 2057.8 C
 11.2417 +1914.8 2057.1 1913.4 2056.2 1913.3 2054.9 C
 11.2418 +1913.1 2055.4 1911.3 2054.3 1910.9 2053.2 C
 11.2419 +1910.7 2052.9 1910.2 2052.5 1910.7 2052.3 C
 11.2420 +1911.1 2052.5 1910.9 2052 1910.9 2051.8 C
 11.2421 +1910.5 2051.2 1909.9 2052.6 1909.2 2051.8 C
 11.2422 +1908.2 2051.4 1907.8 2050.2 1907.1 2049.4 C
 11.2423 +1907.5 2044.8 1907.3 2040 1907.3 2035.2 C
 11.2424 +1905.3 2033 1902.8 2039.3 1902.3 2035.7 C
 11.2425 +1899.6 2036 1898.4 2032.5 1896.3 2030.7 C
 11.2426 +1895.7 2030.1 1897.5 2030 1896.3 2029.7 C
 11.2427 +1896.3 2030.6 1895 2029.7 1894.4 2029.2 C
 11.2428 +1892.9 2028.1 1894.2 2027.4 1893.6 2027.1 C
 11.2429 +1892.1 2027.9 1891.7 2025.6 1890.8 2024.9 C
 11.2430 +1891.1 2024.6 1889.1 2024.3 1888.4 2023 C
 11.2431 +1887.5 2022.6 1888.2 2021.9 1888.1 2021.3 C
 11.2432 +1886.7 2022 1885.2 2020.4 1884.8 2019.2 C
 11.2433 +1884.8 2010 1884.6 2000.2 1885 1991.8 C
 11.2434 +1886.9 1989.6 1889.9 1989.3 1892.2 1987.5 C
 11.2435 +1898.3 1982.7 1905.6 1980.1 1912.8 1978.6 C
 11.2436 +1921 1974.2 1928.8 1968.9 1937.8 1966.6 C
 11.2437 +1939.8 1968.3 1938.8 1968.3 1940.4 1970 C
 11.2438 +1945.4 1972.5 1947.6 1981.5 1954.6 1979.3 C
 11.2439 +1952.3 1981 1950.4 1978.4 1948.6 1977.9 C
 11.2440 +1945.1 1973.9 1941.1 1970.6 1938 1966.6 C
 11.2441 +1928.4 1968.5 1920.6 1974.8 1911.9 1978.8 C
 11.2442 +1907.1 1979.2 1902.6 1981.7 1898.2 1983.6 C
 11.2443 +1893.9 1986 1889.9 1989 1885.5 1990.8 C
 11.2444 +1884.9 1991.2 1884.8 1991.8 1884.5 1992.3 C
 11.2445 +1884.9 2001.3 1884.7 2011.1 1884.8 2019.6 C
 11.2446 +1890.6 2025 1896.5 2031.2 1902.3 2036.9 C
 11.2447 +1904.6 2037.6 1905 2033 1907.3 2035.5 C
 11.2448 +1907.2 2040.2 1907 2044.8 1907.1 2049.6 C
 11.2449 +1913.6 2055.3 1918.4 2061.5 1925.1 2067.4 C
 11.2450 +1927.3 2068.2 1929.6 2062.5 1930.6 2066.9 C
 11.2451 +1929.7 2070.7 1930.3 2076 1930.1 2080.1 C
 11.2452 +1935.6 2085.7 1941.9 2090.7 1947.2 2096.7 C
 11.2453 +1942.2 2091.1 1935.5 2085.2 1930.1 2079.9 C
 11.2454 +[0.18 0.18 0 0.78]  vc
 11.2455 +f 
 11.2456 +S 
 11.2457 +n
 11.2458 +1930.8 2061.9 m
 11.2459 +1930.3 2057.8 1931.8 2053.4 1931.1 2050.4 C
 11.2460 +1931.3 2050.3 1931.7 2050.5 1931.6 2050.1 C
 11.2461 +1933 2051.1 1934.4 2049.5 1935.9 2048.7 C
 11.2462 +1937 2046.5 1939.5 2047.1 1941.2 2045.1 C
 11.2463 +1939.7 2042.6 1937.3 2041.2 1935.4 2039.3 C
 11.2464 +1934 2039.7 1934.5 2038.1 1933.7 2037.6 C
 11.2465 +1934 2033.3 1933.1 2027.9 1934.4 2024.4 C
 11.2466 +1934.3 2023.8 1933.9 2022.8 1933 2022.8 C
 11.2467 +1931.6 2023.1 1930.5 2024.4 1929.2 2024.9 C
 11.2468 +1928.4 2024.5 1929.8 2023.5 1928.7 2023.5 C
 11.2469 +1927.7 2024.1 1926.2 2022.6 1925.6 2021.6 C
 11.2470 +1926.9 2021.6 1924.8 2020.6 1925.6 2020.4 C
 11.2471 +1924.7 2021.7 1923.9 2019.6 1923.2 2019.2 C
 11.2472 +1923.3 2018.3 1923.8 2018.1 1923.2 2018 C
 11.2473 +1922.9 2017.8 1922.9 2017.5 1922.9 2017.2 C
 11.2474 +1922.8 2018.3 1921.3 2017.3 1920.3 2018 C
 11.2475 +1916.6 2019.7 1913 2022.1 1910 2024.7 C
 11.2476 +1910 2032.9 1910 2041.2 1910 2049.4 C
 11.2477 +1915.4 2055.2 1920 2058.7 1925.3 2064.8 C
 11.2478 +1927.2 2064 1929 2061.4 1930.8 2061.9 C
 11.2479 +[0 0 0 0]  vc
 11.2480 +f 
 11.2481 +S 
 11.2482 +n
 11.2483 +1907.6 2030.4 m
 11.2484 +1907.5 2027.1 1906.4 2021.7 1908.5 2019.9 C
 11.2485 +1908.8 2020.1 1908.9 2019 1909.2 2019.6 C
 11.2486 +1910 2019.6 1912 2019.2 1913.1 2018.2 C
 11.2487 +1913.7 2016.5 1920.2 2015.7 1917.4 2012.7 C
 11.2488 +1918.2 2011.2 1917 2013.8 1917.2 2012 C
 11.2489 +1916.9 2012.3 1916 2012.4 1915.2 2012 C
 11.2490 +1912.5 2010.5 1916.6 2008.8 1913.6 2009.6 C
 11.2491 +1912.6 2009.2 1911.1 2009 1910.9 2007.6 C
 11.2492 +1911 1999.2 1911.8 1989.8 1911.2 1982.2 C
 11.2493 +1910.1 1981.1 1908.8 1982.2 1907.6 1982.2 C
 11.2494 +1900.8 1986.5 1893.2 1988.8 1887.2 1994.2 C
 11.2495 +1887.2 2002.4 1887.2 2010.7 1887.2 2018.9 C
 11.2496 +1892.6 2024.7 1897.2 2028.2 1902.5 2034.3 C
 11.2497 +1904.3 2033.3 1906.2 2032.1 1907.6 2030.4 C
 11.2498 +f 
 11.2499 +S 
 11.2500 +n
 11.2501 +1910.7 2025.4 m
 11.2502 +1912.7 2022.4 1916.7 2020.8 1919.8 2018.9 C
 11.2503 +1920.2 2018.7 1920.6 2018.6 1921 2018.4 C
 11.2504 +1925 2020 1927.4 2028.5 1932 2024.2 C
 11.2505 +1932.3 2025 1932.5 2023.7 1932.8 2024.4 C
 11.2506 +1932.8 2028 1932.8 2031.5 1932.8 2035 C
 11.2507 +1931.9 2033.9 1932.5 2036.3 1932.3 2036.9 C
 11.2508 +1933.2 2036.4 1932.5 2038.5 1933 2038.4 C
 11.2509 +1933.1 2040.5 1935.6 2042.2 1936.6 2043.2 C
 11.2510 +1936.2 2042.4 1935.1 2040.8 1933.7 2040.3 C
 11.2511 +1932.2 2034.4 1933.8 2029.8 1933 2023.2 C
 11.2512 +1931.1 2024.9 1928.4 2026.4 1926.5 2023.5 C
 11.2513 +1925.1 2021.6 1923 2019.8 1921.5 2018.2 C
 11.2514 +1917.8 2018.9 1915.2 2022.5 1911.6 2023.5 C
 11.2515 +1910.8 2023.8 1911.2 2024.7 1910.4 2025.2 C
 11.2516 +1910.9 2031.8 1910.6 2039.1 1910.7 2045.6 C
 11.2517 +1910.1 2048 1910.7 2045.9 1911.2 2044.8 C
 11.2518 +1910.6 2038.5 1911.2 2031.8 1910.7 2025.4 C
 11.2519 +[0.07 0.06 0 0.58]  vc
 11.2520 +f 
 11.2521 +S 
 11.2522 +n
 11.2523 +1910.7 2048.9 m
 11.2524 +1910.3 2047.4 1911.3 2046.5 1911.6 2045.3 C
 11.2525 +1912.9 2045.3 1913.9 2047.1 1915.2 2045.8 C
 11.2526 +1915.2 2044.9 1916.6 2043.3 1917.2 2042.9 C
 11.2527 +1918.7 2042.9 1919.4 2044.4 1920.5 2043.2 C
 11.2528 +1921.2 2042.2 1921.4 2040.9 1922.4 2040.3 C
 11.2529 +1924.5 2040.3 1925.7 2040.9 1926.8 2039.6 C
 11.2530 +1927.1 2037.9 1926.8 2038.1 1927.7 2037.6 C
 11.2531 +1929 2037.5 1930.4 2037 1931.6 2037.2 C
 11.2532 +1932.3 2038.2 1933.1 2038.7 1932.8 2040.3 C
 11.2533 +1935 2041.8 1935.9 2043.8 1938.5 2044.8 C
 11.2534 +1938.6 2045 1938.3 2045.5 1938.8 2045.3 C
 11.2535 +1939.1 2042.9 1935.4 2044.2 1935.4 2042.2 C
 11.2536 +1932.1 2040.8 1932.8 2037.2 1932 2034.8 C
 11.2537 +1932.3 2034 1932.7 2035.4 1932.5 2034.8 C
 11.2538 +1931.3 2031.8 1935.5 2020.1 1928.9 2025.9 C
 11.2539 +1924.6 2024.7 1922.6 2014.5 1917.4 2020.4 C
 11.2540 +1915.5 2022.8 1912 2022.6 1910.9 2025.4 C
 11.2541 +1911.5 2031.9 1910.9 2038.8 1911.4 2045.3 C
 11.2542 +1911.1 2046.5 1910 2047.4 1910.4 2048.9 C
 11.2543 +1915.1 2054.4 1920.4 2058.3 1925.1 2063.8 C
 11.2544 +1920.8 2058.6 1914.9 2054.3 1910.7 2048.9 C
 11.2545 +[0.4 0.4 0 0]  vc
 11.2546 +f 
 11.2547 +S 
 11.2548 +n
 11.2549 +1934.7 2031.9 m
 11.2550 +1934.6 2030.7 1934.9 2029.5 1934.4 2028.5 C
 11.2551 +1934 2029.5 1934.3 2031.2 1934.2 2032.6 C
 11.2552 +1933.8 2031.7 1934.9 2031.6 1934.7 2031.9 C
 11.2553 +[0.92 0.92 0 0.67]  vc
 11.2554 +f 
 11.2555 +S 
 11.2556 +n
 11.2557 +vmrs
 11.2558 +1934.7 2019.4 m
 11.2559 +1934.1 2015.3 1935.6 2010.9 1934.9 2007.9 C
 11.2560 +1935.1 2007.8 1935.6 2008.1 1935.4 2007.6 C
 11.2561 +1936.8 2008.6 1938.2 2007 1939.7 2006.2 C
 11.2562 +1940.1 2004.3 1942.7 2005 1943.6 2003.8 C
 11.2563 +1945.1 2000.3 1954 2000.8 1950 1996.6 C
 11.2564 +1952.1 1993.3 1948.2 1989.2 1951.2 1985.6 C
 11.2565 +1953 1981.4 1948.4 1982.3 1947.9 1979.8 C
 11.2566 +1945.4 1979.6 1945.1 1975.5 1942.4 1975 C
 11.2567 +1942.4 1972.3 1938 1973.6 1938.5 1970.4 C
 11.2568 +1937.4 1969 1935.6 1970.1 1934.2 1970.2 C
 11.2569 +1927.5 1974.5 1919.8 1976.8 1913.8 1982.2 C
 11.2570 +1913.8 1990.4 1913.8 1998.7 1913.8 2006.9 C
 11.2571 +1919.3 2012.7 1923.8 2016.2 1929.2 2022.3 C
 11.2572 +1931.1 2021.6 1932.8 2018.9 1934.7 2019.4 C
 11.2573 +[0 0 0 0]  vc
 11.2574 +f 
 11.2575 +0.4 w
 11.2576 +2 J
 11.2577 +2 M
 11.2578 +S 
 11.2579 +n
 11.2580 +2024.2 2038.1 m
 11.2581 +2024.1 2029.3 2024.4 2021.7 2024.7 2014.4 C
 11.2582 +2024.4 2013.6 2020.6 2013.4 2021.3 2011.2 C
 11.2583 +2020.5 2010.3 2018.4 2010.6 2018.9 2008.6 C
 11.2584 +2019 2008.8 2018.8 2009 2018.7 2009.1 C
 11.2585 +2018.2 2006.7 2015.2 2007.9 2015.3 2005.5 C
 11.2586 +2014.7 2004.8 2012.4 2005.1 2013.2 2003.6 C
 11.2587 +2012.3 2004.2 2012.8 2002.4 2012.7 2002.6 C
 11.2588 +2009.4 2003.3 2011.2 1998.6 2008.4 1999.2 C
 11.2589 +2007 1999.1 2006.1 1999.4 2005.7 2000.4 C
 11.2590 +2006.9 1998.5 2007.7 2000.5 2009.3 2000.2 C
 11.2591 +2009.2 2003.7 2012.4 2002.1 2012.9 2005.2 C
 11.2592 +2015.9 2005.6 2015.2 2008.6 2017.7 2008.8 C
 11.2593 +2018.4 2009.6 2018.3 2011.4 2019.6 2011 C
 11.2594 +2021.1 2011.7 2021.4 2014.8 2023.7 2015.1 C
 11.2595 +2023.7 2023.5 2023.9 2031.6 2023.5 2040.5 C
 11.2596 +2021.8 2041.7 2020.7 2043.6 2018.4 2043.9 C
 11.2597 +2020.8 2042.7 2025.5 2041.8 2024.2 2038.1 C
 11.2598 +[0 0.87 0.91 0.83]  vc
 11.2599 +f 
 11.2600 +S 
 11.2601 +n
 11.2602 +2023.5 2040 m
 11.2603 +2023.5 2031.1 2023.5 2023.4 2023.5 2015.1 C
 11.2604 +2020.2 2015 2021.8 2010.3 2018.4 2011 C
 11.2605 +2018.6 2007.5 2014.7 2009.3 2014.8 2006.4 C
 11.2606 +2011.8 2006.3 2012.2 2002.3 2009.8 2002.4 C
 11.2607 +2009.7 2001.5 2009.2 2000.1 2008.4 2000.2 C
 11.2608 +2008.7 2000.9 2009.7 2001.2 2009.3 2002.4 C
 11.2609 +2008.4 2004.2 2007.5 2003.1 2007.9 2005.5 C
 11.2610 +2007.9 2010.8 2007.7 2018.7 2008.1 2023.2 C
 11.2611 +2009 2024.3 2007.3 2023.4 2007.9 2024 C
 11.2612 +2007.7 2024.6 2007.3 2026.3 2008.6 2027.1 C
 11.2613 +2009.7 2026.8 2010 2027.6 2010.5 2028 C
 11.2614 +2010.5 2028.2 2010.5 2029.1 2010.5 2028.5 C
 11.2615 +2011.5 2028 2010.5 2030 2011.5 2030 C
 11.2616 +2014.2 2029.7 2012.9 2032.2 2014.8 2032.6 C
 11.2617 +2015.1 2033.6 2015.3 2033 2016 2033.3 C
 11.2618 +2017 2033.9 2016.6 2035.4 2017.2 2036.2 C
 11.2619 +2018.7 2036.4 2019.2 2039 2021.3 2038.4 C
 11.2620 +2021.6 2035.4 2019.7 2029.5 2021.1 2027.3 C
 11.2621 +2020.9 2023.5 2021.5 2018.5 2020.6 2016 C
 11.2622 +2020.9 2013.9 2021.5 2015.4 2022.3 2014.4 C
 11.2623 +2022.2 2015.1 2023.3 2014.8 2023.2 2015.6 C
 11.2624 +2022.7 2019.8 2023.3 2024.3 2022.8 2028.5 C
 11.2625 +2022.3 2028.2 2022.6 2027.6 2022.5 2027.1 C
 11.2626 +2022.5 2027.8 2022.5 2029.2 2022.5 2029.2 C
 11.2627 +2022.6 2029.2 2022.7 2029.1 2022.8 2029 C
 11.2628 +2023.9 2032.8 2022.6 2037 2023 2040.8 C
 11.2629 +2022.3 2041.2 2021.6 2041.5 2021.1 2042.2 C
 11.2630 +2022 2041.2 2022.9 2041.4 2023.5 2040 C
 11.2631 +[0 1 1 0.23]  vc
 11.2632 +f 
 11.2633 +S 
 11.2634 +n
 11.2635 +2009.1 1997.8 m
 11.2636 +2003.8 1997.7 2000.1 2002.4 1995.4 2003.1 C
 11.2637 +1995 1999.5 1995.2 1995 1995.2 1992 C
 11.2638 +1995.2 1995.8 1995 1999.7 1995.4 2003.3 C
 11.2639 +2000.3 2002.2 2003.8 1997.9 2009.1 1997.8 C
 11.2640 +2012.3 2001.2 2015.6 2004.8 2018.7 2008.1 C
 11.2641 +2021.6 2011.2 2027.5 2013.9 2025.9 2019.9 C
 11.2642 +2026.1 2017.9 2025.6 2016.2 2025.4 2014.4 C
 11.2643 +2020.2 2008.4 2014 2003.6 2009.1 1997.8 C
 11.2644 +[0.18 0.18 0 0.78]  vc
 11.2645 +f 
 11.2646 +S 
 11.2647 +n
 11.2648 +2009.3 1997.8 m
 11.2649 +2008.7 1997.4 2007.9 1997.6 2007.2 1997.6 C
 11.2650 +2007.9 1997.6 2008.9 1997.4 2009.6 1997.8 C
 11.2651 +2014.7 2003.6 2020.8 2008.8 2025.9 2014.8 C
 11.2652 +2025.8 2017.7 2026.1 2014.8 2025.6 2014.1 C
 11.2653 +2020.4 2008.8 2014.8 2003.3 2009.3 1997.8 C
 11.2654 +[0.07 0.06 0 0.58]  vc
 11.2655 +f 
 11.2656 +S 
 11.2657 +n
 11.2658 +2009.6 1997.6 m
 11.2659 +2009 1997.1 2008.1 1997.4 2007.4 1997.3 C
 11.2660 +2008.1 1997.4 2009 1997.1 2009.6 1997.6 C
 11.2661 +2014.8 2003.7 2021.1 2008.3 2025.9 2014.4 C
 11.2662 +2021.1 2008.3 2014.7 2003.5 2009.6 1997.6 C
 11.2663 +[0.4 0.4 0 0]  vc
 11.2664 +f 
 11.2665 +S 
 11.2666 +n
 11.2667 +2021.8 2011.5 m
 11.2668 +2021.9 2012.2 2022.3 2013.5 2023.7 2013.6 C
 11.2669 +2023.4 2012.7 2022.8 2011.8 2021.8 2011.5 C
 11.2670 +[0 0.33 0.33 0.99]  vc
 11.2671 +f 
 11.2672 +S 
 11.2673 +n
 11.2674 +2021.1 2042 m
 11.2675 +2022.1 2041.1 2020.9 2040.2 2020.6 2039.6 C
 11.2676 +2018.4 2039.5 2018.1 2036.9 2016.3 2036.4 C
 11.2677 +2015.8 2035.5 2015.3 2033.8 2014.8 2033.6 C
 11.2678 +2012.4 2033.8 2013 2030.4 2010.5 2030.2 C
 11.2679 +2009.6 2028.9 2009.6 2028.3 2008.4 2028 C
 11.2680 +2006.9 2026.7 2007.5 2024.3 2006 2023.2 C
 11.2681 +2006.6 2023.2 2005.7 2023.3 2005.7 2023 C
 11.2682 +2006.4 2022.5 2006.3 2021.1 2006.7 2020.6 C
 11.2683 +2006.6 2015 2006.9 2009 2006.4 2003.8 C
 11.2684 +2006.9 2002.5 2007.6 2001.1 2006.9 2000.7 C
 11.2685 +2004.6 2003.6 2003 2002.9 2000.2 2004.3 C
 11.2686 +1999.3 2005.8 1997.9 2006.3 1996.1 2006.7 C
 11.2687 +1995.7 2008.9 1996 2011.1 1995.9 2012.9 C
 11.2688 +1993.4 2015.1 1990.5 2016.2 1987.7 2017.7 C
 11.2689 +1987.1 2019.3 1991.1 2019.4 1990.4 2021.3 C
 11.2690 +1990.5 2021.5 1991.9 2022.3 1992 2023 C
 11.2691 +1994.8 2024.4 1996.2 2027.5 1998.5 2030 C
 11.2692 +2002.4 2033 2005.2 2037.2 2008.8 2041 C
 11.2693 +2010.2 2041.3 2011.6 2042 2011 2043.9 C
 11.2694 +2011.2 2044.8 2010.1 2045.3 2010.5 2046.3 C
 11.2695 +2013.8 2044.8 2017.5 2043.4 2021.1 2042 C
 11.2696 +[0 0.5 0.5 0.2]  vc
 11.2697 +f 
 11.2698 +S 
 11.2699 +n
 11.2700 +2019.4 2008.8 m
 11.2701 +2018.9 2009.2 2019.3 2009.9 2019.6 2010.3 C
 11.2702 +2022.2 2011.5 2020.3 2009.1 2019.4 2008.8 C
 11.2703 +[0 0.33 0.33 0.99]  vc
 11.2704 +f 
 11.2705 +S 
 11.2706 +n
 11.2707 +2018 2007.4 m
 11.2708 +2015.7 2006.7 2015.3 2003.6 2012.9 2002.8 C
 11.2709 +2013.5 2003.7 2013.5 2005.1 2015.6 2005.2 C
 11.2710 +2016.4 2006.1 2015.7 2007.7 2018 2007.4 C
 11.2711 +f 
 11.2712 +S 
 11.2713 +n
 11.2714 +vmrs
 11.2715 +1993.5 2008.8 m
 11.2716 +1993.4 2000 1993.7 1992.5 1994 1985.1 C
 11.2717 +1993.7 1984.3 1989.9 1984.1 1990.6 1982 C
 11.2718 +1989.8 1981.1 1987.7 1981.4 1988.2 1979.3 C
 11.2719 +1988.3 1979.6 1988.1 1979.7 1988 1979.8 C
 11.2720 +1987.5 1977.5 1984.5 1978.6 1984.6 1976.2 C
 11.2721 +1983.9 1975.5 1981.7 1975.8 1982.4 1974.3 C
 11.2722 +1981.6 1974.9 1982.1 1973.1 1982 1973.3 C
 11.2723 +1979 1973.7 1980 1968.8 1976.9 1969.7 C
 11.2724 +1975.9 1969.8 1975.3 1970.3 1975 1971.2 C
 11.2725 +1976.2 1969.2 1977 1971.2 1978.6 1970.9 C
 11.2726 +1978.5 1974.4 1981.7 1972.8 1982.2 1976 C
 11.2727 +1985.2 1976.3 1984.5 1979.3 1987 1979.6 C
 11.2728 +1987.7 1980.3 1987.5 1982.1 1988.9 1981.7 C
 11.2729 +1990.4 1982.4 1990.7 1985.5 1993 1985.8 C
 11.2730 +1992.9 1994.3 1993.2 2002.3 1992.8 2011.2 C
 11.2731 +1991.1 2012.4 1990 2014.4 1987.7 2014.6 C
 11.2732 +1990.1 2013.4 1994.7 2012.6 1993.5 2008.8 C
