Mercurial > hg > Papers > 2008 > atsuki-master
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--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/ChangeLog.H12 Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,28 @@ +修論用styleファイルv2.1eの変更履歴 + +v2.0eからの変更点 +・索引用のスタイルをつけました。 +・付録のために章の振り方を A-1 という風にハイフンを + いれるようにしました。 +・サンプルファイルを一新とMakefileを書きました。 +・校章イメージの変更．(Its official?) + +v1.2eからの変更点 +・サイズを一新しました。 +・左上のヘッダ、左下のフッタを指定できるようにしました。 +・琉球大学校章を付けました。Minori Itokazu <minru@ads.ie.u-ryukyu.ac.jp> + +v1.1eからの変更点 +・ページサイズを直しました。 +・第〜章の”第”をつけるようにしました。（今までは単に"1章"だけだった） + + +v1.0eからの変更点 +・目次のフッタ部分のページ表示をローマ文字に替え、 + どのページもページ表示するようにした。 + +・一章以降のフッタ部分に常にページを表示するように + した。（ただしそのままではローマ数字で、かつ目次 + からの続きとしてページ数がカウントされるので第一 + 章の\chapter{}の後ろに\pagenumbering{arabic}を付 + け加えて下さい）
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/Makefile Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,83 @@ +MAKE=make -f Makefile +LATEX=platex +BIBTEX=jbibtex +MENDEX=mendex +DVIPS=pdvips +DVIPDFM=dvipdfmx + +MAIN_TARGET=master_paper +PS_SUFFIX=.ps +PDF_SUFFIX=.pdf + +.SUFFIXES: .tex .dvi + +dvi: + @echo "========== MAKE DVI file ($(MAIN_TARGET).dvi) ==========" + $(LATEX) $(MAIN_TARGET) + +bib: dvi + @echo "========== MAKE Bib file ($(MAIN_TARGET).dvi) ==========" + $(BIBTEX) $(MAIN_TARGET) + +final: + @echo "========== PUBLISHING ==========" + @echo " first..." + $(LATEX) $(MAIN_TARGET) > /dev/null + @echo " second..." + $(LATEX) $(MAIN_TARGET) > /dev/null + +ps: final + @echo "========== GENERATE PostScript (PS) ==========" + $(DVIPS) $(MAIN_TARGET) + +pdf: final + @echo "========== GENERATE PDF file ==========" + $(DVIPDFM) $(MAIN_TARGET) + +clean: + @echo "remove $(MAIN_TARGET)*{aux,log,toc,lof,lot,blg,bbl,ilg,idx,ind,dvi,ps,pdf,out}" + @if [ -f $(MAIN_TARGET).aux ];\ + then $(RM) $(MAIN_TARGET).aux;\ + fi + @if [ -f $(MAIN_TARGET).log ];\ + then $(RM) $(MAIN_TARGET).log;\ + fi + @if [ -f $(MAIN_TARGET).toc ];\ + then $(RM) $(MAIN_TARGET).toc;\ + fi + @if [ -f $(MAIN_TARGET).lof ];\ + then $(RM) $(MAIN_TARGET).lof;\ + fi + @if [ -f $(MAIN_TARGET).lot ];\ + then $(RM) $(MAIN_TARGET).lot;\ + fi + @if [ -f $(MAIN_TARGET).blg ];\ + then $(RM) $(MAIN_TARGET).blg;\ + fi + @if [ -f $(MAIN_TARGET).bbl ];\ + then $(RM) $(MAIN_TARGET).bbl;\ + fi + @if [ -f $(MAIN_TARGET).ilg ];\ + then $(RM) $(MAIN_TARGET).ilg;\ + fi + @if [ -f $(MAIN_TARGET).idx ];\ + then $(RM) $(MAIN_TARGET).idx;\ + fi + @if [ -f $(MAIN_TARGET).ind ];\ + then $(RM) $(MAIN_TARGET).ind;\ + fi + @if [ -f $(MAIN_TARGET).dvi ];\ + then $(RM) $(MAIN_TARGET).dvi;\ + fi + @if [ -f $(MAIN_TARGET).ps ];\ + then $(RM) $(MAIN_TARGET).ps;\ + fi + @if [ -f $(MAIN_TARGET).pdf ];\ + then $(RM) $(MAIN_TARGET).pdf;\ + fi + @if [ -f $(MAIN_TARGET).out ];\ + then $(RM) $(MAIN_TARGET).out;\ + fi + +veryclean: clean + find ./ -name \*~ -exec rm -f {} \;