 11.2733 +[0 0.87 0.91 0.83]  vc
 11.2734 +f 
 11.2735 +0.4 w
 11.2736 +2 J
 11.2737 +2 M
 11.2738 +S 
 11.2739 +n
 11.2740 +1992.8 2010.8 m
 11.2741 +1992.8 2001.8 1992.8 1994.1 1992.8 1985.8 C
 11.2742 +1989.5 1985.7 1991.1 1981.1 1987.7 1981.7 C
 11.2743 +1987.9 1978.2 1983.9 1980 1984.1 1977.2 C
 11.2744 +1981.1 1977 1981.5 1973 1979.1 1973.1 C
 11.2745 +1979 1972.2 1978.5 1970.9 1977.6 1970.9 C
 11.2746 +1977.9 1971.6 1979 1971.9 1978.6 1973.1 C
 11.2747 +1977.6 1974.9 1976.8 1973.9 1977.2 1976.2 C
 11.2748 +1977.2 1981.5 1977 1989.4 1977.4 1994 C
 11.2749 +1978.3 1995 1976.6 1994.1 1977.2 1994.7 C
 11.2750 +1977 1995.3 1976.6 1997 1977.9 1997.8 C
 11.2751 +1979 1997.5 1979.3 1998.3 1979.8 1998.8 C
 11.2752 +1979.8 1998.9 1979.8 1999.8 1979.8 1999.2 C
 11.2753 +1980.8 1998.7 1979.7 2000.7 1980.8 2000.7 C
 11.2754 +1983.5 2000.4 1982.1 2003 1984.1 2003.3 C
 11.2755 +1984.4 2004.3 1984.5 2003.7 1985.3 2004 C
 11.2756 +1986.3 2004.6 1985.9 2006.1 1986.5 2006.9 C
 11.2757 +1988 2007.1 1988.4 2009.7 1990.6 2009.1 C
 11.2758 +1990.9 2006.1 1989 2000.2 1990.4 1998 C
 11.2759 +1990.2 1994.3 1990.8 1989.2 1989.9 1986.8 C
 11.2760 +1990.2 1984.7 1990.8 1986.2 1991.6 1985.1 C
 11.2761 +1991.5 1985.9 1992.6 1985.5 1992.5 1986.3 C
 11.2762 +1992 1990.5 1992.6 1995 1992 1999.2 C
 11.2763 +1991.6 1998.9 1991.9 1998.3 1991.8 1997.8 C
 11.2764 +1991.8 1998.5 1991.8 2000 1991.8 2000 C
 11.2765 +1991.9 1999.9 1992 1999.8 1992 1999.7 C
 11.2766 +1993.2 2003.5 1991.9 2007.7 1992.3 2011.5 C
 11.2767 +1991.6 2012 1990.9 2012.2 1990.4 2012.9 C
 11.2768 +1991.3 2011.9 1992.2 2012.1 1992.8 2010.8 C
 11.2769 +[0 1 1 0.23]  vc
 11.2770 +f 
 11.2771 +S 
 11.2772 +n
 11.2773 +1978.4 1968.5 m
 11.2774 +1977 1969.2 1975.8 1968.2 1974.5 1969 C
 11.2775 +1968.3 1973 1961.6 1976 1955.1 1979.1 C
 11.2776 +1962 1975.9 1968.8 1972.5 1975.5 1968.8 C
 11.2777 +1976.5 1968.8 1977.6 1968.8 1978.6 1968.8 C
 11.2778 +1981.7 1972.1 1984.8 1975.7 1988 1978.8 C
 11.2779 +1990.9 1981.9 1996.8 1984.6 1995.2 1990.6 C
 11.2780 +1995.3 1988.6 1994.9 1986.9 1994.7 1985.1 C
 11.2781 +1989.5 1979.1 1983.3 1974.3 1978.4 1968.5 C
 11.2782 +[0.18 0.18 0 0.78]  vc
 11.2783 +f 
 11.2784 +S 
 11.2785 +n
 11.2786 +1978.4 1968.3 m
 11.2787 +1977.9 1968.7 1977.1 1968.5 1976.4 1968.5 C
 11.2788 +1977.3 1968.8 1978.1 1967.9 1978.8 1968.5 C
 11.2789 +1984 1974.3 1990.1 1979.5 1995.2 1985.6 C
 11.2790 +1995.1 1988.4 1995.3 1985.6 1994.9 1984.8 C
 11.2791 +1989.5 1979.4 1983.9 1973.8 1978.4 1968.3 C
 11.2792 +[0.07 0.06 0 0.58]  vc
 11.2793 +f 
 11.2794 +S 
 11.2795 +n
 11.2796 +1978.6 1968 m
 11.2797 +1977.9 1968 1977.4 1968.6 1978.4 1968 C
 11.2798 +1983.9 1973.9 1990.1 1979.1 1995.2 1985.1 C
 11.2799 +1990.2 1979 1983.8 1974.1 1978.6 1968 C
 11.2800 +[0.4 0.4 0 0]  vc
 11.2801 +f 
 11.2802 +S 
 11.2803 +n
 11.2804 +1991.1 1982.2 m
 11.2805 +1991.2 1982.9 1991.6 1984.2 1993 1984.4 C
 11.2806 +1992.6 1983.5 1992.1 1982.5 1991.1 1982.2 C
 11.2807 +[0 0.33 0.33 0.99]  vc
 11.2808 +f 
 11.2809 +S 
 11.2810 +n
 11.2811 +1990.4 2012.7 m
 11.2812 +1991.4 2011.8 1990.2 2010.9 1989.9 2010.3 C
 11.2813 +1987.7 2010.2 1987.4 2007.6 1985.6 2007.2 C
 11.2814 +1985.1 2006.2 1984.6 2004.5 1984.1 2004.3 C
 11.2815 +1981.7 2004.5 1982.3 2001.2 1979.8 2000.9 C
 11.2816 +1978.8 1999.6 1978.8 1999.1 1977.6 1998.8 C
 11.2817 +1976.1 1997.4 1976.7 1995 1975.2 1994 C
 11.2818 +1975.8 1994 1975 1994 1975 1993.7 C
 11.2819 +1975.7 1993.2 1975.6 1991.8 1976 1991.3 C
 11.2820 +1975.9 1985.7 1976.1 1979.7 1975.7 1974.5 C
 11.2821 +1976.2 1973.3 1976.9 1971.8 1976.2 1971.4 C
 11.2822 +1973.9 1974.3 1972.2 1973.6 1969.5 1975 C
 11.2823 +1967.9 1977.5 1963.8 1977.1 1961.8 1980 C
 11.2824 +1959 1980 1957.6 1983 1954.8 1982.9 C
 11.2825 +1953.8 1984.2 1954.8 1985.7 1955.1 1987.2 C
 11.2826 +1956.2 1989.5 1959.7 1990.1 1959.9 1991.8 C
 11.2827 +1965.9 1998 1971.8 2005.2 1978.1 2011.7 C
 11.2828 +1979.5 2012 1980.9 2012.7 1980.3 2014.6 C
 11.2829 +1980.5 2015.6 1979.4 2016 1979.8 2017 C
 11.2830 +1983 2015.6 1986.8 2014.1 1990.4 2012.7 C
 11.2831 +[0 0.5 0.5 0.2]  vc
 11.2832 +f 
 11.2833 +S 
 11.2834 +n
 11.2835 +1988.7 1979.6 m
 11.2836 +1988.2 1979.9 1988.6 1980.6 1988.9 1981 C
 11.2837 +1991.4 1982.2 1989.6 1979.9 1988.7 1979.6 C
 11.2838 +[0 0.33 0.33 0.99]  vc
 11.2839 +f 
 11.2840 +S 
 11.2841 +n
 11.2842 +1987.2 1978.1 m
 11.2843 +1985 1977.5 1984.6 1974.3 1982.2 1973.6 C
 11.2844 +1982.7 1974.5 1982.8 1975.8 1984.8 1976 C
 11.2845 +1985.7 1976.9 1985 1978.4 1987.2 1978.1 C
 11.2846 +f 
 11.2847 +S 
 11.2848 +n
 11.2849 +1975.5 2084 m
 11.2850 +1975.5 2082 1975.3 2080 1975.7 2078.2 C
 11.2851 +1978.8 2079 1980.9 2085.5 1984.8 2083.5 C
 11.2852 +1993 2078.7 2001.6 2075 2010 2070.8 C
 11.2853 +2010.1 2064 2009.9 2057.2 2010.3 2050.6 C
 11.2854 +2014.8 2046.2 2020.9 2045.7 2025.6 2042 C
 11.2855 +2026.1 2035.1 2025.8 2028 2025.9 2021.1 C
 11.2856 +2025.8 2027.8 2026.1 2034.6 2025.6 2041.2 C
 11.2857 +2022.2 2044.9 2017.6 2046.8 2012.9 2048 C
 11.2858 +2012.5 2049.5 2010.4 2049.4 2009.8 2051.1 C
 11.2859 +2009.9 2057.6 2009.6 2064.2 2010 2070.5 C
 11.2860 +2001.2 2075.4 1992 2079.1 1983.2 2084 C
 11.2861 +1980.3 2082.3 1977.8 2079.2 1975.2 2077.5 C
 11.2862 +1974.9 2079.9 1977.2 2084.6 1973.3 2085.2 C
 11.2863 +1964.7 2088.6 1956.8 2093.7 1948.1 2097.2 C
 11.2864 +1949 2097.3 1949.6 2096.9 1950.3 2096.7 C
 11.2865 +1958.4 2091.9 1967.1 2088.2 1975.5 2084 C
 11.2866 +[0.18 0.18 0 0.78]  vc
 11.2867 +f 
 11.2868 +S 
 11.2869 +n
 11.2870 +vmrs
 11.2871 +1948.6 2094.5 m
 11.2872 +1950.2 2093.7 1951.8 2092.9 1953.4 2092.1 C
 11.2873 +1951.8 2092.9 1950.2 2093.7 1948.6 2094.5 C
 11.2874 +[0 0.87 0.91 0.83]  vc
 11.2875 +f 
 11.2876 +0.4 w
 11.2877 +2 J
 11.2878 +2 M
 11.2879 +S 
 11.2880 +n
 11.2881 +1971.6 2082.3 m
 11.2882 +1971.6 2081.9 1970.7 2081.1 1970.9 2081.3 C
 11.2883 +1970.7 2081.6 1970.6 2081.6 1970.4 2081.3 C
 11.2884 +1970.8 2080.1 1968.7 2081.7 1968.3 2080.8 C
 11.2885 +1966.6 2080.9 1966.7 2078 1964.2 2078.2 C
 11.2886 +1964.8 2075 1960.1 2075.8 1960.1 2072.9 C
 11.2887 +1958 2072.3 1957.5 2069.3 1955.3 2069.3 C
 11.2888 +1953.9 2070.9 1948.8 2067.8 1950 2072 C
 11.2889 +1949 2074 1943.2 2070.6 1944 2074.8 C
 11.2890 +1942.2 2076.6 1937.6 2073.9 1938 2078.2 C
 11.2891 +1936.7 2078.6 1935 2078.6 1933.7 2078.2 C
 11.2892 +1933.5 2080 1936.8 2080.7 1937.3 2082.8 C
 11.2893 +1939.9 2083.5 1940.6 2086.4 1942.6 2088 C
 11.2894 +1945.2 2089.2 1946 2091.3 1948.4 2093.6 C
 11.2895 +1956 2089.5 1963.9 2086.1 1971.6 2082.3 C
 11.2896 +[0 0.01 1 0]  vc
 11.2897 +f 
 11.2898 +S 
 11.2899 +n
 11.2900 +1958.2 2089.7 m
 11.2901 +1956.4 2090 1955.6 2091.3 1953.9 2091.9 C
 11.2902 +1955.6 2091.9 1956.5 2089.7 1958.2 2089.7 C
 11.2903 +[0 0.87 0.91 0.83]  vc
 11.2904 +f 
 11.2905 +S 
 11.2906 +n
 11.2907 +1929.9 2080.4 m
 11.2908 +1929.5 2077.3 1929.7 2073.9 1929.6 2070.8 C
 11.2909 +1929.8 2074.1 1929.2 2077.8 1930.1 2080.8 C
 11.2910 +1935.8 2085.9 1941.4 2091.3 1946.9 2096.9 C
 11.2911 +1941.2 2091 1935.7 2086 1929.9 2080.4 C
 11.2912 +[0.4 0.4 0 0]  vc
 11.2913 +f 
 11.2914 +S 
 11.2915 +n
 11.2916 +1930.1 2080.4 m
 11.2917 +1935.8 2086 1941.5 2090.7 1946.9 2096.7 C
 11.2918 +1941.5 2090.9 1935.7 2085.8 1930.1 2080.4 C
 11.2919 +[0.07 0.06 0 0.58]  vc
 11.2920 +f 
 11.2921 +S 
 11.2922 +n
 11.2923 +1940.9 2087.1 m
 11.2924 +1941.7 2088 1944.8 2090.6 1943.6 2089.2 C
 11.2925 +1942.5 2089 1941.6 2087.7 1940.9 2087.1 C
 11.2926 +[0 0.87 0.91 0.83]  vc
 11.2927 +f 
 11.2928 +S 
 11.2929 +n
 11.2930 +1972.8 2082.8 m
 11.2931 +1973 2075.3 1972.4 2066.9 1973.3 2059.5 C
 11.2932 +1972.5 2058.9 1972.8 2057.3 1973.1 2056.4 C
 11.2933 +1974.8 2055.2 1973.4 2055.5 1972.4 2055.4 C
 11.2934 +1970.1 2053.2 1967.9 2050.9 1965.6 2048.7 C
 11.2935 +1960.9 2049.9 1956.9 2052.7 1952.4 2054.7 C
 11.2936 +1949.3 2052.5 1946.3 2049.5 1943.6 2046.8 C
 11.2937 +1939.9 2047.7 1936.8 2050.1 1933.5 2051.8 C
 11.2938 +1930.9 2054.9 1933.5 2056.2 1932.3 2059.7 C
 11.2939 +1933.2 2059.7 1932.2 2060.5 1932.5 2060.2 C
 11.2940 +1933.2 2062.5 1931.6 2064.6 1932.5 2067.4 C
 11.2941 +1932.9 2069.7 1932.7 2072.2 1932.8 2074.6 C
 11.2942 +1933.6 2070.6 1932.2 2066.3 1933 2062.6 C
 11.2943 +1934.4 2058.2 1929.8 2053.5 1935.2 2051.1 C
 11.2944 +1937.7 2049.7 1940.2 2048 1942.8 2046.8 C
 11.2945 +1945.9 2049.2 1948.8 2052 1951.7 2054.7 C
 11.2946 +1952.7 2054.7 1953.6 2054.6 1954.4 2054.2 C
 11.2947 +1958.1 2052.5 1961.7 2049.3 1965.9 2049.2 C
 11.2948 +1968.2 2052.8 1975.2 2055 1972.6 2060.9 C
 11.2949 +1973.3 2062.4 1972.2 2065.2 1972.6 2067.6 C
 11.2950 +1972.7 2072.6 1972.4 2077.7 1972.8 2082.5 C
 11.2951 +1968.1 2084.9 1963.5 2087.5 1958.7 2089.5 C
 11.2952 +1963.5 2087.4 1968.2 2085 1972.8 2082.8 C
 11.2953 +f 
 11.2954 +S 
 11.2955 +n
 11.2956 +1935.2 2081.1 m
 11.2957 +1936.8 2083.4 1938.6 2084.6 1940.4 2086.6 C
 11.2958 +1938.8 2084.4 1936.7 2083.4 1935.2 2081.1 C
 11.2959 +f 
 11.2960 +S 
 11.2961 +n
 11.2962 +1983.2 2081.3 m
 11.2963 +1984.8 2080.5 1986.3 2079.7 1988 2078.9 C
 11.2964 +1986.3 2079.7 1984.8 2080.5 1983.2 2081.3 C
 11.2965 +f 
 11.2966 +S 
 11.2967 +n
 11.2968 +2006.2 2069.1 m
 11.2969 +2006.2 2068.7 2005.2 2067.9 2005.5 2068.1 C
 11.2970 +2005.3 2068.4 2005.2 2068.4 2005 2068.1 C
 11.2971 +2005.4 2066.9 2003.3 2068.5 2002.8 2067.6 C
 11.2972 +2001.2 2067.7 2001.2 2064.8 1998.8 2065 C
 11.2973 +1999.4 2061.8 1994.7 2062.6 1994.7 2059.7 C
 11.2974 +1992.4 2059.5 1992.4 2055.8 1990.1 2056.8 C
 11.2975 +1985.9 2059.5 1981.1 2061 1976.9 2063.8 C
 11.2976 +1977.2 2067.6 1974.9 2074.2 1978.8 2075.8 C
 11.2977 +1979.6 2077.8 1981.7 2078.4 1982.9 2080.4 C
 11.2978 +1990.6 2076.3 1998.5 2072.9 2006.2 2069.1 C
 11.2979 +[0 0.01 1 0]  vc
 11.2980 +f 
 11.2981 +S 
 11.2982 +n
 11.2983 +vmrs
 11.2984 +1992.8 2076.5 m
 11.2985 +1991 2076.8 1990.2 2078.1 1988.4 2078.7 C
 11.2986 +1990.2 2078.7 1991 2076.5 1992.8 2076.5 C
 11.2987 +[0 0.87 0.91 0.83]  vc
 11.2988 +f 
 11.2989 +0.4 w
 11.2990 +2 J
 11.2991 +2 M
 11.2992 +S 
 11.2993 +n
 11.2994 +1975.5 2073.4 m
 11.2995 +1976.1 2069.7 1973.9 2064.6 1977.4 2062.4 C
 11.2996 +1973.9 2064.5 1976.1 2069.9 1975.5 2073.6 C
 11.2997 +1976 2074.8 1979.3 2077.4 1978.1 2076 C
 11.2998 +1977 2075.7 1975.8 2074.5 1975.5 2073.4 C
 11.2999 +f 
 11.3000 +S 
 11.3001 +n
 11.3002 +2007.4 2069.6 m
 11.3003 +2007.6 2062.1 2007 2053.7 2007.9 2046.3 C
 11.3004 +2007.1 2045.7 2007.3 2044.1 2007.6 2043.2 C
 11.3005 +2009.4 2042 2007.9 2042.3 2006.9 2042.2 C
 11.3006 +2002.2 2037.4 1996.7 2032.4 1992.5 2027.3 C
 11.3007 +1992 2027.3 1991.6 2027.3 1991.1 2027.3 C
 11.3008 +1991.4 2035.6 1991.4 2045.6 1991.1 2054.4 C
 11.3009 +1990.5 2055.5 1988.4 2056.6 1990.6 2055.4 C
 11.3010 +1991.6 2055.4 1991.6 2054.1 1991.6 2053.2 C
 11.3011 +1990.8 2044.7 1991.9 2035.4 1991.6 2027.6 C
 11.3012 +1991.8 2027.6 1992 2027.6 1992.3 2027.6 C
 11.3013 +1997 2032.8 2002.5 2037.7 2007.2 2042.9 C
 11.3014 +2007.3 2044.8 2006.7 2047.4 2007.6 2048.4 C
 11.3015 +2006.9 2055.1 2007.1 2062.5 2007.4 2069.3 C
 11.3016 +2002.7 2071.7 1998.1 2074.3 1993.2 2076.3 C
 11.3017 +1998 2074.2 2002.7 2071.8 2007.4 2069.6 C
 11.3018 +f 
 11.3019 +S 
 11.3020 +n
 11.3021 +2006.7 2069.1 m
 11.3022 +2006.3 2068.6 2005.9 2067.7 2005.7 2066.9 C
 11.3023 +2005.7 2059.7 2005.9 2051.4 2005.5 2045.1 C
 11.3024 +2004.9 2045.3 2004.7 2044.5 2004.3 2045.3 C
 11.3025 +2005.1 2045.3 2004.2 2045.8 2004.8 2046 C
 11.3026 +2004.8 2052.2 2004.8 2059.2 2004.8 2064.5 C
 11.3027 +2005.7 2065.7 2005.1 2065.7 2005 2066.7 C
 11.3028 +2003.8 2067 2002.7 2067.2 2001.9 2066.4 C
 11.3029 +2001.3 2064.6 1998 2063.1 1998 2061.9 C
 11.3030 +1996.1 2062.3 1996.6 2058.3 1994.2 2058.8 C
 11.3031 +1992.6 2057.7 1992.7 2054.8 1989.9 2056.6 C
 11.3032 +1985.6 2059.3 1980.9 2060.8 1976.7 2063.6 C
 11.3033 +1976 2066.9 1976 2071.2 1976.7 2074.6 C
 11.3034 +1977.6 2070.8 1973.1 2062.1 1980.5 2061.2 C
 11.3035 +1984.3 2060.3 1987.5 2058.2 1990.8 2056.4 C
 11.3036 +1991.7 2056.8 1992.9 2057.2 1993.5 2059.2 C
 11.3037 +1994.3 2058.6 1994.4 2060.6 1994.7 2059.2 C
 11.3038 +1995.3 2062.7 1999.2 2061.4 1998.8 2064.8 C
 11.3039 +2001.8 2065.4 2002.5 2068.4 2005.2 2067.4 C
 11.3040 +2004.9 2067.9 2006 2068 2006.4 2069.1 C
 11.3041 +2001.8 2071.1 1997.4 2073.9 1992.8 2075.8 C
 11.3042 +1997.5 2073.8 2002 2071.2 2006.7 2069.1 C
 11.3043 +[0 0.2 1 0]  vc
 11.3044 +f 
 11.3045 +S 
 11.3046 +n
 11.3047 +1988.7 2056.6 m
 11.3048 +1985.1 2058.7 1981.1 2060.1 1977.6 2061.9 C
 11.3049 +1981.3 2060.5 1985.6 2058.1 1988.7 2056.6 C
 11.3050 +[0 0.87 0.91 0.83]  vc
 11.3051 +f 
 11.3052 +S 
 11.3053 +n
 11.3054 +1977.9 2059.5 m
 11.3055 +1975.7 2064.5 1973.7 2054.7 1975.2 2060.9 C
 11.3056 +1976 2060.6 1977.6 2059.7 1977.9 2059.5 C
 11.3057 +f 
 11.3058 +S 
 11.3059 +n
 11.3060 +1989.6 2051.3 m
 11.3061 +1990.1 2042.3 1989.8 2036.6 1989.9 2028 C
 11.3062 +1989.8 2027 1990.8 2028.3 1990.1 2027.3 C
 11.3063 +1988.9 2026.7 1986.7 2026.9 1986.8 2024.7 C
 11.3064 +1987.4 2023 1985.9 2024.6 1985.1 2023.7 C
 11.3065 +1984.1 2021.4 1982.5 2020.5 1980.3 2020.6 C
 11.3066 +1979.9 2020.8 1979.5 2021.1 1979.3 2021.6 C
 11.3067 +1979.7 2025.8 1978.4 2033 1979.6 2038.1 C
 11.3068 +1983.7 2042.9 1968.8 2044.6 1978.8 2042.7 C
 11.3069 +1979.3 2042.3 1979.6 2041.9 1980 2041.5 C
 11.3070 +1980 2034.8 1980 2027 1980 2021.6 C
 11.3071 +1981.3 2020.5 1981.7 2021.5 1982.9 2021.8 C
 11.3072 +1983.6 2024.7 1986.1 2023.8 1986.8 2026.4 C
 11.3073 +1987.1 2027.7 1988.6 2027.1 1989.2 2028.3 C
 11.3074 +1989.1 2036.7 1989.3 2044.8 1988.9 2053.7 C
 11.3075 +1987.2 2054.9 1986.2 2056.8 1983.9 2057.1 C
 11.3076 +1986.3 2055.9 1990.9 2055 1989.6 2051.3 C
 11.3077 +f 
 11.3078 +S 
 11.3079 +n
 11.3080 +1971.6 2078.9 m
 11.3081 +1971.4 2070.5 1972.1 2062.2 1971.6 2055.9 C
 11.3082 +1969.9 2053.7 1967.6 2051.7 1965.6 2049.6 C
 11.3083 +1961.4 2050.4 1957.6 2053.6 1953.4 2055.2 C
 11.3084 +1949.8 2055.6 1948.2 2051.2 1945.5 2049.6 C
 11.3085 +1945.1 2048.8 1944.5 2047.9 1943.6 2047.5 C
 11.3086 +1940.1 2047.8 1937.3 2051 1934 2052.3 C
 11.3087 +1933.7 2052.6 1933.7 2053 1933.2 2053.2 C
 11.3088 +1933.7 2060.8 1933.4 2067.2 1933.5 2074.6 C
 11.3089 +1933.8 2068.1 1934 2060.9 1933.2 2054 C
 11.3090 +1935.3 2050.9 1939.3 2049.6 1942.4 2047.5 C
 11.3091 +1942.8 2047.5 1943.4 2047.4 1943.8 2047.7 C
 11.3092 +1947.1 2050.2 1950.3 2057.9 1955.3 2054.4 C
 11.3093 +1955.4 2054.4 1955.5 2054.3 1955.6 2054.2 C
 11.3094 +1955.9 2057.6 1956.1 2061.8 1955.3 2064.8 C
 11.3095 +1955.4 2064.3 1955.1 2063.8 1955.6 2063.6 C
 11.3096 +1956 2066.6 1955.3 2068.7 1958.7 2069.8 C
 11.3097 +1959.2 2071.7 1961.4 2071.7 1962 2074.1 C
 11.3098 +1964.4 2074.2 1964 2077.7 1967.3 2078.4 C
 11.3099 +1967 2079.7 1968.1 2079.9 1969 2080.1 C
 11.3100 +1971.1 2079.9 1970 2079.2 1970.4 2078 C
 11.3101 +1969.5 2077.2 1970.3 2075.9 1969.7 2075.1 C
 11.3102 +1970.1 2069.8 1970.1 2063.6 1969.7 2058.8 C
 11.3103 +1969.2 2058.5 1970 2058.1 1970.2 2057.8 C
 11.3104 +1970.4 2058.3 1971.2 2057.7 1971.4 2058.3 C
 11.3105 +1971.5 2065.3 1971.2 2073.6 1971.6 2081.1 C
 11.3106 +1974.1 2081.4 1969.8 2084.3 1972.4 2082.5 C
 11.3107 +1971.9 2081.4 1971.6 2080.2 1971.6 2078.9 C
 11.3108 +[0 0.4 1 0]  vc
 11.3109 +f 
 11.3110 +S 
 11.3111 +n
 11.3112 +1952.4 2052 m
 11.3113 +1954.1 2051.3 1955.6 2050.4 1957.2 2049.6 C
 11.3114 +1955.6 2050.4 1954.1 2051.3 1952.4 2052 C
 11.3115 +[0 0.87 0.91 0.83]  vc
 11.3116 +f 
 11.3117 +S 
 11.3118 +n
 11.3119 +1975.5 2039.8 m
 11.3120 +1975.5 2039.4 1974.5 2038.7 1974.8 2038.8 C
 11.3121 +1974.6 2039.1 1974.5 2039.1 1974.3 2038.8 C
 11.3122 +1974.6 2037.6 1972.5 2039.3 1972.1 2038.4 C
 11.3123 +1970.4 2038.4 1970.5 2035.5 1968 2035.7 C
 11.3124 +1968.6 2032.5 1964 2033.3 1964 2030.4 C
 11.3125 +1961.9 2029.8 1961.4 2026.8 1959.2 2026.8 C
 11.3126 +1957.7 2028.5 1952.6 2025.3 1953.9 2029.5 C
 11.3127 +1952.9 2031.5 1947 2028.2 1947.9 2032.4 C
 11.3128 +1946 2034.2 1941.5 2031.5 1941.9 2035.7 C
 11.3129 +1940.6 2036.1 1938.9 2036.1 1937.6 2035.7 C
 11.3130 +1937.3 2037.5 1940.7 2038.2 1941.2 2040.3 C
 11.3131 +1943.7 2041.1 1944.4 2043.9 1946.4 2045.6 C
 11.3132 +1949.1 2046.7 1949.9 2048.8 1952.2 2051.1 C
 11.3133 +1959.9 2047.1 1967.7 2043.6 1975.5 2039.8 C
 11.3134 +[0 0.01 1 0]  vc
 11.3135 +f 
 11.3136 +S 
 11.3137 +n
 11.3138 +vmrs
 11.3139 +1962 2047.2 m
 11.3140 +1960.2 2047.5 1959.5 2048.9 1957.7 2049.4 C
 11.3141 +1959.5 2049.5 1960.3 2047.2 1962 2047.2 C
 11.3142 +[0 0.87 0.91 0.83]  vc
 11.3143 +f 
 11.3144 +0.4 w
 11.3145 +2 J
 11.3146 +2 M
 11.3147 +S 
 11.3148 +n
 11.3149 +2012.4 2046.3 m
 11.3150 +2010.3 2051.3 2008.3 2041.5 2009.8 2047.7 C
 11.3151 +2010.5 2047.4 2012.2 2046.5 2012.4 2046.3 C
 11.3152 +f 
 11.3153 +S 
 11.3154 +n
 11.3155 +1944.8 2044.6 m
 11.3156 +1945.5 2045.6 1948.6 2048.1 1947.4 2046.8 C
 11.3157 +1946.3 2046.5 1945.5 2045.2 1944.8 2044.6 C
 11.3158 +f 
 11.3159 +S 
 11.3160 +n
 11.3161 +1987.2 2054.9 m
 11.3162 +1983.7 2057.3 1979.6 2058 1976 2060.2 C
 11.3163 +1974.7 2058.2 1977.2 2055.8 1974.3 2054.9 C
 11.3164 +1973.1 2052 1970.4 2050.2 1968 2048 C
 11.3165 +1968 2047.7 1968 2047.4 1968.3 2047.2 C
 11.3166 +1969.5 2046.1 1983 2040.8 1972.4 2044.8 C
 11.3167 +1971.2 2046.6 1967.9 2046 1968 2048.2 C
 11.3168 +1970.5 2050.7 1973.8 2052.6 1974.3 2055.6 C
 11.3169 +1975.1 2055 1975.7 2056.7 1975.7 2057.1 C
 11.3170 +1975.7 2058.2 1974.8 2059.3 1975.5 2060.4 C
 11.3171 +1979.3 2058.2 1983.9 2057.7 1987.2 2054.9 C
 11.3172 +[0.18 0.18 0 0.78]  vc
 11.3173 +f 
 11.3174 +S 
 11.3175 +n
 11.3176 +1967.8 2047.5 m
 11.3177 +1968.5 2047 1969.1 2046.5 1969.7 2046 C
 11.3178 +1969.1 2046.5 1968.5 2047 1967.8 2047.5 C
 11.3179 +[0 0.87 0.91 0.83]  vc
 11.3180 +f 
 11.3181 +S 
 11.3182 +n
 11.3183 +1976.7 2040.3 m
 11.3184 +1976.9 2032.8 1976.3 2024.4 1977.2 2017 C
 11.3185 +1976.4 2016.5 1976.6 2014.8 1976.9 2013.9 C
 11.3186 +1978.7 2012.7 1977.2 2013 1976.2 2012.9 C
 11.3187 +1971.5 2008.1 1965.9 2003.1 1961.8 1998 C
 11.3188 +1960.9 1998 1960.1 1998 1959.2 1998 C
 11.3189 +1951.5 2001.1 1944.3 2005.5 1937.1 2009.6 C
 11.3190 +1935 2012.9 1937 2013.6 1936.1 2017.2 C
 11.3191 +1937.1 2017.2 1936 2018 1936.4 2017.7 C
 11.3192 +1937 2020.1 1935.5 2022.1 1936.4 2024.9 C
 11.3193 +1936.8 2027.2 1936.5 2029.7 1936.6 2032.1 C
 11.3194 +1937.4 2028.2 1936 2023.8 1936.8 2020.1 C
 11.3195 +1938.3 2015.7 1933.6 2011 1939 2008.6 C
 11.3196 +1945.9 2004.5 1953.1 2000.3 1960.6 1998.3 C
 11.3197 +1960.9 1998.3 1961.3 1998.3 1961.6 1998.3 C
 11.3198 +1966.2 2003.5 1971.8 2008.4 1976.4 2013.6 C
 11.3199 +1976.6 2015.5 1976 2018.1 1976.9 2019.2 C
 11.3200 +1976.1 2025.8 1976.4 2033.2 1976.7 2040 C
 11.3201 +1971.9 2042.4 1967.4 2045 1962.5 2047 C
 11.3202 +1967.3 2044.9 1972 2042.6 1976.7 2040.3 C
 11.3203 +f 
 11.3204 +S 
 11.3205 +n
 11.3206 +1939 2038.6 m
 11.3207 +1940.6 2040.9 1942.5 2042.1 1944.3 2044.1 C
 11.3208 +1942.7 2041.9 1940.6 2040.9 1939 2038.6 C
 11.3209 +f 
 11.3210 +S 
 11.3211 +n
 11.3212 +2006.2 2065.7 m
 11.3213 +2006 2057.3 2006.7 2049 2006.2 2042.7 C
 11.3214 +2002.1 2038.4 1997.7 2033.4 1993 2030 C
 11.3215 +1992.9 2029.3 1992.5 2028.6 1992 2028.3 C
 11.3216 +1992.1 2036.6 1991.9 2046.2 1992.3 2054.9 C
 11.3217 +1990.8 2056.2 1989 2056.7 1987.5 2058 C
 11.3218 +1988.7 2057.7 1990.7 2054.4 1993 2056.4 C
 11.3219 +1993.4 2058.8 1996 2058.2 1996.6 2060.9 C
 11.3220 +1999 2061 1998.5 2064.5 2001.9 2065.2 C
 11.3221 +2001.5 2066.5 2002.7 2066.7 2003.6 2066.9 C
 11.3222 +2005.7 2066.7 2004.6 2066 2005 2064.8 C
 11.3223 +2004 2064 2004.8 2062.7 2004.3 2061.9 C
 11.3224 +2004.6 2056.6 2004.6 2050.4 2004.3 2045.6 C
 11.3225 +2003.7 2045.3 2004.6 2044.9 2004.8 2044.6 C
 11.3226 +2005 2045.1 2005.7 2044.5 2006 2045.1 C
 11.3227 +2006 2052.1 2005.8 2060.4 2006.2 2067.9 C
 11.3228 +2008.7 2068.2 2004.4 2071.1 2006.9 2069.3 C
 11.3229 +2006.4 2068.2 2006.2 2067 2006.2 2065.7 C
 11.3230 +[0 0.4 1 0]  vc
 11.3231 +f 
 11.3232 +S 
 11.3233 +n
 11.3234 +2021.8 2041.7 m
 11.3235 +2018.3 2044.1 2014.1 2044.8 2010.5 2047 C
 11.3236 +2009.3 2045 2011.7 2042.6 2008.8 2041.7 C
 11.3237 +2004.3 2035.1 1997.6 2030.9 1993 2024.4 C
 11.3238 +1992.1 2024 1991.5 2024.3 1990.8 2024 C
 11.3239 +1993.2 2023.9 1995.3 2027.1 1996.8 2029 C
 11.3240 +2000.4 2032.6 2004.9 2036.9 2008.4 2040.8 C
 11.3241 +2008.2 2043.1 2011.4 2042.8 2009.8 2045.8 C
 11.3242 +2009.8 2046.3 2009.7 2046.9 2010 2047.2 C
 11.3243 +2013.8 2045 2018.5 2044.5 2021.8 2041.7 C
 11.3244 +[0.18 0.18 0 0.78]  vc
 11.3245 +f 
 11.3246 +S 
 11.3247 +n
 11.3248 +2001.6 2034 m
 11.3249 +2000.7 2033.1 1999.9 2032.3 1999 2031.4 C
 11.3250 +1999.9 2032.3 2000.7 2033.1 2001.6 2034 C
 11.3251 +[0 0.87 0.91 0.83]  vc
 11.3252 +f 
 11.3253 +S 
 11.3254 +n
 11.3255 +vmrs
 11.3256 +1989.4 2024.4 m
 11.3257 +1989.5 2025.4 1988.6 2024.3 1988.9 2024.7 C
 11.3258 +1990.5 2025.8 1990.7 2024.2 1992.8 2024.9 C
 11.3259 +1993.8 2025.9 1995 2027.1 1995.9 2028 C
 11.3260 +1994.3 2026 1991.9 2023.4 1989.4 2024.4 C
 11.3261 +[0 0.87 0.91 0.83]  vc
 11.3262 +f 
 11.3263 +0.4 w
 11.3264 +2 J
 11.3265 +2 M
 11.3266 +S 
 11.3267 +n
 11.3268 +1984.8 2019.9 m
 11.3269 +1984.6 2018.6 1986.3 2017.2 1987.7 2016.8 C
 11.3270 +1987.2 2017.5 1982.9 2017.9 1984.4 2020.6 C
 11.3271 +1984.1 2019.9 1984.9 2020 1984.8 2019.9 C
 11.3272 +f 
 11.3273 +S 
 11.3274 +n
 11.3275 +1981.7 2017 m
 11.3276 +1979.6 2022 1977.6 2012.3 1979.1 2018.4 C
 11.3277 +1979.8 2018.1 1981.5 2017.2 1981.7 2017 C
 11.3278 +f 
 11.3279 +S 
 11.3280 +n
 11.3281 +1884.3 2019.2 m
 11.3282 +1884.7 2010.5 1884.5 2000.6 1884.5 1991.8 C
 11.3283 +1886.6 1989.3 1889.9 1988.9 1892.4 1987 C
 11.3284 +1890.8 1988.7 1886 1989.1 1884.3 1992.3 C
 11.3285 +1884.7 2001 1884.5 2011.3 1884.5 2019.9 C
 11.3286 +1891 2025.1 1895.7 2031.5 1902 2036.9 C
 11.3287 +1896.1 2031 1890 2024.9 1884.3 2019.2 C
 11.3288 +[0.07 0.06 0 0.58]  vc
 11.3289 +f 
 11.3290 +S 
 11.3291 +n
 11.3292 +1884 2019.4 m
 11.3293 +1884.5 2010.6 1884.2 2000.4 1884.3 1991.8 C
 11.3294 +1884.8 1990.4 1887.8 1989 1884.8 1990.8 C
 11.3295 +1884.3 1991.3 1884.3 1992 1884 1992.5 C
 11.3296 +1884.5 2001.2 1884.2 2011.1 1884.3 2019.9 C
 11.3297 +1887.9 2023.1 1891.1 2026.4 1894.4 2030 C
 11.3298 +1891.7 2026.1 1887.1 2022.9 1884 2019.4 C
 11.3299 +[0.4 0.4 0 0]  vc
 11.3300 +f 
 11.3301 +S 
 11.3302 +n
 11.3303 +1885 2011.7 m
 11.3304 +1885 2006.9 1885 2001.9 1885 1997.1 C
 11.3305 +1885 2001.9 1885 2006.9 1885 2011.7 C
 11.3306 +[0 0.87 0.91 0.83]  vc
 11.3307 +f 
 11.3308 +S 
 11.3309 +n
 11.3310 +1975.5 2036.4 m
 11.3311 +1975.2 2028 1976 2019.7 1975.5 2013.4 C
 11.3312 +1971.1 2008.5 1965.6 2003.6 1961.6 1999 C
 11.3313 +1958.8 1998 1956 2000 1953.6 2001.2 C
 11.3314 +1948.2 2004.7 1941.9 2006.5 1937.1 2010.8 C
 11.3315 +1937.5 2018.3 1937.3 2024.7 1937.3 2032.1 C
 11.3316 +1937.6 2025.6 1937.9 2018.4 1937.1 2011.5 C
 11.3317 +1937.3 2011 1937.6 2010.5 1937.8 2010 C
 11.3318 +1944.6 2005.7 1951.9 2002.3 1959.2 1999 C
 11.3319 +1960.1 1998.5 1960.1 1999.8 1960.4 2000.4 C
 11.3320 +1959.7 2006.9 1959.7 2014.2 1959.4 2021.1 C
 11.3321 +1959 2021.1 1959.2 2021.9 1959.2 2022.3 C
 11.3322 +1959.2 2021.9 1959 2021.3 1959.4 2021.1 C
 11.3323 +1959.8 2024.1 1959.2 2026.2 1962.5 2027.3 C
 11.3324 +1963 2029.2 1965.3 2029.2 1965.9 2031.6 C
 11.3325 +1968.3 2031.8 1967.8 2035.2 1971.2 2036 C
 11.3326 +1970.8 2037.2 1971.9 2037.5 1972.8 2037.6 C
 11.3327 +1974.9 2037.4 1973.9 2036.7 1974.3 2035.5 C
 11.3328 +1973.3 2034.7 1974.1 2033.4 1973.6 2032.6 C
 11.3329 +1973.9 2027.3 1973.9 2021.1 1973.6 2016.3 C
 11.3330 +1973 2016 1973.9 2015.6 1974 2015.3 C
 11.3331 +1974.3 2015.9 1975 2015.3 1975.2 2015.8 C
 11.3332 +1975.3 2022.8 1975.1 2031.2 1975.5 2038.6 C
 11.3333 +1977.9 2039 1973.7 2041.8 1976.2 2040 C
 11.3334 +1975.7 2039 1975.5 2037.8 1975.5 2036.4 C
 11.3335 +[0 0.4 1 0]  vc
 11.3336 +f 
 11.3337 +S 
 11.3338 +n
 11.3339 +1991.1 2012.4 m
 11.3340 +1987.5 2014.8 1983.4 2015.6 1979.8 2017.7 C
 11.3341 +1978.5 2015.7 1981 2013.3 1978.1 2012.4 C
 11.3342 +1973.6 2005.8 1966.8 2001.6 1962.3 1995.2 C
 11.3343 +1961.4 1994.7 1960.8 1995 1960.1 1994.7 C
 11.3344 +1962.5 1994.6 1964.6 1997.8 1966.1 1999.7 C
 11.3345 +1969.7 2003.3 1974.2 2007.6 1977.6 2011.5 C
 11.3346 +1977.5 2013.8 1980.6 2013.5 1979.1 2016.5 C
 11.3347 +1979.1 2017 1979 2017.6 1979.3 2018 C
 11.3348 +1983.1 2015.7 1987.8 2015.2 1991.1 2012.4 C
 11.3349 +[0.18 0.18 0 0.78]  vc
 11.3350 +f 
 11.3351 +S 
 11.3352 +n
 11.3353 +1970.9 2004.8 m
 11.3354 +1970 2003.9 1969.2 2003 1968.3 2002.1 C
 11.3355 +1969.2 2003 1970 2003.9 1970.9 2004.8 C
 11.3356 +[0 0.87 0.91 0.83]  vc
 11.3357 +f 
 11.3358 +S 
 11.3359 +n
 11.3360 +1887.9 1994.9 m
 11.3361 +1888.5 1992.3 1891.4 1992.2 1893.2 1990.8 C
 11.3362 +1898.4 1987.5 1904 1984.8 1909.5 1982.2 C
 11.3363 +1909.7 1982.7 1910.3 1982.1 1910.4 1982.7 C
 11.3364 +1909.5 1990.5 1910.1 1996.4 1910 2004.5 C
 11.3365 +1909.1 2003.4 1909.7 2005.8 1909.5 2006.4 C
 11.3366 +1910.4 2006 1909.7 2008 1910.2 2007.9 C
 11.3367 +1911.3 2010.6 1912.5 2012.6 1915.7 2013.4 C
 11.3368 +1915.8 2013.7 1915.5 2014.4 1916 2014.4 C
 11.3369 +1916.3 2015 1915.4 2016 1915.2 2016 C
 11.3370 +1916.1 2015.5 1916.5 2014.5 1916 2013.6 C
 11.3371 +1913.4 2013.3 1913.1 2010.5 1910.9 2009.8 C
 11.3372 +1910.7 2008.8 1910.4 2007.9 1910.2 2006.9 C
 11.3373 +1911.1 1998.8 1909.4 1990.7 1910.7 1982.4 C
 11.3374 +1910 1982.1 1908.9 1982.1 1908.3 1982.4 C
 11.3375 +1901.9 1986.1 1895 1988.7 1888.8 1993 C
 11.3376 +1888 1993.4 1888.4 1994.3 1887.6 1994.7 C
 11.3377 +1888.1 2001.3 1887.8 2008.6 1887.9 2015.1 C
 11.3378 +1887.3 2017.5 1887.9 2015.4 1888.4 2014.4 C
 11.3379 +1887.8 2008 1888.4 2001.3 1887.9 1994.9 C
 11.3380 +[0.07 0.06 0 0.58]  vc
 11.3381 +f 
 11.3382 +S 
 11.3383 +n
 11.3384 +vmrs
 11.3385 +1887.9 2018.4 m
 11.3386 +1887.5 2016.9 1888.5 2016 1888.8 2014.8 C
 11.3387 +1890.1 2014.8 1891.1 2016.6 1892.4 2015.3 C
 11.3388 +1892.4 2014.4 1893.8 2012.9 1894.4 2012.4 C
 11.3389 +1895.9 2012.4 1896.6 2013.9 1897.7 2012.7 C
 11.3390 +1898.4 2011.7 1898.6 2010.4 1899.6 2009.8 C
 11.3391 +1901.7 2009.9 1902.9 2010.4 1904 2009.1 C
 11.3392 +1904.3 2007.4 1904 2007.6 1904.9 2007.2 C
 11.3393 +1906.2 2007 1907.6 2006.5 1908.8 2006.7 C
 11.3394 +1910.6 2008.2 1909.8 2011.5 1912.6 2012 C
 11.3395 +1912.4 2013 1913.8 2012.7 1914 2013.2 C
 11.3396 +1911.5 2011.1 1909.1 2007.9 1909.2 2004.3 C
 11.3397 +1909.5 2003.5 1909.9 2004.9 1909.7 2004.3 C
 11.3398 +1909.9 1996.2 1909.3 1990.5 1910.2 1982.7 C
 11.3399 +1909.5 1982.6 1909.5 1982.6 1908.8 1982.7 C
 11.3400 +1903.1 1985.7 1897 1987.9 1891.7 1992 C
 11.3401 +1890.5 1993 1888.2 1992.9 1888.1 1994.9 C
 11.3402 +1888.7 2001.4 1888.1 2008.4 1888.6 2014.8 C
 11.3403 +1888.3 2016 1887.2 2016.9 1887.6 2018.4 C
 11.3404 +1892.3 2023.9 1897.6 2027.9 1902.3 2033.3 C
 11.3405 +1898 2028.2 1892.1 2023.8 1887.9 2018.4 C
 11.3406 +[0.4 0.4 0 0]  vc
 11.3407 +f 
 11.3408 +0.4 w
 11.3409 +2 J
 11.3410 +2 M
 11.3411 +S 
 11.3412 +n
 11.3413 +1910.9 1995.2 m
 11.3414 +1910.4 1999.8 1911 2003.3 1910.9 2008.1 C
 11.3415 +1910.9 2003.8 1910.9 1999.2 1910.9 1995.2 C
 11.3416 +[0.18 0.18 0 0.78]  vc
 11.3417 +f 
 11.3418 +S 
 11.3419 +n
 11.3420 +1911.2 2004.3 m
 11.3421 +1911.2 2001.9 1911.2 1999.7 1911.2 1997.3 C
 11.3422 +1911.2 1999.7 1911.2 2001.9 1911.2 2004.3 C
 11.3423 +[0 0.87 0.91 0.83]  vc
 11.3424 +f 
 11.3425 +S 
 11.3426 +n
 11.3427 +1958.7 1995.2 m
 11.3428 +1959 1995.6 1956.2 1995 1956.5 1996.8 C
 11.3429 +1955.8 1997.6 1954.2 1998.5 1953.6 1997.3 C
 11.3430 +1953.6 1990.8 1954.9 1989.6 1953.4 1983.9 C
 11.3431 +1953.4 1983.3 1953.3 1982.1 1954.4 1982 C
 11.3432 +1955.5 1982.6 1956.5 1981.3 1957.5 1981 C
 11.3433 +1956.3 1981.8 1954.7 1982.6 1953.9 1981.5 C
 11.3434 +1951.4 1983 1954.7 1988.8 1952.9 1990.6 C
 11.3435 +1953.8 1990.6 1953.2 1992.7 1953.4 1993.7 C
 11.3436 +1953.8 1994.5 1952.3 1996.1 1953.2 1997.8 C
 11.3437 +1956.3 1999.4 1957.5 1994 1959.9 1995.6 C