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/README Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,21 @@ +修士論文用のスタイルファイルv2.1.1e + Time-stamp: <Sun, 31 Mar 2002 02:52:21 +0900 mkt> + +修論用のstyleファイルとサンプルファイルです。 +動作環境はplatex2eを前提にしています。 + +スタイルファイル + master_paper.sty + +サンプルファイル + master_paper.tex タイトル、目次、図目次、表目次 + abstract.tex 要約 + chapter1.tex 一章 + chapter2.tex 二章 + chapter3.tex 三章 + appendix.tex 付録 + bibliography.tex 参考文献 + thanx.tex 謝辞 + +スタイルファイルは適時、書き換えて下さい。 +平成12年度版までの変更点は、ChangeLog.H12を参照して下さい。
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/README.H12 Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,50 @@ +修論用のstyleファイルv2.1e + Time-stamp: <01/03/02 13:56:41 ryuji> + +修論用のstyleファイルとサンプルファイルです。 +動作環境はplatex2eを前提にしています。 + +スタイルファイル + master_paper.sty + +サンプルファイル + example.tex タイトル、目次、図目次、表目次 + simple-example.tex タイトル、目次、図目次、表目次 + 以下のファイルをここでinputしています。 + abstract.tex 要約 + chapter1.tex 一章 + chapter2.tex 二章 + chapter3.tex 三章 + appendix.tex 付録 + biblography.tex 参考文献 + thanx.tex 謝辞 + + +スタイルファイルは適時、書き換えマス。 + +v2.0eからの変更点 +・索引用のスタイルをつけました。 +・付録のために章の振り方を A-1 という風にハイフンを + いれるようにしました。 +・サンプルファイルを一新とMakefileを書きました。 +・校章イメージの変更．(Its official?) + +v1.2eからの変更点 +・サイズを一新しました。 +・左上のヘッダ、左下のフッタを指定できるようにしました。 +・琉球大学校章を付けました。Minori Itokazu <minru@ads.ie.u-ryukyu.ac.jp> + +v1.1eからの変更点 +・ページサイズを直しました。 +・第〜章の”第”をつけるようにしました。（今までは単に"1章"だけだった） + + +v1.0eからの変更点 +・目次のフッタ部分のページ表示をローマ文字に替え、 + どのページもページ表示するようにした。 + +・一章以降のフッタ部分に常にページを表示するように + した。（ただしそのままではローマ数字で、かつ目次 + からの続きとしてページ数がカウントされるので第一 + 章の\chapter{}の後ろに\pagenumbering{arabic}を付 + け加えて下さい）
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/abstract.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,23 @@ +%% 要旨 +\begin{abstract} +近年、ソフトウェアは大規模かつ複雑化していく傾向がある。 +そのため、設計および実装段階において誤りが生じる可能性が高くなってきており、 +設計・実装されたシステムに誤りがないことを保証するための論理設計や検証手法および +デバッグ手法の確立が重要な課題となっている。 +検証とは、ソフトウェアが仕様を満たすことを数学的に厳密に確かめることである。 + +本研究では、検証を実装に組み込むことが可能な言語である +Continuation based C(CbC)を提案する。 +CbCは、C言語より下位でアセンブラより上位のプログラミング言語である。 +そのため、C言語よりも細かく、アセンブラよりも高度な記述が可能であるという +利点がある。 + +CbCによって記述されたプログラムは状態遷移記述と近い構造になるという性質がある。 +その性質に着目し、非決定性状態遷移記述に対して有効である、 +タブロー法による状態の展開を行い、その際に線形時相論理式も同時に展開することで +検証を行った。 +タブロー法とは、様相論理式の恒真性を検証する定理証明アルゴリズムで、 +木構造に基づく反駁手法である。 +検証にかかる実行時間を計測したところ、実用において十分であることが示された。 +また、他の検証ツールと比較することで、その優位性と改善すべき点について考察した。 +\end{abstract}