 11.3438 +1962 1994.4 1963.7 1997.7 1965.2 1998.8 C
 11.3439 +1963.5 1996.7 1961.2 1994.1 1958.7 1995.2 C
 11.3440 +f 
 11.3441 +S 
 11.3442 +n
 11.3443 +1945 2000.7 m
 11.3444 +1945.4 1998.7 1945.4 1997.9 1945 1995.9 C
 11.3445 +1944.5 1995.3 1944.2 1992.6 1945.7 1993.2 C
 11.3446 +1946 1992.2 1948.7 1992.5 1948.4 1990.6 C
 11.3447 +1947.5 1990.3 1948.1 1988.7 1947.9 1988.2 C
 11.3448 +1948.9 1987.8 1950.5 1986.8 1950.5 1984.6 C
 11.3449 +1951.5 1980.9 1946.7 1983 1947.2 1979.8 C
 11.3450 +1944.5 1979.9 1945.2 1976.6 1943.1 1976.7 C
 11.3451 +1941.8 1975.7 1942.1 1972.7 1939.2 1973.8 C
 11.3452 +1938.2 1974.6 1939.3 1971.6 1938.3 1970.9 C
 11.3453 +1938.8 1969.2 1933.4 1970.3 1937.3 1970 C
 11.3454 +1939.4 1971.2 1937.2 1973 1937.6 1974.3 C
 11.3455 +1937.2 1976.3 1937.1 1981.2 1937.8 1984.1 C
 11.3456 +1938.8 1982.3 1937.9 1976.6 1938.5 1973.1 C
 11.3457 +1938.9 1975 1938.5 1976.4 1939.7 1977.2 C
 11.3458 +1939.5 1983.5 1938.9 1991.3 1940.2 1997.3 C
 11.3459 +1939.4 1999.1 1938.6 1997.1 1937.8 1997.1 C
 11.3460 +1937.4 1996.7 1937.6 1996.1 1937.6 1995.6 C
 11.3461 +1936.5 1998.5 1940.1 1998.4 1940.9 2000.7 C
 11.3462 +1942.1 2000.4 1943.2 2001.3 1943.1 2002.4 C
 11.3463 +1943.6 2003.1 1941.1 2004.6 1942.8 2003.8 C
 11.3464 +1943.9 2002.5 1942.6 2000.6 1945 2000.7 C
 11.3465 +[0.65 0.65 0 0.42]  vc
 11.3466 +f 
 11.3467 +S 
 11.3468 +n
 11.3469 +1914.5 2006.4 m
 11.3470 +1914.1 2004.9 1915.2 2004 1915.5 2002.8 C
 11.3471 +1916.7 2002.8 1917.8 2004.6 1919.1 2003.3 C
 11.3472 +1919 2002.4 1920.4 2000.9 1921 2000.4 C
 11.3473 +1922.5 2000.4 1923.2 2001.9 1924.4 2000.7 C
 11.3474 +1925 1999.7 1925.3 1998.4 1926.3 1997.8 C
 11.3475 +1928.4 1997.9 1929.5 1998.4 1930.6 1997.1 C
 11.3476 +1930.9 1995.4 1930.7 1995.6 1931.6 1995.2 C
 11.3477 +1932.8 1995 1934.3 1994.5 1935.4 1994.7 C
 11.3478 +1936.1 1995.8 1936.9 1996.2 1936.6 1997.8 C
 11.3479 +1938.9 1999.4 1939.7 2001.3 1942.4 2002.4 C
 11.3480 +1942.4 2002.5 1942.2 2003 1942.6 2002.8 C
 11.3481 +1942.9 2000.4 1939.2 2001.8 1939.2 1999.7 C
 11.3482 +1936.2 1998.6 1937 1995.3 1935.9 1993.5 C
 11.3483 +1937.1 1986.5 1935.2 1977.9 1937.6 1971.2 C
 11.3484 +1937.6 1970.3 1936.6 1971 1936.4 1970.4 C
 11.3485 +1930.2 1973.4 1924 1976 1918.4 1980 C
 11.3486 +1917.2 1981 1914.9 1980.9 1914.8 1982.9 C
 11.3487 +1915.3 1989.4 1914.7 1996.4 1915.2 2002.8 C
 11.3488 +1914.9 2004 1913.9 2004.9 1914.3 2006.4 C
 11.3489 +1919 2011.9 1924.2 2015.9 1928.9 2021.3 C
 11.3490 +1924.6 2016.2 1918.7 2011.8 1914.5 2006.4 C
 11.3491 +[0.4 0.4 0 0]  vc
 11.3492 +f 
 11.3493 +S 
 11.3494 +n
 11.3495 +1914.5 1982.9 m
 11.3496 +1915.1 1980.3 1918 1980.2 1919.8 1978.8 C
 11.3497 +1925 1975.5 1930.6 1972.8 1936.1 1970.2 C
 11.3498 +1939.4 1970.6 1936.1 1974.2 1936.6 1976.4 C
 11.3499 +1936.5 1981.9 1936.8 1987.5 1936.4 1992.8 C
 11.3500 +1935.9 1992.8 1936.2 1993.5 1936.1 1994 C
 11.3501 +1937.1 1993.6 1936.2 1995.9 1936.8 1995.9 C
 11.3502 +1937 1998 1939.5 1999.7 1940.4 2000.7 C
 11.3503 +1940.1 1998.6 1935 1997.2 1937.6 1993.7 C
 11.3504 +1938.3 1985.7 1935.9 1976.8 1937.8 1970.7 C
 11.3505 +1936.9 1969.8 1935.4 1970.3 1934.4 1970.7 C
 11.3506 +1928.3 1974.4 1921.4 1976.7 1915.5 1981 C
 11.3507 +1914.6 1981.4 1915.1 1982.3 1914.3 1982.7 C
 11.3508 +1914.7 1989.3 1914.5 1996.6 1914.5 2003.1 C
 11.3509 +1913.9 2005.5 1914.5 2003.4 1915 2002.4 C
 11.3510 +1914.5 1996 1915.1 1989.3 1914.5 1982.9 C
 11.3511 +[0.07 0.06 0 0.58]  vc
 11.3512 +f 
 11.3513 +S 
 11.3514 +n
 11.3515 +1939.2 1994.9 m
 11.3516 +1939.3 1995 1939.4 1995.1 1939.5 1995.2 C
 11.3517 +1939.1 1989 1939.3 1981.6 1939 1976.7 C
 11.3518 +1938.6 1976.3 1938.6 1974.6 1938.5 1973.3 C
 11.3519 +1938.7 1976.1 1938.1 1979.4 1939 1981.7 C
 11.3520 +1937.3 1986 1937.7 1991.6 1938 1996.4 C
 11.3521 +1937.3 1994.3 1939.6 1996.2 1939.2 1994.9 C
 11.3522 +[0.18 0.18 0 0.78]  vc
 11.3523 +f 
 11.3524 +S 
 11.3525 +n
 11.3526 +1938.3 1988.4 m
 11.3527 +1938.5 1990.5 1937.9 1994.1 1938.8 1994.7 C
 11.3528 +1937.9 1992.6 1939 1990.6 1938.3 1988.4 C
 11.3529 +[0 0.87 0.91 0.83]  vc
 11.3530 +f 
 11.3531 +S 
 11.3532 +n
 11.3533 +1938.8 1985.8 m
 11.3534 +1938.5 1985.9 1938.4 1985.7 1938.3 1985.6 C
 11.3535 +1938.4 1986.2 1938 1989.5 1938.8 1987.2 C
 11.3536 +1938.8 1986.8 1938.8 1986.3 1938.8 1985.8 C
 11.3537 +f 
 11.3538 +S 
 11.3539 +n
 11.3540 +vmrs
 11.3541 +1972.8 2062.1 m
 11.3542 +1971.9 2061 1972.5 2059.4 1972.4 2058 C
 11.3543 +1972.2 2063.8 1971.9 2073.7 1972.4 2081.3 C
 11.3544 +1972.5 2074.9 1971.9 2067.9 1972.8 2062.1 C
 11.3545 +[0 1 1 0.36]  vc
 11.3546 +f 
 11.3547 +0.4 w
 11.3548 +2 J
 11.3549 +2 M
 11.3550 +S 
 11.3551 +n
 11.3552 +1940.2 2071.7 m
 11.3553 +1941.3 2072 1943.1 2072.3 1944 2071.5 C
 11.3554 +1943.6 2069.9 1945.2 2069.1 1946 2068.8 C
 11.3555 +1950 2071.1 1948.7 2065.9 1951.7 2066.2 C
 11.3556 +1953.5 2063.9 1956.9 2069.4 1955.6 2063.8 C
 11.3557 +1955.5 2064.2 1955.7 2064.8 1955.3 2065 C
 11.3558 +1954.3 2063.7 1956.2 2063.6 1955.6 2062.1 C
 11.3559 +1954.5 2060 1958.3 2050.3 1952.2 2055.6 C
 11.3560 +1949.1 2053.8 1946 2051 1943.8 2048 C
 11.3561 +1940.3 2048 1937.5 2051.3 1934.2 2052.5 C
 11.3562 +1933.1 2054.6 1934.4 2057.3 1934 2060 C
 11.3563 +1934 2065.1 1934 2069.7 1934 2074.6 C
 11.3564 +1934.4 2069 1934.1 2061.5 1934.2 2054.9 C
 11.3565 +1934.6 2054.5 1935.3 2054.7 1935.9 2054.7 C
 11.3566 +1937 2055.3 1935.9 2056.1 1935.9 2056.8 C
 11.3567 +1936.5 2063 1935.6 2070.5 1935.9 2074.6 C
 11.3568 +1936.7 2074.4 1937.3 2075.2 1938 2074.6 C
 11.3569 +1937.9 2073.6 1939.1 2072.1 1940.2 2071.7 C
 11.3570 +[0 0.2 1 0]  vc
 11.3571 +f 
 11.3572 +S 
 11.3573 +n
 11.3574 +1933.2 2074.1 m
 11.3575 +1933.2 2071.5 1933.2 2069 1933.2 2066.4 C
 11.3576 +1933.2 2069 1933.2 2071.5 1933.2 2074.1 C
 11.3577 +[0 1 1 0.36]  vc
 11.3578 +f 
 11.3579 +S 
 11.3580 +n
 11.3581 +2007.4 2048.9 m
 11.3582 +2006.5 2047.8 2007.1 2046.2 2006.9 2044.8 C
 11.3583 +2006.7 2050.6 2006.5 2060.5 2006.9 2068.1 C
 11.3584 +2007.1 2061.7 2006.5 2054.7 2007.4 2048.9 C
 11.3585 +f 
 11.3586 +S 
 11.3587 +n
 11.3588 +1927.2 2062.4 m
 11.3589 +1925.8 2060.1 1928.1 2058.2 1927 2056.4 C
 11.3590 +1927.3 2055.5 1926.5 2053.5 1926.8 2051.8 C
 11.3591 +1926.8 2052.8 1926 2052.5 1925.3 2052.5 C
 11.3592 +1924.1 2052.8 1925 2050.5 1924.4 2050.1 C
 11.3593 +1925.3 2050.2 1925.4 2048.8 1926.3 2049.4 C
 11.3594 +1926.5 2052.3 1928.4 2047.2 1928.4 2051.1 C
 11.3595 +1928.9 2050.5 1929 2051.4 1928.9 2051.8 C
 11.3596 +1928.9 2052 1928.9 2052.3 1928.9 2052.5 C
 11.3597 +1929.4 2051.4 1928.9 2049 1930.1 2048.2 C
 11.3598 +1928.9 2047.1 1930.5 2047.1 1930.4 2046.5 C
 11.3599 +1931.9 2046.2 1933.1 2046.1 1934.7 2046.5 C
 11.3600 +1934.6 2046.9 1935.2 2047.9 1934.4 2048.4 C
 11.3601 +1936.9 2048.1 1933.6 2043.8 1935.9 2043.9 C
 11.3602 +1935.7 2043.9 1934.8 2041.3 1933.2 2041.7 C
 11.3603 +1932.5 2041.6 1932.4 2039.6 1932.3 2041 C
 11.3604 +1930.8 2042.6 1929 2040.6 1927.7 2042 C
 11.3605 +1927.5 2041.4 1927.1 2040.9 1927.2 2040.3 C
 11.3606 +1927.8 2040.6 1927.4 2039.1 1928.2 2038.6 C
 11.3607 +1929.4 2038 1930.5 2038.8 1931.3 2037.9 C
 11.3608 +1931.7 2039 1932.5 2038.6 1931.8 2037.6 C
 11.3609 +1930.9 2037 1928.7 2037.8 1928.2 2037.9 C
 11.3610 +1926.7 2037.8 1928 2039 1927 2038.8 C
 11.3611 +1927.4 2040.4 1925.6 2040.8 1925.1 2041 C
 11.3612 +1924.3 2040.4 1923.2 2040.5 1922.2 2040.5 C
 11.3613 +1921.4 2041.7 1921 2043.9 1919.3 2043.9 C
 11.3614 +1918.8 2043.4 1917.2 2043.3 1916.4 2043.4 C
 11.3615 +1915.9 2044.4 1915.7 2046 1914.3 2046.5 C
 11.3616 +1913.1 2046.6 1912 2044.5 1911.4 2046.3 C
 11.3617 +1912.8 2046.5 1913.8 2047.4 1915.7 2047 C
 11.3618 +1916.9 2047.7 1915.6 2048.8 1916 2049.4 C
 11.3619 +1915.4 2049.3 1913.9 2050.3 1913.3 2051.1 C
 11.3620 +1913.9 2054.1 1916 2050.2 1916.7 2053 C
 11.3621 +1916.9 2053.8 1915.5 2054.1 1916.7 2054.4 C
 11.3622 +1917 2054.7 1920.2 2054.3 1919.3 2056.6 C
 11.3623 +1918.8 2056.1 1920.2 2058.6 1920.3 2057.6 C
 11.3624 +1921.2 2057.9 1922.1 2057.5 1922.4 2059 C
 11.3625 +1922.3 2059.1 1922.2 2059.3 1922 2059.2 C
 11.3626 +1922.1 2059.7 1922.4 2060.3 1922.9 2060.7 C
 11.3627 +1923.2 2060.1 1923.8 2060.4 1924.6 2060.7 C
 11.3628 +1925.9 2062.6 1923.2 2062 1925.6 2063.6 C
 11.3629 +1926.1 2063.1 1927.3 2062.5 1927.2 2062.4 C
 11.3630 +[0.21 0.21 0 0]  vc
 11.3631 +f 
 11.3632 +S 
 11.3633 +n
 11.3634 +1933.2 2063.3 m
 11.3635 +1933.2 2060.7 1933.2 2058.2 1933.2 2055.6 C
 11.3636 +1933.2 2058.2 1933.2 2060.7 1933.2 2063.3 C
 11.3637 +[0 1 1 0.36]  vc
 11.3638 +f 
 11.3639 +S 
 11.3640 +n
 11.3641 +1965.2 2049.2 m
 11.3642 +1967.1 2050.1 1969.9 2053.7 1972.1 2056.4 C
 11.3643 +1970.5 2054 1967.6 2051.3 1965.2 2049.2 C
 11.3644 +f 
 11.3645 +S 
 11.3646 +n
 11.3647 +1991.8 2034.8 m
 11.3648 +1991.7 2041.5 1992 2048.5 1991.6 2055.2 C
 11.3649 +1990.5 2056.4 1991.9 2054.9 1991.8 2054.4 C
 11.3650 +1991.8 2047.9 1991.8 2041.3 1991.8 2034.8 C
 11.3651 +f 
 11.3652 +S 
 11.3653 +n
 11.3654 +1988.9 2053.2 m
 11.3655 +1988.9 2044.3 1988.9 2036.6 1988.9 2028.3 C
 11.3656 +1985.7 2028.2 1987.2 2023.5 1983.9 2024.2 C
 11.3657 +1983.9 2022.4 1982 2021.6 1981 2021.3 C
 11.3658 +1980.6 2021.1 1980.6 2021.7 1980.3 2021.6 C
 11.3659 +1980.3 2027 1980.3 2034.8 1980.3 2041.5 C
 11.3660 +1979.3 2043.2 1977.6 2043 1976.2 2043.6 C
 11.3661 +1977.1 2043.8 1978.5 2043.2 1978.8 2044.1 C
 11.3662 +1978.5 2045.3 1979.9 2045.3 1980.3 2045.8 C
 11.3663 +1980.5 2046.8 1980.7 2046.2 1981.5 2046.5 C
 11.3664 +1982.4 2047.1 1982 2048.6 1982.7 2049.4 C
 11.3665 +1984.2 2049.6 1984.6 2052.2 1986.8 2051.6 C
 11.3666 +1987.1 2048.6 1985.1 2042.7 1986.5 2040.5 C
 11.3667 +1986.3 2036.7 1986.9 2031.7 1986 2029.2 C
 11.3668 +1986.3 2027.1 1986.9 2028.6 1987.7 2027.6 C
 11.3669 +1987.7 2028.3 1988.7 2028 1988.7 2028.8 C
 11.3670 +1988.1 2033 1988.7 2037.5 1988.2 2041.7 C
 11.3671 +1987.8 2041.4 1988 2040.8 1988 2040.3 C
 11.3672 +1988 2041 1988 2042.4 1988 2042.4 C
 11.3673 +1988 2042.4 1988.1 2042.3 1988.2 2042.2 C
 11.3674 +1989.3 2046 1988 2050.2 1988.4 2054 C
 11.3675 +1987.8 2054.4 1987.1 2054.7 1986.5 2055.4 C
 11.3676 +1987.4 2054.4 1988.4 2054.6 1988.9 2053.2 C
 11.3677 +[0 1 1 0.23]  vc
 11.3678 +f 
 11.3679 +S 
 11.3680 +n
 11.3681 +1950.8 2054.4 m
 11.3682 +1949.7 2053.4 1948.7 2052.3 1947.6 2051.3 C
 11.3683 +1948.7 2052.3 1949.7 2053.4 1950.8 2054.4 C
 11.3684 +[0 1 1 0.36]  vc
 11.3685 +f 
 11.3686 +S 
 11.3687 +n
 11.3688 +vmrs
 11.3689 +2006.7 2043.2 m
 11.3690 +2004.5 2040.8 2002.4 2038.4 2000.2 2036 C
 11.3691 +2002.4 2038.4 2004.5 2040.8 2006.7 2043.2 C
 11.3692 +[0 1 1 0.36]  vc
 11.3693 +f 
 11.3694 +0.4 w
 11.3695 +2 J
 11.3696 +2 M
 11.3697 +S 
 11.3698 +n
 11.3699 +1976.7 2019.6 m
 11.3700 +1975.8 2018.6 1976.4 2016.9 1976.2 2015.6 C
 11.3701 +1976 2021.3 1975.8 2031.2 1976.2 2038.8 C
 11.3702 +1976.4 2032.4 1975.8 2025.5 1976.7 2019.6 C
 11.3703 +f 
 11.3704 +S 
 11.3705 +n
 11.3706 +1988.4 2053.5 m
 11.3707 +1988.6 2049.2 1988.1 2042.8 1988 2040 C
 11.3708 +1988.4 2040.4 1988.1 2041 1988.2 2041.5 C
 11.3709 +1988.3 2037.2 1988 2032.7 1988.4 2028.5 C
 11.3710 +1987.6 2027.1 1987.2 2028.6 1986.8 2028 C
 11.3711 +1985.9 2028.5 1986.5 2029.7 1986.3 2030.4 C
 11.3712 +1986.9 2029.8 1986.6 2031 1987 2031.2 C
 11.3713 +1987.4 2039.6 1985 2043 1987.2 2050.4 C
 11.3714 +1987.2 2051.6 1985.9 2052.3 1984.6 2051.3 C
 11.3715 +1981.9 2049.7 1982.9 2047 1980.3 2046.5 C
 11.3716 +1980.3 2045.2 1978.1 2046.2 1978.6 2043.9 C
 11.3717 +1975.6 2043.3 1979.3 2045.6 1979.6 2046.5 C
 11.3718 +1980.8 2046.6 1981.5 2048.5 1982.2 2049.9 C
 11.3719 +1983.7 2050.8 1984.8 2052.8 1986.5 2053 C
 11.3720 +1986.7 2053.5 1987.5 2054.1 1987 2054.7 C
 11.3721 +1987.4 2053.9 1988.3 2054.3 1988.4 2053.5 C
 11.3722 +[0 1 1 0.23]  vc
 11.3723 +f 
 11.3724 +S 
 11.3725 +n
 11.3726 +1988 2038.1 m
 11.3727 +1988 2036.7 1988 2035.4 1988 2034 C
 11.3728 +1988 2035.4 1988 2036.7 1988 2038.1 C
 11.3729 +[0 1 1 0.36]  vc
 11.3730 +f 
 11.3731 +S 
 11.3732 +n
 11.3733 +1999.7 2035.7 m
 11.3734 +1997.6 2033.5 1995.4 2031.2 1993.2 2029 C
 11.3735 +1995.4 2031.2 1997.6 2033.5 1999.7 2035.7 C
 11.3736 +f 
 11.3737 +S 
 11.3738 +n
 11.3739 +1944 2029.2 m
 11.3740 +1945.2 2029.5 1946.9 2029.8 1947.9 2029 C
 11.3741 +1947.4 2027.4 1949 2026.7 1949.8 2026.4 C
 11.3742 +1953.9 2028.6 1952.6 2023.4 1955.6 2023.7 C
 11.3743 +1957.4 2021.4 1960.7 2027 1959.4 2021.3 C
 11.3744 +1959.3 2021.7 1959.6 2022.3 1959.2 2022.5 C
 11.3745 +1958.1 2021.2 1960.1 2021.1 1959.4 2019.6 C
 11.3746 +1959.1 2012.7 1959.9 2005.1 1959.6 1999.2 C
 11.3747 +1955.3 2000.1 1951.3 2003.1 1947.2 2005 C
 11.3748 +1943.9 2006 1941.2 2008.7 1938 2010 C
 11.3749 +1936.9 2012.1 1938.2 2014.8 1937.8 2017.5 C
 11.3750 +1937.8 2022.6 1937.8 2027.3 1937.8 2032.1 C
 11.3751 +1938.2 2026.5 1938 2019 1938 2012.4 C
 11.3752 +1938.5 2012 1939.2 2012.3 1939.7 2012.2 C
 11.3753 +1940.8 2012.8 1939.7 2013.6 1939.7 2014.4 C
 11.3754 +1940.4 2020.5 1939.4 2028 1939.7 2032.1 C
 11.3755 +1940.6 2031.9 1941.2 2032.7 1941.9 2032.1 C
 11.3756 +1941.7 2031.2 1943 2029.7 1944 2029.2 C
 11.3757 +[0 0.2 1 0]  vc
 11.3758 +f 
 11.3759 +S 
 11.3760 +n
 11.3761 +1937.1 2031.6 m
 11.3762 +1937.1 2029.1 1937.1 2026.5 1937.1 2024 C
 11.3763 +1937.1 2026.5 1937.1 2029.1 1937.1 2031.6 C
 11.3764 +[0 1 1 0.36]  vc
 11.3765 +f 
 11.3766 +S 
 11.3767 +n
 11.3768 +1991.8 2028 m
 11.3769 +1992.5 2027.8 1993.2 2029.9 1994 2030.2 C
 11.3770 +1992.9 2029.6 1993.1 2028.1 1991.8 2028 C
 11.3771 +[0 1 1 0.23]  vc
 11.3772 +f 
 11.3773 +S 
 11.3774 +n
 11.3775 +1991.8 2027.8 m
 11.3776 +1992.4 2027.6 1992.6 2028.3 1993 2028.5 C
 11.3777 +1992.6 2028.2 1992.2 2027.6 1991.6 2027.8 C
 11.3778 +1991.6 2028.5 1991.6 2029.1 1991.6 2029.7 C
 11.3779 +1991.6 2029.1 1991.4 2028.3 1991.8 2027.8 C
 11.3780 +[0 1 1 0.36]  vc
 11.3781 +f 
 11.3782 +S 
 11.3783 +n
 11.3784 +1985.8 2025.4 m
 11.3785 +1985.3 2025.2 1984.8 2024.7 1984.1 2024.9 C
 11.3786 +1983.3 2025.3 1983.6 2027.3 1983.9 2027.6 C
 11.3787 +1985 2028 1986.9 2026.9 1985.8 2025.4 C
 11.3788 +[0 1 1 0.23]  vc
 11.3789 +f 
 11.3790 +S 
 11.3791 +n
 11.3792 +vmrs
 11.3793 +1993.5 2024.4 m
 11.3794 +1992.4 2023.7 1991.3 2022.9 1990.1 2023.2 C
 11.3795 +1990.7 2023.7 1989.8 2023.8 1989.4 2023.7 C
 11.3796 +1989.1 2023.7 1988.6 2023.9 1988.4 2023.5 C
 11.3797 +1988.5 2023.2 1988.3 2022.7 1988.7 2022.5 C
 11.3798 +1989 2022.6 1988.9 2023 1988.9 2023.2 C
 11.3799 +1989.1 2022.8 1990.4 2022.3 1990.6 2021.3 C
 11.3800 +1990.4 2021.8 1990 2021.3 1990.1 2021.1 C
 11.3801 +1990.1 2020.9 1990.1 2020.1 1990.1 2020.6 C
 11.3802 +1989.9 2021.1 1989.5 2020.6 1989.6 2020.4 C
 11.3803 +1989.6 2019.8 1988.7 2019.6 1988.2 2019.2 C
 11.3804 +1987.5 2018.7 1987.7 2020.2 1987 2019.4 C
 11.3805 +1987.5 2020.4 1986 2021.1 1987.5 2021.8 C
 11.3806 +1986.8 2023.1 1986.6 2021.1 1986 2021.1 C
 11.3807 +1986.1 2020.1 1985.9 2019 1986.3 2018.2 C
 11.3808 +1986.7 2018.4 1986.5 2019 1986.5 2019.4 C
 11.3809 +1986.5 2018.7 1986.4 2017.8 1987.2 2017.7 C
 11.3810 +1986.5 2017.2 1985.5 2019.3 1985.3 2020.4 C
 11.3811 +1986.2 2022 1987.3 2023.5 1989.2 2024.2 C
 11.3812 +1990.8 2024.3 1991.6 2022.9 1993.2 2024.4 C
 11.3813 +1993.8 2025.4 1995 2026.6 1995.9 2027.1 C
 11.3814 +1995 2026.5 1994.1 2025.5 1993.5 2024.4 C
 11.3815 +[0 1 1 0.36]  vc
 11.3816 +f 
 11.3817 +0.4 w
 11.3818 +2 J
 11.3819 +2 M
 11.3820 +[0 0.5 0.5 0.2]  vc
 11.3821 +S 
 11.3822 +n
 11.3823 +2023 2040.3 m
 11.3824 +2023.2 2036 2022.7 2029.6 2022.5 2026.8 C
 11.3825 +2022.9 2027.2 2022.7 2027.8 2022.8 2028.3 C
 11.3826 +2022.8 2024 2022.6 2019.5 2023 2015.3 C
 11.3827 +2022.2 2013.9 2021.7 2015.4 2021.3 2014.8 C
 11.3828 +2020.4 2015.3 2021 2016.5 2020.8 2017.2 C
 11.3829 +2021.4 2016.6 2021.1 2017.8 2021.6 2018 C
 11.3830 +2022 2026.4 2019.6 2029.8 2021.8 2037.2 C
 11.3831 +2021.7 2038.4 2020.5 2039.1 2019.2 2038.1 C
 11.3832 +2016.5 2036.5 2017.5 2033.8 2014.8 2033.3 C
 11.3833 +2014.9 2032 2012.6 2033 2013.2 2030.7 C
 11.3834 +2011.9 2030.8 2011.2 2030.1 2010.8 2029.2 C
 11.3835 +2010.8 2029.1 2010.8 2028.2 2010.8 2028.8 C
 11.3836 +2010 2028.8 2010.4 2026.5 2008.6 2027.3 C
 11.3837 +2007.9 2026.6 2007.3 2025.9 2007.9 2027.1 C
 11.3838 +2009.7 2028 2010 2030.1 2012.2 2030.9 C
 11.3839 +2012.9 2032.1 2013.7 2033.6 2015.1 2033.6 C
 11.3840 +2015.7 2035.1 2016.9 2036.7 2018.4 2038.4 C
 11.3841 +2019.8 2039.3 2022 2039.4 2021.6 2041.5 C
 11.3842 +2021.9 2040.7 2022.9 2041.1 2023 2040.3 C
 11.3843 +[0 1 1 0.23]  vc
 11.3844 +f 
 11.3845 +S 
 11.3846 +n
 11.3847 +2022.5 2024.9 m
 11.3848 +2022.5 2023.5 2022.5 2022.2 2022.5 2020.8 C
 11.3849 +2022.5 2022.2 2022.5 2023.5 2022.5 2024.9 C
 11.3850 +[0 1 1 0.36]  vc
 11.3851 +f 
 11.3852 +S 
 11.3853 +n
 11.3854 +1983.2 2022.8 m
 11.3855 +1982.4 2022.5 1982.1 2021.6 1981.2 2022.3 C
 11.3856 +1981.1 2022.9 1980.5 2024 1981 2024.2 C
 11.3857 +1981.8 2024.6 1982.9 2024.4 1983.2 2022.8 C
 11.3858 +[0 1 1 0.23]  vc
 11.3859 +f 
 11.3860 +S 
 11.3861 +n
 11.3862 +1931.1 2019.9 m
 11.3863 +1929.6 2017.7 1932 2015.7 1930.8 2013.9 C
 11.3864 +1931.1 2013 1930.3 2011 1930.6 2009.3 C
 11.3865 +1930.6 2010.3 1929.8 2010 1929.2 2010 C
 11.3866 +1928 2010.3 1928.8 2008.1 1928.2 2007.6 C
 11.3867 +1929.1 2007.8 1929.3 2006.3 1930.1 2006.9 C
 11.3868 +1930.3 2009.8 1932.2 2004.8 1932.3 2008.6 C
 11.3869 +1932.7 2008 1932.8 2009 1932.8 2009.3 C
 11.3870 +1932.8 2009.6 1932.8 2009.8 1932.8 2010 C
 11.3871 +1933.2 2009 1932.7 2006.6 1934 2005.7 C
 11.3872 +1932.7 2004.6 1934.3 2004.6 1934.2 2004 C
 11.3873 +1935.8 2003.7 1937 2003.6 1938.5 2004 C
 11.3874 +1938.5 2004.5 1939.1 2005.4 1938.3 2006 C
 11.3875 +1940.7 2005.7 1937.4 2001.3 1939.7 2001.4 C
 11.3876 +1939.5 2001.4 1938.6 1998.8 1937.1 1999.2 C
 11.3877 +1936.3 1999.1 1936.2 1997.1 1936.1 1998.5 C
 11.3878 +1934.7 2000.1 1932.9 1998.2 1931.6 1999.5 C
 11.3879 +1931.3 1998.9 1930.9 1998.5 1931.1 1997.8 C
 11.3880 +1931.6 1998.2 1931.3 1996.6 1932 1996.1 C
 11.3881 +1933.2 1995.5 1934.3 1996.4 1935.2 1995.4 C
 11.3882 +1935.5 1996.5 1936.3 1996.1 1935.6 1995.2 C
 11.3883 +1934.7 1994.5 1932.5 1995.3 1932 1995.4 C
 11.3884 +1930.5 1995.3 1931.9 1996.5 1930.8 1996.4 C
 11.3885 +1931.2 1997.9 1929.5 1998.3 1928.9 1998.5 C
 11.3886 +1928.1 1997.9 1927.1 1998 1926 1998 C
 11.3887 +1925.3 1999.2 1924.8 2001.4 1923.2 2001.4 C
 11.3888 +1922.6 2000.9 1921 2000.9 1920.3 2000.9 C
 11.3889 +1919.7 2001.9 1919.6 2003.5 1918.1 2004 C
 11.3890 +1916.9 2004.1 1915.8 2002 1915.2 2003.8 C
 11.3891 +1916.7 2004 1917.6 2004.9 1919.6 2004.5 C
 11.3892 +1920.7 2005.2 1919.4 2006.3 1919.8 2006.9 C
 11.3893 +1919.2 2006.9 1917.7 2007.8 1917.2 2008.6 C
 11.3894 +1917.8 2011.6 1919.8 2007.8 1920.5 2010.5 C
 11.3895 +1920.8 2011.3 1919.3 2011.6 1920.5 2012 C
 11.3896 +1920.8 2012.3 1924 2011.8 1923.2 2014.1 C
 11.3897 +1922.6 2013.6 1924.1 2016.1 1924.1 2015.1 C
 11.3898 +1925.1 2015.4 1925.9 2015 1926.3 2016.5 C
 11.3899 +1926.2 2016.6 1926 2016.8 1925.8 2016.8 C
 11.3900 +1925.9 2017.2 1926.2 2017.8 1926.8 2018.2 C
 11.3901 +1927.1 2017.6 1927.7 2018 1928.4 2018.2 C
 11.3902 +1929.7 2020.1 1927.1 2019.5 1929.4 2021.1 C
 11.3903 +1929.9 2020.7 1931.1 2020 1931.1 2019.9 C
 11.3904 +[0.21 0.21 0 0]  vc
 11.3905 +f 
 11.3906 +S 
 11.3907 +n
 11.3908 +1937.1 2020.8 m
 11.3909 +1937.1 2018.3 1937.1 2015.7 1937.1 2013.2 C
 11.3910 +1937.1 2015.7 1937.1 2018.3 1937.1 2020.8 C
 11.3911 +[0 1 1 0.36]  vc
 11.3912 +f 
 11.3913 +S 
 11.3914 +n
 11.3915 +2020.4 2012.2 m
 11.3916 +2019.8 2012 2019.3 2011.5 2018.7 2011.7 C
 11.3917 +2017.9 2012.1 2018.1 2014.1 2018.4 2014.4 C
 11.3918 +2019.6 2014.8 2021.4 2013.7 2020.4 2012.2 C
 11.3919 +[0 1 1 0.23]  vc
 11.3920 +f 
 11.3921 +S 
 11.3922 +n
 11.3923 +1976 2013.9 m
 11.3924 +1973.8 2011.5 1971.6 2009.1 1969.5 2006.7 C
 11.3925 +1971.6 2009.1 1973.8 2011.5 1976 2013.9 C
 11.3926 +[0 1 1 0.36]  vc
 11.3927 +f 
 11.3928 +S 
 11.3929 +n
 11.3930 +1995.4 2012.7 m
 11.3931 +1996.1 2010.3 1993.8 2006.2 1997.3 2005.7 C
 11.3932 +1998.9 2005.4 2000 2003.7 2001.4 2003.1 C
 11.3933 +2003.9 2003.1 2005.3 2001.3 2006.9 1999.7 C
 11.3934 +2004.5 2003.5 2000 2002.2 1997.6 2005.7 C
 11.3935 +1996.5 2005.9 1994.8 2006.1 1995.2 2007.6 C
 11.3936 +1995.7 2009.4 1995.2 2011.6 1994.7 2012.9 C
 11.3937 +1992 2015.8 1987.8 2015.7 1985.3 2018.7 C
 11.3938 +1988.3 2016.3 1992.3 2015.3 1995.4 2012.7 C
 11.3939 +[0.18 0.18 0 0.78]  vc
 11.3940 +f 
 11.3941 +S 
 11.3942 +n
 11.3943 +1995.6 2012.4 m
 11.3944 +1995.6 2011.2 1995.6 2010 1995.6 2008.8 C
 11.3945 +1995.6 2010 1995.6 2011.2 1995.6 2012.4 C
 11.3946 +[0 1 1 0.36]  vc
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 11.3950 +vmrs
 11.3951 +2017.7 2009.6 m
 11.3952 +2016.9 2009.3 2016.7 2008.4 2015.8 2009.1 C
 11.3953 +2014.2 2010.6 2016 2010.6 2016.5 2011.5 C
 11.3954 +2017.2 2010.9 2018.1 2010.8 2017.7 2009.6 C
 11.3955 +[0 1 1 0.23]  vc
 11.3956 +f 
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 11.3958 +2 J
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 11.3961 +n
 11.3962 +2014.4 2006.4 m
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 11.3964 +2013 2007.3 2011.9 2009.2 2012.9 2008.4 C
 11.3965 +2014.2 2008.3 2014.6 2007.8 2014.4 2006.4 C
 11.3966 +f 
 11.3967 +S 
 11.3968 +n
 11.3969 +1969 2006.4 m
 11.3970 +1966.5 2003.8 1964 2001.2 1961.6 1998.5 C
 11.3971 +1964 2001.2 1966.5 2003.8 1969 2006.4 C
 11.3972 +[0 1 1 0.36]  vc
 11.3973 +f 
 11.3974 +S 
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 11.3976 +2012 2005.2 m
 11.3977 +2012.2 2004.2 2011.4 2003.3 2010.3 2003.3 C
 11.3978 +2009 2003.6 2010 2004.7 2009.6 2004.8 C
 11.3979 +2009.3 2005.7 2011.4 2006.7 2012 2005.2 C
 11.3980 +[0 1 1 0.23]  vc
 11.3981 +f 
 11.3982 +S 
 11.3983 +n
 11.3984 +1962.8 1995.2 m
 11.3985 +1961.7 1994.4 1960.6 1993.7 1959.4 1994 C
 11.3986 +1959.5 1994.9 1957.5 1994.1 1956.8 1994.7 C
 11.3987 +1955.9 1995.5 1956.7 1997 1955.1 1997.3 C
 11.3988 +1956.9 1996.7 1956.8 1994 1959.2 1994.7 C
 11.3989 +1961.1 1991 1968.9 2003.2 1962.8 1995.2 C
 11.3990 +[0 1 1 0.36]  vc
 11.3991 +f 
 11.3992 +S 
 11.3993 +n
 11.3994 +1954.6 1995.6 m
 11.3995 +1955.9 1994.7 1955.1 1989.8 1955.3 1988 C
 11.3996 +1954.5 1988.3 1954.9 1986.6 1954.4 1986 C
 11.3997 +1955.7 1989.2 1953.9 1991.1 1954.8 1994.2 C
 11.3998 +1954.5 1995.9 1953.5 1995.3 1953.9 1997.3 C
 11.3999 +1955.3 1998.3 1953.2 1995.5 1954.6 1995.6 C
 11.4000 +f 
 11.4001 +S 
 11.4002 +n
 11.4003 +1992.3 2011 m
 11.4004 +1992.5 2006.7 1992 2000.3 1991.8 1997.6 C
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 11.4006 +1992.1 1994.7 1991.9 1990.2 1992.3 1986 C
 11.4007 +1991.4 1984.6 1991 1986.1 1990.6 1985.6 C
 11.4008 +1989.7 1986 1990.3 1987.2 1990.1 1988 C
 11.4009 +1990.7 1987.4 1990.4 1988.5 1990.8 1988.7 C
 11.4010 +1991.3 1997.1 1988.9 2000.6 1991.1 2007.9 C
 11.4011 +1991 2009.1 1989.8 2009.9 1988.4 2008.8 C
 11.4012 +1985.7 2007.2 1986.8 2004.5 1984.1 2004 C
 11.4013 +1984.2 2002.7 1981.9 2003.7 1982.4 2001.4 C
 11.4014 +1981.2 2001.5 1980.5 2000.8 1980 2000 C
 11.4015 +1980 1999.8 1980 1998.9 1980 1999.5 C
 11.4016 +1979.3 1999.5 1979.7 1997.2 1977.9 1998 C
 11.4017 +1977.2 1997.3 1976.6 1996.7 1977.2 1997.8 C
 11.4018 +1979 1998.7 1979.3 2000.8 1981.5 2001.6 C
 11.4019 +1982.2 2002.8 1983 2004.3 1984.4 2004.3 C
 11.4020 +1985 2005.8 1986.2 2007.5 1987.7 2009.1 C
 11.4021 +1989 2010 1991.3 2010.2 1990.8 2012.2 C
 11.4022 +1991.2 2011.4 1992.2 2011.8 1992.3 2011 C
 11.4023 +[0 1 1 0.23]  vc
 11.4024 +f 
 11.4025 +S 
 11.4026 +n
 11.4027 +1991.8 1995.6 m
 11.4028 +1991.8 1994.3 1991.8 1992.9 1991.8 1991.6 C
 11.4029 +1991.8 1992.9 1991.8 1994.3 1991.8 1995.6 C
 11.4030 +[0 1 1 0.36]  vc
 11.4031 +f 
 11.4032 +S 
 11.4033 +n
 11.4034 +1959.2 1994.2 m
 11.4035 +1958.8 1993.3 1960.7 1993.9 1961.1 1993.7 C
 11.4036 +1961.5 1993.9 1961.2 1994.4 1961.8 1994.2 C
 11.4037 +1960.9 1994 1960.8 1992.9 1959.9 1992.5 C
 11.4038 +1959.6 1993.5 1958.3 1993.5 1958.2 1994.2 C
 11.4039 +1958.1 1994.1 1958 1994 1958 1994 C
 11.4040 +1957.2 1994.9 1958 1993.4 1956.8 1993 C
 11.4041 +1955.6 1992.5 1956 1991 1956.3 1989.9 C
 11.4042 +1956.5 1989.8 1956.6 1990 1956.8 1990.1 C
 11.4043 +1957.1 1989 1956 1989.1 1955.8 1988.2 C
 11.4044 +1955.1 1990.4 1956.2 1995 1954.8 1995.9 C
 11.4045 +1954.1 1995.5 1954.5 1996.5 1954.4 1997.1 C
 11.4046 +1955 1996.8 1954.8 1997.4 1955.6 1996.8 C
 11.4047 +1956 1996 1956.3 1993.2 1958.7 1994.2 C
 11.4048 +1958.9 1994.2 1959.7 1994.2 1959.2 1994.2 C
 11.4049 +[0 1 1 0.23]  vc
 11.4050 +f 
 11.4051 +S 
 11.4052 +n
 11.4053 +1958.2 1994 m
 11.4054 +1958.4 1993.5 1959.7 1993.1 1959.9 1992 C
 11.4055 +1959.7 1992.5 1959.3 1992 1959.4 1991.8 C
 11.4056 +1959.4 1991.6 1959.4 1990.8 1959.4 1991.3 C
 11.4057 +1959.2 1991.8 1958.8 1991.3 1958.9 1991.1 C
 11.4058 +1958.9 1990.5 1958 1990.3 1957.5 1989.9 C
 11.4059 +1956.8 1989.5 1956.9 1991 1956.3 1990.1 C
 11.4060 +1956.7 1991 1955.4 1992.1 1956.5 1992.3 C
 11.4061 +1956.8 1993.5 1958.3 1992.9 1957.2 1994 C
 11.4062 +1957.8 1994.3 1958.1 1992.4 1958.2 1994 C
 11.4063 +[0 0.5 0.5 0.2]  vc
 11.4064 +f 
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 11.4066 +n
 11.4067 +vmrs
 11.4068 +1954.4 1982.7 m
 11.4069 +1956.1 1982.7 1954.1 1982.5 1953.9 1982.9 C
 11.4070 +1953.9 1983.7 1953.7 1984.7 1954.1 1985.3 C
 11.4071 +1954.4 1984.2 1953.6 1983.6 1954.4 1982.7 C
 11.4072 +[0 1 1 0.36]  vc
 11.4073 +f 
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 11.4075 +2 J
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 11.4079 +1989.6 1982.9 m
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 11.4081 +1987.2 1982.8 1987.4 1984.8 1987.7 1985.1 C
 11.4082 +1988.9 1985.6 1990.7 1984.4 1989.6 1982.9 C
 11.4083 +[0 1 1 0.23]  vc
 11.4084 +f 
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 11.4086 +n
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 11.4089 +1983.5 1981.4 1985.3 1981.4 1985.8 1982.2 C
 11.4090 +1986.5 1981.7 1987.4 1981.5 1987 1980.3 C
 11.4091 +f 
 11.4092 +S 
 11.4093 +n
 11.4094 +1983.6 1977.2 m
 11.4095 +1982.7 1977.5 1981.4 1976.3 1981.2 1977.4 C
 11.4096 +1982.3 1978 1981.2 1979.9 1982.2 1979.1 C
 11.4097 +1983.5 1979 1983.9 1978.5 1983.6 1977.2 C
 11.4098 +f 
 11.4099 +S 
 11.4100 +n
 11.4101 +1981.2 1976 m
 11.4102 +1981.5 1974.9 1980.6 1974 1979.6 1974 C
 11.4103 +1978.3 1974.3 1979.3 1975.4 1978.8 1975.5 C
 11.4104 +1978.6 1976.4 1980.7 1977.4 1981.2 1976 C
 11.4105 +f 
 11.4106 +S 
 11.4107 +n
 11.4108 +1972.1 2082.3 m
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 11.4110 +1971.1 2072.9 1971.3 2064.6 1970.9 2058.3 C
 11.4111 +1970.3 2058.5 1970.1 2057.7 1969.7 2058.5 C
 11.4112 +1970.6 2058.5 1969.7 2059 1970.2 2059.2 C
 11.4113 +1970.2 2065.4 1970.2 2072.4 1970.2 2077.7 C
 11.4114 +1971.1 2078.9 1970.6 2078.9 1970.4 2079.9 C
 11.4115 +1969.2 2080.2 1968.2 2080.4 1967.3 2079.6 C
 11.4116 +1966.8 2077.8 1963.4 2076.3 1963.5 2075.1 C
 11.4117 +1961.5 2075.5 1962 2071.5 1959.6 2072 C
 11.4118 +1959.2 2070 1956.5 2069.3 1955.8 2067.6 C
 11.4119 +1956 2068.4 1955.3 2069.7 1956.5 2069.8 C
 11.4120 +1958.6 2068.9 1958.1 2073.5 1960.1 2072.4 C
 11.4121 +1960.7 2075.9 1964.7 2074.6 1964.2 2078 C
 11.4122 +1967.2 2078.6 1967.9 2081.6 1970.7 2080.6 C
 11.4123 +1970.3 2081.1 1971.5 2081.2 1971.9 2082.3 C
 11.4124 +1967.2 2084.3 1962.9 2087.1 1958.2 2089 C
 11.4125 +1962.9 2087 1967.4 2084.4 1972.1 2082.3 C
 11.4126 +[0 0.2 1 0]  vc
 11.4127 +f 
 11.4128 +S 
 11.4129 +n
 11.4130 +1971.9 2080.1 m
 11.4131 +1971.9 2075.1 1971.9 2070 1971.9 2065 C
 11.4132 +1971.9 2070 1971.9 2075.1 1971.9 2080.1 C
 11.4133 +[0 1 1 0.23]  vc
 11.4134 +f 
 11.4135 +S 
 11.4136 +n
 11.4137 +2010.8 2050.6 m
 11.4138 +2013.2 2049 2010.5 2050.1 2010.5 2051.3 C
 11.4139 +2010.5 2057.7 2010.5 2064.1 2010.5 2070.5 C
 11.4140 +2008.7 2072.4 2006 2073.3 2003.6 2074.4 C
 11.4141 +2016.4 2073.7 2008 2058.4 2010.8 2050.6 C
 11.4142 +[0.4 0.4 0 0]  vc
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 11.4145 +n
 11.4146 +2006.4 2066.9 m