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/appendix.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,3 @@ +\chapter*{付録} +\addcontentsline{toc}{chapter}{付録} +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/bibliography.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,6 @@ +%\chapter*{参考文献} +%\addcontentsline{toc}{chapter}{参考文献} + +\begin{thebibliography}{99} + +\end{thebibliography}
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/chapter1.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,23 @@ +\chapter{序論} +\pagenumbering{arabic} + +%% 問題提起 +%% 解決案の提示 +%% 研究目標 +%% 本論文の各章の概要 + +近年、ソフトウェアは大規模かつ複雑なものが増えてきている。 +そのため、設計および実装段階において誤りが生じる可能性が高くなってきており、 +設計または実装されたシステムに誤りがないことを保証するための論理設計や検証手法および +デバッグ手法の確立が重要な課題となっている。 + +その課題の解決案として本研究では、Continuation based C(CbC)言語 +による実装とその実装に対する検証手法を提案している。 +CbCは、C言語より下位でアセンブラより上位のプログラミング言語である。 +そのため、C言語よりも細かく、アセンブラよりも高度な記述が可能であるという利点がある。 +また、CbCで記述されたプログラムは状態遷移記述と近い構造になるという性質がある。 + +本研究は、CbCが状態遷移記述と相性の良い言語であることに着目し、 +状態遷移記述に対して有効である、タブロー法による状態の展開を行い、 +状態を展開する際に、線形時相論理も同時に展開することにより検証を行うことを目的としている。 +検証において、時相論理はシステムの要求仕様を記述する方法として形式的検証で利用される。
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/chapter2.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,259 @@ +\chapter{Continuation based C と検証} +ここでは、CbCの概要を解説し、CbCプログラムの検証に必要となるタブロー法および、 +線形時相論理について述べる。 +また、検証に関連して他の検証ツールについて、その概要と本研究との違いを述べる。 + +\section{Continuation based C とは} +CbC は、C言語を制限したもので、機械依存性の無いアセンブラのような構成になっており、 +C言語からループ制御構造と、サブルーチン・コールを取り除き、継続を導入した言語である。 +この言語は、C言語に継続専用のプログラム単位であるコード(code)と、 +継続(goto)を導入した構成となっている。 +継続とは、次に実行すべきコードを直接または間接的に指定する手法である。 +CbC は、サブルーチンよりも小さいプログラム単位であるコードを導入しているため、 +C言語よりも細かく、アセンブラよりも高度な記述が可能であるという利点がある。 + +\subsection{CbC の要求仕様} +オブジェクト指向技術と、それに基づくJava、C++などの言語が注目されている。 +これらの言語は、動的な適合性を中心に設計されたものである。 +そのため、C言語などの低レベルな言語による記述に比べて、 +余分な条件判断(メソッドサーチ、メタレベルでの実行)を増やしてしまい、 +コンパクトで高速な応答を要求されるリアルタイム処理や組み込み用途には適さない。 + +ハードウェアに一番近い言語はアセンブラである。 +マクロアセンブラなどの記述はあまりにも低レベルであり、長年進歩していない。 +また、使用可能なゲート数が増えるにつれ、RISC的な対称性の高い少数の命令よりも、 +複雑な命令を持つCISC的なCPUが増えてきている。 +そのために既存の言語に対するコンパイラを一々設計し直すことが必要になっている。 + +また、VHDL、Verilogなどのハードウェア記述言語は有限状態遷移の中に閉じており、 +オブジェクト指向などの抽象化とは全く別なものとなっている。 + +コンパイラの自動生成などが重要な研究テーマとなると考えられるが、 +ハードウェア記述言語、アセンブラ、プログラミング言語の３つの言語は、 +全く異なる方向を向いており、独立しているため、 +その研究は困難なものとなると考えられている。 + +そこで、CbCはこの３つのギャップを埋めるべく次にあげる要求仕様に従って設計された。 +\begin{itemize} + \item ハードウェアとスタックマシンの中間言語 + + インタプリタ記述やコンパイラターゲットとして優れていること。 + アーキテクチャ依存性が少ないこと。また、アーキテクチャ依存性をモデル化できること。 + + \item C言語よりも下位の言語 + + アセンブラよりも汎用性と記述性に優れ、C言語と互換性があること。 + CをCbCにコンパイルでき、ハンドコンパイルの結果を同値なコードに変換できる。 + + \item 明確な実行モデル + + C++やPrologのような複雑な実行モデルは好ましくなく、 + ハードウェアに実行順序の変更を許す範囲を広くする。 + + \item 状態遷移を直接記述できる + + Yaccのような表駆動やCのような巨大なSwitch文ではなく、 + 直接に状態遷移が実行できる。 + + \item スレッドを実行モデルに内臓できる + + 並列処理記述法ではなく、状態遷移として実現できる。 + + \item クリティカルパスの最適化 + + 全体を散漫に最適化するコンパイルではなく、クリティカルパスを見つけ出して最適化できる。 +\end{itemize} +これらの仕様は、ハードウェア記述とソフトウェア記述の両方を同時に行いつつ、 +C言語よりも精密な実行記述を可能にするためのものである。また、CbCはプログラム変換や +コンパイラターゲットとして使うことを意識している。 +CbCでは、状態遷移記述に適した言語を作ることを考え、スタックマシンを避けて +Continuation(継続)が導入されている。 + +\subsection{軽量継続(light-weight continuation)} +SchemeやC++、Java、Cは、大域脱出という形で継続を導入している。 +これらの言語では、継続は必ず環境(入れ子になった局所変数を格納するスタック)のセーブを伴う。 +CbCは関数呼び出しがないため、この環境は存在しない。 +コード内部での局所変数は存在するが、それのネストは起こらない。 +そのため、環境抜きの継続を使用することができる。これは、具体的には +引数付きの(直接/間接)goto命令である。これを軽量継続(light-weight continuation)と呼んでいる。 + +CbCはコードセグメントを引数付きgotoで接続することで継続を実現している。 +コードセグメントとは、codeという型で定義される、関数に似たプログラム単位である。 +原則として、このコードセグメントへの遷移は引数付きgotoによってのみ行われる。 +また、コードセグメントからの脱出も引数付きgotoによってのみ行われる。 +つまり、CbCのプログラムは、複数のコードセグメントが引数付きgotoで接続されたものになる +(図\ref{fig:code-goto})。 + +\begin{figure}[htbp] + \begin{center} + \includegraphics{figure/code-goto.pdf} + \end{center} + \caption{CbCプログラムの構成} + \label{fig:code-goto} +\end{figure} + +図\ref{fig:code-goto}のようにCbCプログラムの構成は、オートマトンと似た構造になることがわかる。 +CbCのコードセグメントと引数付きgoto、ifはそれぞれオートマトンの状態と状態遷移および +遷移条件に対応しており、CbCは状態遷移記述に適しているといえる。 + +また、CbCのconcurrencyはコードセグメント単位であるため、 +実装の方法により任意に細分化することができる。 + +\subsection{C with Continuation} +CbCは、C言語の下位言語であるが、C言語のサブルーチンへ戻るための環境付き継続を +導入することでC言語の上位言語となる。この言語をCwC(C with Continuation)と呼ぶ。 +CwCでは、CbCから通常のC言語の関数を呼び出すことができる。 + +CwCは現在までにIA32用、PowerPC用、MIPS用、ARM用のコンパイラが実装されている。 + +\section{タブロー法によるプログラムの状態の展開} +タブロー法は、様相論理式の恒真性を検証する定理証明アルゴリズムで、 +木構造に基づく反駁手法である。タブロー法によって状態を展開することをタブロー展開という。 + +ここでは、タブロー展開は、仕様とプログラムの大域的な状態をすべて生成する手法である。 +反例を探す場合は反例が見つかった場合に生成を停止して良いが、証明を行う場合は +すべての大域的な状態を生成する必要がある。大域的な状態の生成は、初期状態から非決定的に +生成されるすべての次の状態を生成することにより行われる。これを状態の展開という。 +証明には、プログラムの状態の数に比例し、また、プログラムが含む変数の数の指数乗の計算量がかかる。 + + +この展開の際に、仕様も同時に展開することでプログラムに対する仕様の検証を行うことが可能である。 + +\section{並列プログラムにおける検証} +プログラムにおいて非決定性な要素として入力と並列実行があげられる。 +プログラム自体は仕様が決まっており、決定性であるといえる。 +しかし、複数のプログラムを並列に実行する場合、その全体の動作は非決定性となる +(図\ref{fig:parallel_exec})。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics{figure/parallel_exec} + \end{center} + \caption{並列実行の非決定性} + \label{fig:parallel_exec} +\end{figure} + +並列プログラムの検証手順として、並列実行するプログラムの可能な実行すべてを +データ構造として構築し、そのデータ構造に対して、仕様を検証する。 + +例えば、C、VHDL、Javaなどで記述された複数のプログラムを並列実行する場合を考える。 +まず、それぞれのプログラムをCbCで書き換える。そして、それらのCbCプログラムを +並列実行するためにスケジューラを組み込み、制御する。 +それによって作成された並列実行可能なプログラム全体は一つのCbCプログラムとみなすことができる。 +その並列実行を検証するために、プログラムの状態をデータ構造として構築する必要がある。 +そこで、CbCプログラムに対してタブロー展開を行う。