 11.4147 +2006.4 2061.9 2006.4 2056.8 2006.4 2051.8 C
 11.4148 +2006.4 2056.8 2006.4 2061.9 2006.4 2066.9 C
 11.4149 +[0 1 1 0.23]  vc
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 11.4152 +n
 11.4153 +1971.9 2060.7 m
 11.4154 +1972.2 2060.3 1971.4 2068.2 1972.4 2061.9 C
 11.4155 +1971.8 2061.6 1972.4 2060.9 1971.9 2060.7 C
 11.4156 +f 
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 11.4158 +n
 11.4159 +vmrs
 11.4160 +1986.5 2055.2 m
 11.4161 +1987.5 2054.3 1986.3 2053.4 1986 2052.8 C
 11.4162 +1983.8 2052.7 1983.6 2050.1 1981.7 2049.6 C
 11.4163 +1981.2 2048.7 1980.8 2047 1980.3 2046.8 C
 11.4164 +1978.5 2047 1978 2044.6 1976.7 2043.9 C
 11.4165 +1974 2044.4 1972 2046.6 1969.2 2047 C
 11.4166 +1969 2047.2 1968.8 2047.5 1968.5 2047.7 C
 11.4167 +1970.6 2049.6 1973.1 2051.3 1974.3 2054.2 C
 11.4168 +1975.7 2054.5 1977 2055.2 1976.4 2057.1 C
 11.4169 +1976.7 2058 1975.5 2058.5 1976 2059.5 C
 11.4170 +1979.2 2058 1983 2056.6 1986.5 2055.2 C
 11.4171 +[0 0.5 0.5 0.2]  vc
 11.4172 +f 
 11.4173 +0.4 w
 11.4174 +2 J
 11.4175 +2 M
 11.4176 +S 
 11.4177 +n
 11.4178 +1970.2 2054.2 m
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 11.4180 +1972.8 2056.5 1971.6 2055.6 1970.2 2054.2 C
 11.4181 +[0 1 1 0.23]  vc
 11.4182 +f 
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 11.4185 +1992 2052.5 m
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 11.4187 +1992.2 2054.4 1992 2053.4 1992 2052.5 C
 11.4188 +f 
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 11.4190 +n
 11.4191 +1957.2 2053 m
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 11.4193 +1959 2052.2 1958.1 2052.6 1957.2 2053 C
 11.4194 +f 
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 11.4196 +n
 11.4197 +2006.4 2047.5 m
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 11.4199 +2006.4 2048.4 2007 2047.7 2006.4 2047.5 C
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 11.4202 +n
 11.4203 +2004.8 2041 m
 11.4204 +2006.1 2042.1 2007.1 2043.6 2006.7 2045.1 C
 11.4205 +2007.3 2043.3 2006.2 2042.4 2004.8 2041 C
 11.4206 +f 
 11.4207 +S 
 11.4208 +n
 11.4209 +1976 2039.8 m
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 11.4211 +1974.9 2030.4 1975.2 2022.1 1974.8 2015.8 C
 11.4212 +1974.2 2016 1974 2015.3 1973.6 2016 C
 11.4213 +1974.4 2016 1973.5 2016.5 1974 2016.8 C
 11.4214 +1974 2022.9 1974 2030 1974 2035.2 C
 11.4215 +1974.9 2036.4 1974.4 2036.4 1974.3 2037.4 C
 11.4216 +1973.1 2037.7 1972 2037.9 1971.2 2037.2 C
 11.4217 +1970.6 2035.3 1967.3 2033.9 1967.3 2032.6 C
 11.4218 +1965.3 2033 1965.9 2029.1 1963.5 2029.5 C
 11.4219 +1963 2027.6 1960.4 2026.8 1959.6 2025.2 C
 11.4220 +1959.8 2025.9 1959.2 2027.2 1960.4 2027.3 C
 11.4221 +1962.5 2026.4 1961.9 2031 1964 2030 C
 11.4222 +1964.6 2033.4 1968.5 2032.1 1968 2035.5 C
 11.4223 +1971 2036.1 1971.8 2039.1 1974.5 2038.1 C
 11.4224 +1974.2 2038.7 1975.3 2038.7 1975.7 2039.8 C
 11.4225 +1971 2041.8 1966.7 2044.6 1962 2046.5 C
 11.4226 +1966.8 2044.5 1971.3 2041.9 1976 2039.8 C
 11.4227 +[0 0.2 1 0]  vc
 11.4228 +f 
 11.4229 +S 
 11.4230 +n
 11.4231 +1975.7 2037.6 m
 11.4232 +1975.7 2032.6 1975.7 2027.6 1975.7 2022.5 C
 11.4233 +1975.7 2027.6 1975.7 2032.6 1975.7 2037.6 C
 11.4234 +[0 1 1 0.23]  vc
 11.4235 +f 
 11.4236 +S 
 11.4237 +n
 11.4238 +1992 2035.5 m
 11.4239 +1992 2034.2 1992 2032.9 1992 2031.6 C
 11.4240 +1992 2032.9 1992 2034.2 1992 2035.5 C
 11.4241 +f 
 11.4242 +S 
 11.4243 +n
 11.4244 +2015.3 2036 m
 11.4245 +2015.4 2034.1 2013.3 2034 2012.9 2033.3 C
 11.4246 +2011.5 2031 2009.3 2029.4 2007.4 2028 C
 11.4247 +2006.9 2027.1 2006.6 2023.8 2005 2024.9 C
 11.4248 +2004 2024.9 2002.9 2024.9 2001.9 2024.9 C
 11.4249 +2001.4 2026.5 2001 2028.4 2003.8 2028.3 C
 11.4250 +2006.6 2030.4 2008.9 2033.7 2011.2 2036.2 C
 11.4251 +2011.8 2036.4 2012.9 2035.8 2012.9 2036.7 C
 11.4252 +2013 2035.5 2015.3 2037.4 2015.3 2036 C
 11.4253 +[0 0 0 0]  vc
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 11.4264 +2007 2030.2 2007.6 2030.7 2008.4 2031.4 C
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 11.4292 +2006.7 2007.7 2007 2015.1 2006.9 2021.1 C
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 11.4301 +1991.6 2023.2 1991.6 2022.2 1990.6 2021.8 C
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 11.4304 +1989.1 2023.5 1990.2 2023.5 1989.9 2023.5 C
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 11.4309 +2003.3 2023.5 m
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 11.4311 +2003.7 2023.1 2003.9 2022.9 2003.8 2022.5 C
 11.4312 +2003.4 2022.2 2001.2 2022.3 2002.4 2023 C
 11.4313 +2002.6 2022.9 2002.7 2023.1 2002.8 2023.2 C
 11.4314 +2000.7 2023.7 2003.9 2023.4 2003.3 2023.5 C
 11.4315 +[0 1 1 0.23]  vc
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 11.4319 +1986.8 2019.4 m
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 11.4322 +1986.3 2017.7 1986.3 2020.6 1986.3 2021.3 C
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 11.4343 +1973.3 1995.6 1972.2 1995.6 1971.2 1995.6 C
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 11.4345 +1975.8 2001.2 1978.2 2004.4 1980.5 2006.9 C
 11.4346 +1981.1 2007.1 1982.1 2006.5 1982.2 2007.4 C
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 11.4393 +1976 1978.4 1976.3 1985.8 1976.2 1991.8 C
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 11.4402 +1972.7 1992.9 1970.5 1993.1 1971.6 1993.7 C
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 11.4408 +1948.1 2093.8 m
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 11.4418 +[0 0.2 1 0]  vc
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 11.4454 +[0 0.2 1 0]  vc
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 11.4489 +1982 2060.4 m
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 11.4492 +f 
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 11.4496 +1950.8 2050.2 1949.7 2049.1 1948.6 2048 C
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 11.4501 +vmrs
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 11.4505 +1977.9 2045 1977 2048.4 1979.3 2047.5 C
 11.4506 +1979.9 2047.5 1980.8 2048.6 1979.8 2049.2 C
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 11.4509 +1979.8 2047.5 1979 2046.6 1978.4 2046.5 C
 11.4510 +1977.3 2045.9 1977.2 2043.3 1975.2 2044.6 C
 11.4511 +1974.7 2045.3 1973.6 2045 1973.3 2045.8 C
 11.4512 +1975 2046.3 1975.8 2049.8 1978.1 2049.4 C
 11.4513 +1978.4 2050.9 1978.7 2048.5 1977.9 2049.2 C
 11.4514 +1977.7 2048.7 1977.2 2047.8 1977.4 2047.7 C
 11.4515 +[0 0.5 0.5 0.2]  vc
 11.4516 +f 
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 11.4522 +1957.2 2048.9 m
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 11.4526 +f 
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 11.4529 +1958 2048.9 m
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 11.4541 +1970.9 2042.4 m
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 11.4547 +2012 2034.5 m
 11.4548 +2010.4 2034.6 2009.3 2032.9 2009.1 2032.1 C
 11.4549 +2009.4 2031 2010.3 2031.3 2011.2 2031.6 C
 11.4550 +2012.5 2031.8 2011.6 2035.2 2013.9 2034.3 C
 11.4551 +2014.4 2034.3 2015.4 2035.4 2014.4 2036 C
 11.4552 +2012.7 2037.2 2015.3 2036.3 2014.8 2036.2 C
 11.4553 +2015.9 2036.6 2014.8 2035.2 2014.8 2034.8 C
 11.4554 +2014.4 2034.3 2013.6 2033.4 2012.9 2033.3 C
 11.4555 +2011.5 2031 2009.3 2029.4 2007.4 2028 C
 11.4556 +2007.5 2026.5 2007.3 2027.9 2007.2 2028.3 C
 11.4557 +2007.9 2028.8 2008.7 2029.1 2009.3 2030 C
 11.4558 +2009.6 2030.7 2009 2031.9 2008.4 2031.6 C
 11.4559 +2006.7 2031 2007.7 2028 2005 2028.8 C
 11.4560 +2004.8 2028.6 2004.3 2028.2 2003.8 2028.3 C
 11.4561 +2006.6 2030.4 2008.9 2033.7 2011.2 2036.2 C
 11.4562 +2011.8 2036.4 2012.9 2035.8 2012.9 2036.7 C
 11.4563 +2012.7 2036.1 2011.8 2035 2012 2034.5 C
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 11.4565 +f 
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 11.4568 +1981.2 2005.2 m
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 11.4570 +1978.7 2001.8 1979.6 2002.1 1980.5 2002.4 C
 11.4571 +1981.8 2002.5 1980.9 2005.9 1983.2 2005 C
 11.4572 +1983.7 2005.1 1984.7 2006.1 1983.6 2006.7 C
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 11.4574 +1985.2 2007.3 1984.1 2006 1984.1 2005.5 C
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 11.4576 +1980.8 2001.7 1978.6 2000.1 1976.7 1998.8 C
 11.4577 +1976.7 1997.2 1976.6 1998.6 1976.4 1999 C
 11.4578 +1977.2 1999.5 1978 1999.8 1978.6 2000.7 C
 11.4579 +1978.8 2001.5 1978.3 2002.7 1977.6 2002.4 C
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 11.4581 +1974.1 1999.3 1973.6 1998.9 1973.1 1999 C
 11.4582 +1975.8 2001.2 1978.2 2004.4 1980.5 2006.9 C
 11.4583 +1981.1 2007.1 1982.1 2006.5 1982.2 2007.4 C
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 11.4585 +f 
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 11.4588 +1966.8 1976.4 m
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 11.4591 +1960.9 1979.9 1957.1 1981.8 1953.9 1982.7 C
 11.4592 +1958.4 1981.1 1962.6 1978.8 1966.8 1976.4 C
 11.4593 +[0.18 0.18 0 0.78]  vc
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 11.4597 +1948.4 2093.8 m
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 11.4599 +1951.2 2092.5 1949.8 2093.1 1948.4 2093.8 C
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 11.4610 +vmrs
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 11.4640 +1977.4 2075.1 m
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 11.4643 +f 
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 11.4646 +1952.2 2051.3 m
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 11.4652 +1952 2051.1 m
 11.4653 +1951.2 2050.3 1950.3 2049.5 1949.6 2048.7 C
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 11.4655 +f 
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 11.4658 +1946 2045.3 m
 11.4659 +1947.3 2045.9 1948.1 2047 1949.1 2048.2 C
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 11.4661 +f 
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 11.4664 +1937.3 2036 m
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 11.4666 +1938.8 2037.9 1940.1 2038.8 1940.9 2040.3 C
 11.4667 +1940.6 2038.2 1937.6 2038.2 1937.3 2036 C
 11.4668 +f 
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 11.4671 +1935.2 2073.2 m
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 11.4673 +1935.8 2055.9 1936.3 2055.7 1936.1 2055.2 C
 11.4674 +1935.7 2054.7 1935 2055 1934.4 2054.9 C
 11.4675 +1934.4 2061.5 1934.4 2068.7 1934.4 2074.6 C
 11.4676 +1935.7 2075.1 1936 2073.7 1935.2 2073.2 C
 11.4677 +[0 0.01 1 0]  vc
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 11.4681 +vmrs
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 11.4684 +1939.7 2013.5 1940.1 2013.2 1940 2012.7 C
 11.4685 +1939.5 2012.3 1938.8 2012.5 1938.3 2012.4 C
 11.4686 +1938.3 2019 1938.3 2026.2 1938.3 2032.1 C
 11.4687 +1939.5 2032.7 1939.8 2031.2 1939 2030.7 C
 11.4688 +[0 0.01 1 0]  vc
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 11.4697 +1974.7 2073.2 1974.9 2067.5 1975.2 2063.6 C
 11.4698 +1975.4 2064 1974.6 2063.9 1974.8 2064.3 C
 11.4699 +1974.9 2069.9 1974.3 2076.5 1975.2 2081.1 C
 11.4700 +1974.9 2079.9 1974.9 2078.4 1975.2 2077.2 C
 11.4701 +[0.92 0.92 0 0.67]  vc
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 11.4705 +1930.8 2067.4 m
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 11.4707 +1931 2072.6 1930.8 2069.8 1930.8 2067.4 C
 11.4708 +f 
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 11.4710 +n
 11.4711 +2010 2050.1 m
 11.4712 +2009.8 2050.5 2009.5 2050.9 2009.3 2051.1 C
 11.4713 +2009.5 2056.7 2008.9 2063.3 2009.8 2067.9 C
 11.4714 +2009.5 2062.1 2009.3 2054.7 2010 2050.1 C
 11.4715 +f 
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 11.4718 +1930.1 2060.9 m
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 11.4720 +1930.2 2050.2 1931.1 2049.6 1931.8 2049.2 C
 11.4721 +1931.4 2049.6 1930.4 2049.5 1930.1 2050.1 C
 11.4722 +1928.4 2054.8 1933.4 2063.5 1925.3 2064.3 C
 11.4723 +1927.2 2063.9 1928.5 2062.1 1930.1 2060.9 C
 11.4724 +[0.07 0.06 0 0.58]  vc
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 11.4728 +1929.6 2061.2 m
 11.4729 +1929.6 2057.6 1929.6 2054.1 1929.6 2050.6 C
 11.4730 +1930 2049.9 1930.5 2049.4 1931.1 2049.2 C
 11.4731 +1930 2048.6 1930.5 2050.2 1929.4 2049.6 C
 11.4732 +1928 2054.4 1932.8 2063 1925.3 2064 C
 11.4733 +1926.9 2063.3 1928.3 2062.4 1929.6 2061.2 C
 11.4734 +[0.4 0.4 0 0]  vc
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 11.4740 +1930.3 2054.5 1930.9 2058.5 1930.4 2061.9 C
 11.4741 +1930.5 2061.2 1931 2062.2 1930.8 2061.6 C
 11.4742 +[0.92 0.92 0 0.67]  vc
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 11.4746 +1941.2 2045.1 m
 11.4747 +1939.7 2042.6 1937.3 2041.2 1935.4 2039.3 C
 11.4748 +1934.2 2040 1933.7 2036.4 1934 2039.3 C
 11.4749 +1934.9 2040.1 1936.1 2039.9 1936.8 2040.8 C
 11.4750 +1935.3 2044.2 1942.3 2041.7 1939.5 2046 C
 11.4751 +1937.1 2048.5 1940.5 2045.6 1941.2 2045.1 C
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 11.4755 +1910 2045.8 m
 11.4756 +1910 2039.4 1910 2033 1910 2026.6 C
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 11.4761 +1978.8 2022.3 m
 11.4762 +1979.1 2021.7 1979.4 2020.4 1978.6 2021.6 C
 11.4763 +1978.6 2026.9 1978.6 2033 1978.6 2037.6 C
 11.4764 +1979.2 2037 1979.1 2038.2 1979.1 2038.6 C
 11.4765 +1978.7 2033.6 1978.9 2026.8 1978.8 2022.3 C
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 11.4769 +vmrs
 11.4770 +2026.1 2041.2 m
 11.4771 +2026.1 2034.8 2026.1 2028.3 2026.1 2021.8 C
 11.4772 +2026.1 2028.5 2026.3 2035.4 2025.9 2042 C
 11.4773 +2024.4 2042.9 2022.9 2044.1 2021.3 2044.8 C
 11.4774 +2023.1 2044 2025.1 2042.8 2026.1 2041.2 C
 11.4775 +[0.07 0.06 0 0.58]  vc
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 11.4782 +2026.4 2021.8 m
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 11.4784 +2025.6 2042.8 2024.7 2042.7 2024.2 2043.4 C
 11.4785 +2024.7 2042.7 2025.5 2042.7 2026.1 2042.2 C