そして、タブロー展開によって生成された +データ構造に対して仕様を検証する(図\ref{fig:verification_procedure})。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.4]{figure/verification_procedure.pdf} + \end{center} + \caption{並列プログラムの検証手順} + \label{fig:verification_procedure} +\end{figure} + + +\section{線形時相論理による検証} +本研究では、時相論理の一つである線形時相論理(Linear-time Temporal Logic、LTL)を用いる。 +時相論理とは、時間を様相として持つ様相論理である。 +時相論理は、システムのハードウェアやソフトウェアの仕様を記述する方法として、 +形式的検証で利用される。 +様相論理とは、必然性や可能性などの様相概念を取り扱う論理である。 + +時相論理は、時間との関連で命題を理解し表現するための表記法と規則の体系である。 +計算機科学においては、状態の遷移や時間の経過の観点より +システムの性質を記述するのに用いられる。 +%線形時相論理とは、時間に関する様相を持つ様相時相論理の一つである。 +%様相時相論理とは、時間との関連で命題を理解し表現するための表記法と規則の体系である。 +%また、状態の遷移や時間の経過の観点よりシステムの性質を記述する論理体系である。 + +LTLは、未来を記述することを可能にする時相論理で、 +状態遷移システムの単一の経路に関する性質を記述することが可能である。 + +LTLの演算には通常の論理演算に加えて、時間に関する単項演算がある(表\ref{tab:LTL})。 + +\begin{table} + \centering + \begin{tabular}{|l|c|l|} \hline + \multicolumn{1}{|c|}{名称} & 記号表記 & \multicolumn{1}{|c|}{意味} \\ \hline + Always & □p & pは今後常に真である \\ \hline + Sometime & ◇p & pは将来のいずれかの時点で真である\\ \hline + Next & ○p & pは次の時点で真である \\ \hline + \end{tabular} + \caption{線形時相論理の単項演算} + \label{tab:LTL} +\end{table} + +LTLで表現できる重要な特性には次の２つがある。 +\begin{itemize} + \item □¬p：安全性特性 + \item ◇p：活性特性 +\end{itemize} +安全性特性とは、有限な期間での反例を無限の時系列に拡張しても反例であるような状態のことである。 +活性特性とは、有限な期間での反例を無限の時系列に拡張したとき、それが反例でなくなる状態である。 +つまり、安全性特性はあるシステムにおいて「何か悪いことが決して起こらない」ことを意味する。 +また、活性特性は「何か良いことがいずれ起きる」ことを意味する。 +これらの表現を用いてシステムの要求仕様を記述することで、 +形式的検証を行うことが可能である。 + +\section{他の検証ツール} +他の検証ツールとしてSPINとJava PathFinderがあげられる。 +この２つのツールの概要を説明する。 + +\subsection{SPINの概要} +有限状態遷移系に対する形式的検査手法としてモデル検査手法がある。 +その代表的なツールとしてSPINがある。 + +SPINは、プログラム変換的な手法で検証するツールで、 +検証対象をPROMELA(PROcess MEta LAnguage)という言語で記述し、 +それを基にC言語で記述された検証器を生成するものである。 +チャネルを使っての通信や並列動作する有限オートマトンのモデル検査が可能である。 + +SPINは、PROMELAによる記述を入力として網羅的に状態を探索し、その性質を検査する。 +また、SPINはPROMELAによる記述をシミュレーション実行することもできる。 +SPINによるモデル検査は、検査すべき対象のモデルをPROMELAで記述し、 +それを基にPAN(Protocol ANnalyzer)という、状態を網羅的に探索する実行形式を +自動生成し、それにより様々な性質の検査を行う。 + +SPINでは以下の性質を検査することができる。 +\begin{itemize} + \item アサーション + \item 到達性 + \item 進行性 + \item LTL式で記述された仕様 +\end{itemize} + +SPINはオートマトンの並列実行が可能であるが、これは厳密には実行するステートメントを +ランダムに選択し、実行することで実現している。以下にPROMELAの記述例を示す。 + +\begin{lstlisting}[caption=PROMELAの記述例,label=src:PROMELA] +byte state = 1; + +proctype A() +{ + byte tmp; + (state == 1) -> tmp=state; tmp=temp+1; state=tmp +} + +proctype B() +{ + byte tmp; + (state == 1) -> tmp=state; tmp=temp-1; state=tmp +} + +init +{ + run A(); run B() +} +\end{lstlisting} + +このプログラムではプロセスAとBが定義されている。 +PROMELAでは、``;''で区切られたステートメントが並列に実行される。 +このプログラムでは、プロセスAとBが並列に実行される。 +並列に実行されるとなっているが、全く同時に実行されるわけではなく、 +ランダムに各プロセスが選ばれて実行されている。 +また、SPINのconcurrencyはステートメント単位となっている。 + +\subsection{Java PathFinderの概要} + +%%%end%%%