 11.4786 +2026.5 2035.5 2026.3 2027.9 2026.4 2021.8 C
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 11.4791 +2025.6 2038.4 m
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 11.4793 +2025.6 2027.6 2025.6 2033 2025.6 2038.4 C
 11.4794 +[0.92 0.92 0 0.67]  vc
 11.4795 +f 
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 11.4798 +1934 2023.5 m
 11.4799 +1934 2024.7 1933.8 2026 1934.2 2027.1 C
 11.4800 +1934 2025.5 1934.7 2024.6 1934 2023.5 C
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 11.4804 +1928.2 2023.5 m
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 11.4807 +1922.7 2016.5 1923.2 2019.3 1922.2 2018.2 C
 11.4808 +1924.4 2020.4 1926.2 2023.3 1928.9 2024.9 C
 11.4809 +1927.9 2024.2 1929.8 2023.5 1928.2 2023.5 C
 11.4810 +[0.18 0.18 0 0.78]  vc
 11.4811 +f 
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 11.4814 +1934 2019.2 m
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 11.4816 +1924.5 2016.5 1918.2 2011.8 1914 2006.7 C
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 11.4818 +1913.6 2004.3 1913.9 2005.8 1913.8 2006.9 C
 11.4819 +1919 2012.4 1924.1 2016.5 1929.2 2022.3 C
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 11.4824 +1928.7 2024.9 m
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 11.4826 +1924.1 2020.4 1926.3 2022.7 1928.7 2024.9 C
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 11.4831 +1914.3 2006.7 m
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 11.4833 +1924.2 2016.1 1919 2012.1 1914.3 2006.7 C
 11.4834 +[0.07 0.06 0 0.58]  vc
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 11.4838 +1924.8 2020.8 m
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 11.4840 +1924.2 2021 1926.7 2019.6 1924.8 2020.8 C
 11.4841 +[0.92 0.92 0 0.67]  vc
 11.4842 +f 
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 11.4845 +1934 2018.4 m
 11.4846 +1933.2 2014.7 1934.5 2012.3 1933.7 2008.8 C
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 11.4848 +1935.3 2007.1 1934.3 2007 1934 2007.6 C
 11.4849 +1932.2 2012.3 1937.2 2021 1929.2 2021.8 C
 11.4850 +1931.1 2021.4 1932.3 2019.6 1934 2018.4 C
 11.4851 +[0.07 0.06 0 0.58]  vc
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 11.4855 +vmrs
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 11.4858 +1933.8 2007.4 1934.3 2006.9 1934.9 2006.7 C
 11.4859 +1933.8 2006.1 1934.3 2007.7 1933.2 2007.2 C
 11.4860 +1931.9 2012 1936.7 2020.5 1929.2 2021.6 C
 11.4861 +1930.7 2020.8 1932.2 2019.9 1933.5 2018.7 C
 11.4862 +[0.4 0.4 0 0]  vc
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 11.4869 +1934.7 2019.2 m
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 11.4871 +1934.1 2012 1934.7 2016 1934.2 2019.4 C
 11.4872 +1934.4 2018.7 1934.8 2019.8 1934.7 2019.2 C
 11.4873 +[0.92 0.92 0 0.67]  vc
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 11.4877 +1917.6 2013.6 m
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 11.4879 +1916.3 2012.9 1914.8 2011.8 1914.3 2010.8 C
 11.4880 +1914.2 2010.5 1914.4 2010.4 1914.5 2010.3 C
 11.4881 +1913.9 2008.8 1913.9 2011.9 1914.3 2012 C
 11.4882 +1916.3 2012 1917.6 2013.6 1916.7 2015.6 C
 11.4883 +1913.7 2017.4 1919.6 2014.8 1917.6 2013.6 C
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 11.4887 +1887.2 2015.3 m
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 11.4893 +1916.7 2014.4 m
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 11.4895 +1912.1 2009.8 1910.9 2009.4 1910.7 2007.9 C
 11.4896 +1910.4 2010.6 1913.4 2010.4 1914 2012.4 C
 11.4897 +1914.9 2012.8 1916.6 2012.9 1916.4 2014.4 C
 11.4898 +1916.9 2015.1 1914.5 2016.6 1916.2 2015.8 C
 11.4899 +1916.4 2015.3 1916.7 2015 1916.7 2014.4 C
 11.4900 +[0.65 0.65 0 0.42]  vc
 11.4901 +f 
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 11.4904 +1914 2009.3 m
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 11.4906 +1912.3 2009.6 1913.6 2010.2 1914 2009.3 C
 11.4907 +[0.92 0.92 0 0.67]  vc
 11.4908 +f 
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 11.4911 +1951.2 1998.8 m
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 11.4914 +1949.2 1981.5 1951 1982.4 1950.8 1983.6 C
 11.4915 +1951.9 1988.6 1947.1 1986.5 1948.1 1990.4 C
 11.4916 +1948.5 1990.3 1948.7 1990.7 1948.6 1991.1 C
 11.4917 +1949 1992.5 1947.3 1991.9 1948.1 1992.5 C
 11.4918 +1947.1 1992.7 1945.7 1993.5 1945.2 1994.7 C
 11.4919 +1944.5 1996.8 1947.7 2000.5 1943.8 2001.4 C
 11.4920 +1943.4 2002 1943.7 2004 1942.4 2004.5 C
 11.4921 +1945.2 2002.2 1948.9 2000.9 1951.2 1998.8 C
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 11.4925 +1994.9 1993 m
 11.4926 +1995.1 1996.5 1994.5 2000.3 1995.4 2003.6 C
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 11.4928 +f 
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 11.4931 +1913.8 2003.3 m
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 11.4937 +1941.9 1998 m
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 11.4939 +1942.8 2001.3 1942.6 1998.8 1941.9 1998 C
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 11.4947 +1940.4 1998 1940.7 1999.7 1940.7 2000 C
 11.4948 +1941.6 2000.3 1942.6 2000.4 1942.1 1999.2 C
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 11.4960 +f 
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 11.4963 +1911.2 1995.9 m
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 11.4966 +f 
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 11.4969 +1947.2 1979.1 m
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 11.4971 +1940.5 1972.6 1942.2 1973.7 1942.4 1975.7 C
 11.4972 +1945.8 1975.5 1944.2 1979.8 1947.6 1979.6 C
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 11.4974 +f 
 11.4975 +S 
 11.4976 +n
 11.4977 +1939.5 1973.3 m
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 11.4979 +1939.1 1972.8 1938.8 1968.5 1935.9 1969.7 C
 11.4980 +1937.4 1969.2 1938.5 1970.6 1939 1971.4 C
 11.4981 +1939.2 1972.7 1938.6 1973.9 1939.5 1973.3 C
 11.4982 +f 
 11.4983 +S 
 11.4984 +n
 11.4985 +1975.2 2073.2 m
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 11.4987 +1975.2 2067.2 1975.2 2070.2 1975.2 2073.2 C
 11.4988 +[0.18 0.18 0 0.78]  vc
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 11.4992 +1929.9 2065.7 m
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 11.4994 +1918.1 2060.9 1912.9 2055.7 1907.1 2049.9 C
 11.4995 +1906.7 2047.1 1906.9 2043.9 1906.8 2041 C
 11.4996 +1906.8 2043.9 1906.8 2046.8 1906.8 2049.6 C
 11.4997 +1913.2 2055.5 1918.7 2061.9 1925.1 2067.6 C
 11.4998 +1927.1 2067.9 1928.6 2064.4 1930.1 2066.2 C
 11.4999 +1929.7 2070.3 1929.9 2074.7 1929.9 2078.9 C
 11.5000 +1929.6 2074.4 1930.5 2070.1 1929.9 2065.7 C
 11.5001 +[0.07 0.06 0 0.58]  vc
 11.5002 +f 
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 11.5005 +1930.1 2061.6 m
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 11.5007 +1920.7 2058.9 1914.4 2054.3 1910.2 2049.2 C
 11.5008 +1910.2 2048.1 1910.2 2047.1 1910.2 2046 C
 11.5009 +1909.8 2046.8 1910 2048.3 1910 2049.4 C
 11.5010 +1915.1 2054.9 1920.3 2059 1925.3 2064.8 C
 11.5011 +1927.1 2064.2 1928.4 2062.3 1930.1 2061.6 C
 11.5012 +[0.18 0.18 0 0.78]  vc
 11.5013 +f 
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 11.5016 +1932 2049.9 m
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 11.5019 +1931.4 2050.5 1930.3 2050.4 1930.4 2051.3 C
 11.5020 +1931.1 2051.1 1930.7 2049.4 1932 2049.9 C
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 11.5024 +1938.3 2046 m
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 11.5026 +1935.3 2047.7 1936.8 2046.2 1938.3 2046 C
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 11.5034 +1936.5 2047.5 1937.3 2046.7 1938.3 2047 C
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 11.5036 +f 
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 11.5042 +1910.2 2043.2 m
 11.5043 +1910.1 2037.5 1910 2031.8 1910 2026.1 C
 11.5044 +1910 2031.8 1910.1 2037.5 1910.2 2043.2 C
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 11.5046 +S 
 11.5047 +n
 11.5048 +1933.5 2032.1 m
 11.5049 +1933.7 2035.2 1932.8 2035.8 1933.7 2038.6 C
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 11.5051 +f 
 11.5052 +S 
 11.5053 +n
 11.5054 +1907.3 2021.8 m
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 11.5056 +1902.8 2034.1 1902.4 2033.9 1902 2033.8 C
 11.5057 +1897.9 2028.5 1891.6 2023.8 1887.4 2018.7 C
 11.5058 +1887.4 2017.7 1887.4 2016.6 1887.4 2015.6 C
 11.5059 +1887 2016.3 1887.2 2017.8 1887.2 2018.9 C
 11.5060 +1892.3 2024.4 1897.5 2028.5 1902.5 2034.3 C
 11.5061 +1904.3 2033.6 1905.7 2032 1907.3 2030.9 C
 11.5062 +1907.3 2027.9 1907.3 2024.9 1907.3 2021.8 C
 11.5063 +f 
 11.5064 +S 
 11.5065 +n
 11.5066 +1933.7 2023.2 m
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 11.5068 +1931.2 2024.7 1932.4 2021.5 1933.7 2023.2 C
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 11.5070 +S 
 11.5071 +n
 11.5072 +1989.2 2024.4 m
 11.5073 +1987.4 2023.7 1985.8 2022.2 1985.1 2020.4 C
 11.5074 +1984.6 2020.1 1986 2018.9 1985.1 2019.2 C
 11.5075 +1985.6 2020.8 1984.1 2019.4 1984.6 2021.1 C
 11.5076 +1986.3 2022.3 1988.1 2025.3 1989.2 2024.4 C
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 11.5079 +n
 11.5080 +1904.4 2031.9 m
 11.5081 +1903 2029.7 1905.3 2027.7 1904.2 2025.9 C
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 11.5083 +1904 2022.3 1903.2 2022 1902.5 2022 C
 11.5084 +1901.3 2022.3 1902.2 2020.1 1901.6 2019.6 C
 11.5085 +1902.5 2019.8 1902.6 2018.3 1903.5 2018.9 C
 11.5086 +1903.7 2021.8 1905.6 2016.8 1905.6 2020.6 C
 11.5087 +1905.9 2020 1906.3 2020.8 1906.1 2021.1 C
 11.5088 +1905.8 2022.7 1906.7 2020.4 1906.4 2019.9 C
 11.5089 +1906.4 2018.5 1908.2 2017.8 1906.8 2016.5 C
 11.5090 +1906.9 2015.7 1907.7 2017.1 1907.1 2016.3 C
 11.5091 +1908.5 2015.8 1910.3 2015.1 1911.6 2016 C
 11.5092 +1912.2 2016.2 1911.9 2018 1911.6 2018 C
 11.5093 +1914.5 2017.1 1910.4 2013.6 1913.3 2013.4 C
 11.5094 +1912.4 2011.3 1910.5 2011.8 1909.5 2010 C
 11.5095 +1910 2010.5 1909 2010.8 1908.8 2011.2 C
 11.5096 +1907.5 2009.9 1906.1 2011.7 1904.9 2011.5 C
 11.5097 +1904.7 2010.9 1904.3 2010.5 1904.4 2009.8 C
 11.5098 +1905 2010.2 1904.6 2008.6 1905.4 2008.1 C
 11.5099 +1906.6 2007.5 1907.7 2008.4 1908.5 2007.4 C
 11.5100 +1908.9 2008.5 1909.7 2008.1 1909 2007.2 C
 11.5101 +1908.1 2006.5 1905.9 2007.3 1905.4 2007.4 C
 11.5102 +1903.9 2007.3 1905.2 2008.5 1904.2 2008.4 C
 11.5103 +1904.6 2009.9 1902.8 2010.3 1902.3 2010.5 C
 11.5104 +1901.5 2009.9 1900.4 2010 1899.4 2010 C
 11.5105 +1898.6 2011.2 1898.2 2013.4 1896.5 2013.4 C
 11.5106 +1896 2012.9 1894.4 2012.9 1893.6 2012.9 C
 11.5107 +1893.1 2013.9 1892.9 2015.5 1891.5 2016 C
 11.5108 +1890.3 2016.1 1889.2 2014 1888.6 2015.8 C
 11.5109 +1890 2016 1891 2016.9 1892.9 2016.5 C
 11.5110 +1894.1 2017.2 1892.8 2018.3 1893.2 2018.9 C
 11.5111 +1892.6 2018.9 1891.1 2019.8 1890.5 2020.6 C
 11.5112 +1891.1 2023.6 1893.2 2019.8 1893.9 2022.5 C
 11.5113 +1894.1 2023.3 1892.7 2023.6 1893.9 2024 C
 11.5114 +1894.2 2024.3 1897.4 2023.8 1896.5 2026.1 C
 11.5115 +1896 2025.6 1897.4 2028.1 1897.5 2027.1 C
 11.5116 +1898.4 2027.4 1899.3 2027 1899.6 2028.5 C
 11.5117 +1899.5 2028.6 1899.4 2028.8 1899.2 2028.8 C
 11.5118 +1899.3 2029.2 1899.6 2029.8 1900.1 2030.2 C
 11.5119 +1900.4 2029.6 1901 2030 1901.8 2030.2 C
 11.5120 +1903.1 2032.1 1900.4 2031.5 1902.8 2033.1 C
 11.5121 +1903.3 2032.7 1904.5 2032 1904.4 2031.9 C
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 11.5124 +S 
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 11.5126 +1909.2 2019.4 m
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 11.5128 +1908.3 2019.3 1907.6 2020.2 1907.6 2021.3 C
 11.5129 +1908.5 2021 1907.6 2019 1909.2 2019.4 C
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 11.5134 +1915.5 2015.6 m
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 11.5136 +1912.5 2017.2 1914 2015.7 1915.5 2015.6 C
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 11.5141 +1915.5 2016.5 m
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 11.5143 +1913.7 2017 1914.5 2016.2 1915.5 2016.5 C
 11.5144 +[0.18 0.18 0 0.78]  vc
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 11.5148 +vmrs
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 11.5150 +1887.3 2007 1887.2 2001.3 1887.2 1995.6 C
 11.5151 +1887.2 2001.3 1887.3 2007 1887.4 2012.7 C
 11.5152 +[0.18 0.18 0 0.78]  vc
 11.5153 +f 
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 11.5159 +1935.9 2007.4 m
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 11.5161 +1935.9 2007.9 1936.1 2006.7 1935.2 2007.2 C
 11.5162 +1935.2 2008.1 1934.1 2007.9 1934.2 2008.8 C
 11.5163 +1935 2008.7 1934.6 2006.9 1935.9 2007.4 C
 11.5164 +f 
 11.5165 +S 
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 11.5167 +1942.1 2003.6 m
 11.5168 +1940.1 2004.3 1939.1 2004.8 1938 2006.4 C
 11.5169 +1939.1 2005.2 1940.6 2003.7 1942.1 2003.6 C
 11.5170 +[0.4 0.4 0 0]  vc
 11.5171 +f 
 11.5172 +S 
 11.5173 +n
 11.5174 +1942.1 2004.5 m
 11.5175 +1941.8 2004.4 1940.4 2004.6 1940 2005.5 C
 11.5176 +1940.4 2005 1941.2 2004.2 1942.1 2004.5 C
 11.5177 +[0.18 0.18 0 0.78]  vc
 11.5178 +f 
 11.5179 +S 
 11.5180 +n
 11.5181 +1914 2000.7 m
 11.5182 +1914 1995 1913.9 1989.3 1913.8 1983.6 C
 11.5183 +1913.9 1989.3 1914 1995 1914 2000.7 C
 11.5184 +f 
 11.5185 +S 
 11.5186 +n
 11.5187 +1941.6 1998.3 m
 11.5188 +1943.4 2001.9 1942.4 1996 1940.9 1998.3 C
 11.5189 +1941.2 1998.3 1941.4 1998.3 1941.6 1998.3 C
 11.5190 +f 
 11.5191 +S 
 11.5192 +n
 11.5193 +1954.8 1989.9 m
 11.5194 +1953.9 1989.6 1954.7 1991.6 1953.9 1991.1 C
 11.5195 +1954.5 1993.1 1953.6 1998 1954.6 1993.2 C
 11.5196 +1954 1992.2 1954.7 1990.7 1954.8 1989.9 C
 11.5197 +f 
 11.5198 +S 
 11.5199 +n
 11.5200 +1947.6 1992.5 m
 11.5201 +1946.2 1993.5 1944.9 1993 1944.8 1994.7 C
 11.5202 +1945.5 1994 1947 1992.2 1947.6 1992.5 C
 11.5203 +f 
 11.5204 +S 
 11.5205 +n
 11.5206 +1910.7 1982.2 m
 11.5207 +1910.3 1981.8 1909.7 1982 1909.2 1982 C
 11.5208 +1909.7 1982 1910.3 1981.9 1910.7 1982.2 C
 11.5209 +1911 1987.1 1910 1992.6 1910.7 1997.3 C
 11.5210 +1910.7 1992.3 1910.7 1987.2 1910.7 1982.2 C
 11.5211 +[0.65 0.65 0 0.42]  vc
 11.5212 +f 
 11.5213 +S 
 11.5214 +n
 11.5215 +1910.9 1992.8 m
 11.5216 +1910.9 1991.3 1910.9 1989.7 1910.9 1988.2 C
 11.5217 +1910.9 1989.7 1910.9 1991.3 1910.9 1992.8 C
 11.5218 +[0.18 0.18 0 0.78]  vc
 11.5219 +f 
 11.5220 +S 
 11.5221 +n
 11.5222 +vmrs
 11.5223 +1953.6 1983.6 m
 11.5224 +1954.1 1985.3 1953.2 1988.6 1954.8 1989.4 C
 11.5225 +1954.1 1987.9 1954.4 1985.4 1953.6 1983.6 C
 11.5226 +[0.18 0.18 0 0.78]  vc
 11.5227 +f 
 11.5228 +0.4 w
 11.5229 +2 J
 11.5230 +2 M
 11.5231 +S 
 11.5232 +n
 11.5233 +1910.7 1982 m
 11.5234 +1911.6 1982.9 1911 1984.4 1911.2 1985.6 C
 11.5235 +1911 1984.4 1911.6 1982.9 1910.7 1982 C
 11.5236 +f 
 11.5237 +S 
 11.5238 +n
 11.5239 +1947.2 1979.6 m
 11.5240 +1947.5 1980.6 1948.3 1980.6 1947.4 1979.6 C
 11.5241 +1946.2 1979.4 1945.7 1978.8 1947.2 1979.6 C
 11.5242 +f 
 11.5243 +S 
 11.5244 +n
 11.5245 +1930.4 2061.4 m
 11.5246 +1930.4 2058 1930.4 2053.5 1930.4 2051.1 C
 11.5247 +1930.7 2054.6 1929.8 2057.4 1930.1 2061.2 C
 11.5248 +1929.5 2061.9 1929.7 2061.2 1930.4 2061.4 C
 11.5249 +[0.65 0.65 0 0.42]  vc
 11.5250 +f 
 11.5251 +S 
 11.5252 +n
 11.5253 +1939.5 2044.8 m
 11.5254 +1940 2041.5 1935.2 2044.3 1936.4 2040.8 C
 11.5255 +1934.9 2040.9 1934.1 2039.7 1933.5 2038.6 C
 11.5256 +1933.3 2035.4 1933.2 2040 1934 2040.3 C
 11.5257 +1936.2 2040.6 1936.3 2043.6 1938.5 2043.4 C
 11.5258 +1939.7 2044.2 1939.4 2045.6 1938.3 2046.5 C
 11.5259 +1939.1 2046.6 1939.6 2045.6 1939.5 2044.8 C
 11.5260 +f 
 11.5261 +S 
 11.5262 +n
 11.5263 +1910.4 2045.3 m
 11.5264 +1910.4 2039.5 1910.4 2033.6 1910.4 2027.8 C
 11.5265 +1910.4 2033.6 1910.4 2039.5 1910.4 2045.3 C
 11.5266 +f 
 11.5267 +S 
 11.5268 +n
 11.5269 +1906.8 2030.9 m
 11.5270 +1907.6 2026.8 1905 2020.8 1909 2018.7 C
 11.5271 +1906.5 2018.9 1906.8 2022.4 1906.8 2024.7 C
 11.5272 +1906.4 2028.2 1907.9 2032 1903 2033.8 C
 11.5273 +1902.2 2034 1903.8 2033.4 1904.2 2033.1 C
 11.5274 +1905.1 2032.4 1905.9 2031.5 1906.8 2030.9 C
 11.5275 +[0.07 0.06 0 0.58]  vc
 11.5276 +f 
 11.5277 +S 
 11.5278 +n
 11.5279 +1907.1 2030.7 m
 11.5280 +1907.1 2028.8 1907.1 2027 1907.1 2025.2 C
 11.5281 +1907.1 2027 1907.1 2028.8 1907.1 2030.7 C
 11.5282 +[0.65 0.65 0 0.42]  vc
 11.5283 +f 
 11.5284 +S 
 11.5285 +n
 11.5286 +1932 2023.2 m
 11.5287 +1932.2 2023.6 1931.7 2023.7 1931.6 2024 C
 11.5288 +1932 2023.7 1932.3 2022.8 1933 2023 C
 11.5289 +1933.9 2024.3 1933.3 2026.2 1933.5 2027.8 C
 11.5290 +1933.5 2026.4 1934.9 2022.2 1932 2023.2 C
 11.5291 +f 
 11.5292 +S 
 11.5293 +n
 11.5294 +2026.1 2021.6 m
 11.5295 +2026.1 2020.8 2026.1 2019.9 2026.1 2019.2 C
 11.5296 +2026.1 2019.9 2026.1 2020.8 2026.1 2021.6 C
 11.5297 +f 
 11.5298 +S 
 11.5299 +n
 11.5300 +vmrs
 11.5301 +1934.2 2018.9 m
 11.5302 +1934.2 2015.5 1934.2 2011 1934.2 2008.6 C
 11.5303 +1934.5 2012.1 1933.7 2014.9 1934 2018.7 C
 11.5304 +1933.4 2019.5 1933.5 2018.7 1934.2 2018.9 C
 11.5305 +[0.65 0.65 0 0.42]  vc
 11.5306 +f 
 11.5307 +0.4 w
 11.5308 +2 J
 11.5309 +2 M
 11.5310 +S 
 11.5311 +n
 11.5312 +1887.6 2014.8 m
 11.5313 +1887.6 2009 1887.6 2003.1 1887.6 1997.3 C
 11.5314 +1887.6 2003.1 1887.6 2009 1887.6 2014.8 C
 11.5315 +f 
 11.5316 +S 
 11.5317 +n
 11.5318 +1914.3 2002.8 m
 11.5319 +1914.3 1997 1914.3 1991.1 1914.3 1985.3 C
 11.5320 +1914.3 1991.1 1914.3 1997 1914.3 2002.8 C
 11.5321 +f 
 11.5322 +S 
 11.5323 +n
 11.5324 +1995.4 1992.3 m
 11.5325 +1995.4 1991.5 1995.4 1990.7 1995.4 1989.9 C
 11.5326 +1995.4 1990.7 1995.4 1991.5 1995.4 1992.3 C
 11.5327 +f 
 11.5328 +S 
 11.5329 +n
 11.5330 +1896 1988.4 m
 11.5331 +1896.9 1988 1897.8 1987.7 1898.7 1987.2 C
 11.5332 +1897.8 1987.7 1896.9 1988 1896 1988.4 C
 11.5333 +f 
 11.5334 +S 
 11.5335 +n
 11.5336 +1899.4 1986.8 m
 11.5337 +1900.4 1986.3 1901.3 1985.8 1902.3 1985.3 C
 11.5338 +1901.3 1985.8 1900.4 1986.3 1899.4 1986.8 C
 11.5339 +f 
 11.5340 +S 
 11.5341 +n
 11.5342 +1902.8 1985.1 m
 11.5343 +1905.2 1984 1905.2 1984 1902.8 1985.1 C
 11.5344 +f 
 11.5345 +S 
 11.5346 +n
 11.5347 +1949.1 1983.4 m
 11.5348 +1950.2 1984.4 1947.8 1984.6 1949.3 1985.1 C
 11.5349 +1949.5 1984.4 1949.6 1984.1 1949.1 1983.4 C
 11.5350 +[0.07 0.06 0 0.58]  vc
 11.5351 +f 
 11.5352 +S 
 11.5353 +n
 11.5354 +1906.1 1983.4 m
 11.5355 +1908.6 1982 1908.6 1982 1906.1 1983.4 C
 11.5356 +[0.65 0.65 0 0.42]  vc
 11.5357 +f 
 11.5358 +S 
 11.5359 +n
 11.5360 +1922.7 1976.4 m
 11.5361 +1923.6 1976 1924.4 1975.7 1925.3 1975.2 C
 11.5362 +1924.4 1975.7 1923.6 1976 1922.7 1976.4 C
 11.5363 +f 
 11.5364 +S 
 11.5365 +n
 11.5366 +vmrs
 11.5367 +1926 1974.8 m
 11.5368 +1927 1974.3 1928 1973.8 1928.9 1973.3 C
 11.5369 +1928 1973.8 1927 1974.3 1926 1974.8 C
 11.5370 +[0.65 0.65 0 0.42]  vc
 11.5371 +f 
 11.5372 +0.4 w
 11.5373 +2 J
 11.5374 +2 M
 11.5375 +S 
 11.5376 +n
 11.5377 +1929.4 1973.1 m
 11.5378 +1931.9 1972 1931.9 1972 1929.4 1973.1 C
 11.5379 +f 
 11.5380 +S 
 11.5381 +n
 11.5382 +1932.8 1971.4 m
 11.5383 +1935.3 1970 1935.3 1970 1932.8 1971.4 C
 11.5384 +f 
 11.5385 +S 
 11.5386 +n
 11.5387 +1949.6 2097.2 m
 11.5388 +1951.1 2096.4 1952.6 2095.5 1954.1 2094.8 C
 11.5389 +1952.6 2095.5 1951.1 2096.4 1949.6 2097.2 C
 11.5390 +[0.07 0.06 0 0.58]  vc
 11.5391 +f 
 11.5392 +S 
 11.5393 +n
 11.5394 +1955.1 2094.3 m
 11.5395 +1956.7 2093.5 1958.3 2092.7 1959.9 2091.9 C
 11.5396 +1958.3 2092.7 1956.7 2093.5 1955.1 2094.3 C
 11.5397 +f 
 11.5398 +S 
 11.5399 +n
 11.5400 +1960.4 2091.6 m
 11.5401 +1961.3 2091.2 1962.1 2090.9 1963 2090.4 C
 11.5402 +1962.1 2090.9 1961.3 2091.2 1960.4 2091.6 C
 11.5403 +f 
 11.5404 +S 
 11.5405 +n
 11.5406 +1963.5 2090.2 m
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 11.5408 +1965.2 2089.2 1964.4 2089.7 1963.5 2090.2 C
 11.5409 +f 
 11.5410 +S 
 11.5411 +n
 11.5412 +1966.6 2088.5 m
 11.5413 +1969.5 2087.1 1972.4 2085.8 1975.2 2084.4 C
 11.5414 +1972.4 2085.8 1969.5 2087.1 1966.6 2088.5 C
 11.5415 +f 
 11.5416 +S 
 11.5417 +n
 11.5418 +1965.2 2086.1 m
 11.5419 +1965.9 2085.7 1966.8 2085.3 1967.6 2084.9 C
 11.5420 +1966.8 2085.3 1965.9 2085.7 1965.2 2086.1 C
 11.5421 +f 
 11.5422 +S 
 11.5423 +n
 11.5424 +1968.3 2084.7 m
 11.5425 +1969.2 2084.3 1970 2083.9 1970.9 2083.5 C
 11.5426 +1970 2083.9 1969.2 2084.3 1968.3 2084.7 C
 11.5427 +f 
 11.5428 +S 
 11.5429 +n
 11.5430 +vmrs
 11.5431 +1984.1 2084 m
 11.5432 +1985.6 2083.2 1987.2 2082.3 1988.7 2081.6 C
 11.5433 +1987.2 2082.3 1985.6 2083.2 1984.1 2084 C
 11.5434 +[0.07 0.06 0 0.58]  vc
 11.5435 +f 
 11.5436 +0.4 w
 11.5437 +2 J
 11.5438 +2 M
 11.5439 +S 
 11.5440 +n
 11.5441 +1976 2078.7 m
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 11.5443 +1980 2081.9 1977.9 2080.3 1976 2078.2 C
 11.5444 +1975.5 2079.9 1975.8 2081.9 1975.7 2083.7 C
 11.5445 +1975.8 2082 1975.5 2080.2 1976 2078.7 C
 11.5446 +f 
 11.5447 +S 
 11.5448 +n
 11.5449 +1989.6 2081.1 m
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 11.5452 +f 
 11.5453 +S 
 11.5454 +n
 11.5455 +1933.2 2074.6 m
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 11.5457 +1933 2077.6 1932.9 2074.8 1933.2 2074.6 C
 11.5458 +f 
 11.5459 +S 
 11.5460 +n
 11.5461 +1994.9 2078.4 m
 11.5462 +1995.8 2078 1996.7 2077.7 1997.6 2077.2 C
 11.5463 +1996.7 2077.7 1995.8 2078 1994.9 2078.4 C
 11.5464 +f 
 11.5465 +S 
 11.5466 +n
 11.5467 +1998 2077 m
 11.5468 +1998.9 2076.5 1999.8 2076 2000.7 2075.6 C
 11.5469 +1999.8 2076 1998.9 2076.5 1998 2077 C
 11.5470 +f 
 11.5471 +S 
 11.5472 +n
 11.5473 +2001.2 2075.3 m
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 11.5475 +2006.9 2072.6 2004 2073.9 2001.2 2075.3 C
 11.5476 +f 
 11.5477 +S 
 11.5478 +n
 11.5479 +1980.5 2060.7 m
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 11.5481 +1975.7 2067.5 1975.7 2070.5 1975.7 2073.4 C
 11.5482 +1976.3 2068.7 1973.9 2061.6 1980.5 2060.7 C
 11.5483 +f 
 11.5484 +S 
 11.5485 +n
 11.5486 +1999.7 2072.9 m
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 11.5488 +2001.3 2072.1 2000.5 2072.5 1999.7 2072.9 C
 11.5489 +f 
 11.5490 +S 
 11.5491 +n
 11.5492 +2002.8 2071.5 m
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 11.5494 +2004.6 2070.7 2003.7 2071.1 2002.8 2071.5 C
 11.5495 +f 
 11.5496 +S 
 11.5497 +n
 11.5498 +vmrs
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 11.5501 +2010.3 2057.7 2010.3 2064.1 2010.3 2070.5 C
 11.5502 +2010.3 2063.9 2010.1 2057.1 2010.5 2050.6 C
 11.5503 +2012 2049.3 2013.5 2048.3 2015.1 2047.5 C
 11.5504 +[0.07 0.06 0 0.58]  vc
 11.5505 +f 
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 11.5510 +n
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 11.5513 +1920.4 2058.6 1915.1 2054.6 1910.4 2049.2 C
 11.5514 +f 
 11.5515 +S 
 11.5516 +n
 11.5517 +1988.2 2057.3 m
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 11.5521 +S 
 11.5522 +n
 11.5523 +1991.6 2051.3 m
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 11.5526 +f 
 11.5527 +S 
 11.5528 +n
 11.5529 +1935.6 2047.5 m
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 11.5536 +1938.7 2043 1938.2 2044.9 1939 2045.3 C
 11.5537 +1938.2 2045.3 1938.7 2046.6 1937.8 2046.5 C
 11.5538 +1939.1 2046.2 1939.1 2044.5 1938.8 2043.9 C
 11.5539 +f 
 11.5540 +S 
 11.5541 +n
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 11.5545 +f 
 11.5546 +S 
 11.5547 +n
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 11.5551 +f 
 11.5552 +S 
 11.5553 +n
 11.5554 +1972.1 2042.2 m
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 11.5556 +1973.9 2041.4 1973 2041.8 1972.1 2042.2 C
 11.5557 +f 
 11.5558 +S 
 11.5559 +n
 11.5560 +1906.6 2035 m
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 11.5562 +1904.9 2037 1905.8 2033.4 1907.1 2035.7 C
 11.5563 +1907.1 2037.2 1907.1 2038.6 1907.1 2040 C
 11.5564 +1906.9 2038.4 1907.5 2036.4 1906.6 2035 C
 11.5565 +f 
 11.5566 +S 
 11.5567 +n
 11.5568 +vmrs
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 11.5570 +1936.2 2033.7 1936.6 2035 1936.8 2036.2 C
 11.5571 +1936.8 2035.1 1936.8 2032.4 1937.1 2032.1 C
 11.5572 +[0.07 0.06 0 0.58]  vc
 11.5573 +f 
 11.5574 +0.4 w
 11.5575 +2 J
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 11.5577 +S 
 11.5578 +n
 11.5579 +1887.6 2018.7 m
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 11.5581 +1897.6 2028.1 1892.3 2024.1 1887.6 2018.7 C
 11.5582 +f 
 11.5583 +S 
 11.5584 +n
 11.5585 +1999.7 2031.4 m
 11.5586 +1998.7 2030.3 1997.6 2029.2 1996.6 2028 C
 11.5587 +1997.6 2029.2 1998.7 2030.3 1999.7 2031.4 C
 11.5588 +f 
 11.5589 +S 
 11.5590 +n
 11.5591 +1912.8 2017 m
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 11.5593 +1914 2016.3 1913.4 2016.7 1912.8 2017 C
 11.5594 +f 
 11.5595 +S 
 11.5596 +n
 11.5597 +1939.5 2005 m
 11.5598 +1936.7 2009.2 1943.6 2001.3 1939.5 2005 C
 11.5599 +f 
 11.5600 +S 
 11.5601 +n
 11.5602 +1942.6 2001.4 m
 11.5603 +1941.9 2000.8 1942 2001.2 1941.2 2000.9 C
 11.5604 +1942.5 2000.6 1942.1 2002.4 1942.8 2002.8 C
 11.5605 +1942 2002.8 1942.5 2004.1 1941.6 2004 C
 11.5606 +1943 2003.7 1942.9 2002.1 1942.6 2001.4 C
 11.5607 +f 
 11.5608 +S 
 11.5609 +n
 11.5610 +2006.2 2000.7 m
 11.5611 +2005.4 2001.5 2004 2002.8 2004 2002.8 C
 11.5612 +2004.5 2002.4 2005.5 2001.4 2006.2 2000.7 C
 11.5613 +f 
 11.5614 +S 
 11.5615 +n
 11.5616 +1998.5 2001.6 m
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 11.5618 +1995.5 1999.3 1995.7 1995.7 1995.6 1992.3 C
 11.5619 +1995.6 1995.7 1995.6 1999.2 1995.6 2002.6 C
 11.5620 +1996.6 2002.4 1997.7 2002.2 1998.5 2001.6 C
 11.5621 +[0.4 0.4 0 0]  vc
 11.5622 +f 
 11.5623 +S 
 11.5624 +n
 11.5625 +1996.1 2002.8 m
 11.5626 +1995.9 2002.8 1995.8 2002.8 1995.6 2002.8 C
 11.5627 +1995.2 1999.5 1995.5 1995.9 1995.4 1992.5 C
 11.5628 +1995.4 1995.9 1995.4 1999.4 1995.4 2002.8 C
 11.5629 +1996.4 2003.1 1998.2 2001.6 1996.1 2002.8 C
 11.5630 +[0.07 0.06 0 0.58]  vc
 11.5631 +f 
 11.5632 +S 
 11.5633 +n
 11.5634 +1969 2002.1 m
 11.5635 +1968 2001 1966.9 1999.9 1965.9 1998.8 C
 11.5636 +1966.9 1999.9 1968 2001 1969 2002.1 C
 11.5637 +f 
 11.5638 +S 
 11.5639 +n
 11.5640 +vmrs
 11.5641 +2000 2001.2 m
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 11.5643 +2004.1 1998.9 2002.1 2000 2000 2001.2 C
 11.5644 +[0.07 0.06 0 0.58]  vc
 11.5645 +f 
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 11.5647 +2 J
 11.5648 +2 M
 11.5649 +S 
 11.5650 +n
 11.5651 +1895.8 1984.8 m
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 11.5653 +1900.8 1982.3 1898.3 1983.6 1895.8 1984.8 C
 11.5654 +f 
 11.5655 +S 
 11.5656 +n
 11.5657 +1905.2 1980.3 m
 11.5658 +1906.4 1979.9 1907.6 1979.5 1908.8 1979.1 C
 11.5659 +1907.6 1979.5 1906.4 1979.9 1905.2 1980.3 C
 11.5660 +f 
 11.5661 +S 
 11.5662 +n
 11.5663 +1964.7 1977.4 m
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 11.5665 +1962.5 1980.2 1963.3 1978 1964.7 1977.4 C
 11.5666 +f 
 11.5667 +S 
 11.5668 +n
 11.5669 +1952 1979.6 m
 11.5670 +1955.2 1979.2 1955.2 1979.2 1952 1979.6 C
 11.5671 +f 
 11.5672 +S 
 11.5673 +n
 11.5674 +1937.8 1966.4 m
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 11.5676 +1946.1 1976.7 1942.8 1970.4 1937.8 1966.4 C
 11.5677 +f 
 11.5678 +S 
 11.5679 +n
 11.5680 +1911.9 1978.6 m
 11.5681 +1914.3 1977.4 1916.7 1976.2 1919.1 1975 C
 11.5682 +1916.7 1976.2 1914.3 1977.4 1911.9 1978.6 C
 11.5683 +f 
 11.5684 +S 
 11.5685 +n
 11.5686 +1975.5 1971.4 m
 11.5687 +1974.6 1972.2 1973.3 1973.6 1973.3 1973.6 C
 11.5688 +1973.7 1973.1 1974.8 1972.1 1975.5 1971.4 C
 11.5689 +f 
 11.5690 +S 
 11.5691 +n
 11.5692 +1922.4 1972.8 m
 11.5693 +1924.9 1971.6 1927.4 1970.3 1929.9 1969 C
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 11.6156 +1916.3 1999.7 1915.5 2001.4 1916.4 2001.2 C
 11.6157 +1916.7 1996.8 1917 1990.8 1916.2 1986 C
 11.6158 +[0.21 0.21 0 0]  vc
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 11.6187 +1955.1 1978.6 m
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