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/chapter3.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,417 @@ +\chapter{線形時相論理によるCbCプログラムの検証手法} + +\section{CbCによる並列プログラミング} +ここでは、例題に用いるサンプルプログラムの概要と、 +そのプログラムの状態の分割およびCbCプログラムとの対応について説明する。 +また、並列プログラムのシミュレーション方法についても述べる。 + +\subsection{Dining Philosophers Problemの概要} +検証用のサンプルプログラムとしてDining Philosophers Problemを用いる。 +これは資源共有問題の一つで、次のような内容である。 + +5人の哲学者が円卓についている。各々の哲学者にはスパゲッティーを持った皿が出されている。 +スパゲッティーはとても絡まっているので、2本のフォークを使わないと食べられない。 +お皿の間には1本のフォークが置いてあるので、 +5人の哲学者に対して5本のフォークが用意されていることになる(図\ref{fig:dpp_image})。 +哲学者は思索と食事を交互に繰り返している。 +空腹を覚えると、左右のフォークを手に取ろうと試み、 +2本のフォークを取ることに成功するとしばし食事をし、 +しばらくするとフォークを置いて思索に戻る。 +隣の哲学者が食事中でフォークが手に取れない場合は、 +そのままフォークが空くのを待つ。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.5]{figure/dpp_image.pdf} + \end{center} + \caption{Dining Philosophers Problemのイメージ} + \label{fig:dpp_image} +\end{figure} + +各哲学者を一つのプロセスとすると、この問題では5個のプロセスが並列に動くことになる。 +プロセスの並列実行はスケジューラによって制御することで実現する。 + +\subsection{状態の定義とコードセグメントとの対応} +Dining Philosophers ProblemをCbCで実装するにあたり、 +プロセスを次のような8個の状態に分割した。 +\begin{itemize} + \item 思索 + \item フォークを持っていない場合の飢餓 + \item 左手にフォークを持つ + \item 左手にフォークを持っている場合の飢餓 + \item 右手にフォークを持つ + \item 食事 + \item 右手のフォークを置く + \item 左手のフォークを置く +\end{itemize} + +CbCではconcurrencyがコードセグメント単位であるため、 +実装の方法により任意に細分化することができる。 +今回は、状態数を8個とし、各状態に対応したコードセグメントを実装した。 +以下にコードセグメントの例を示す。 + +\lstinputlisting[caption=「左手でフォークを持つ」コードセグメント,label=src:pickupL] +{src/pickupL.cbc} + +ソースコード\ref{src:pickupL}はDining Philosophers Problemの +プログラムの一部である。 +このコードセグメントは、「左手にフォークを持つ」状態に対応したものである。 + +処理の具体的な内容は、左手側のフォークがあればそのフォークを取り、 +フォークを取ったプロセス(哲学者)のIDとフォークのIDを表示する。 +その後、次の遷移先として「右手にフォークを持つ」状態である +pickup\_rforkコードセグメントをセットする。 +もし、フォークがなければ次の遷移先として「フォークを持っていない場合の飢餓」状態である +hungry1コードセグメントをセットする。 + +各コードセグメントは、スケジューラに遷移するようにしている。 +これは、複数のプロセスをスケジューラを用いて制御するためである。 +状態遷移に必ずスケジューラを介すことで、 +任意のプロセスのコードセグメントを実行することができる(図\ref{fig:scheduler})。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.7]{figure/scheduler.pdf} + \end{center} + \caption{スケジューラによる複数プロセスの制御} + \label{fig:scheduler} +\end{figure} + +CbCプログラムはオートマトンと似た構造になっており、 +コードセグメントと状態、引数付きgotoと状態遷移、 +if制御文と遷移条件がそれぞれ対応している(表\ref{tab:automaton-cbc})。 + +\begin{table} + \centering + \begin{tabular}{|c|c|} \hline + オートマトン & CbC \\ \hline + 状態 & コードセグメント \\ + 状態遷移 & 引数付きgoto \\ + 遷移条件 & if制御文 \\ \hline + \end{tabular} + \caption{オートマトンとCbCの対応} + \label{tab:automaton-cbc} +\end{table} + +コードセグメントと状態の対応に関しては、実際にはコードセグメントを抜けるときに状態が +確定する。 + +並列実行をシミュレーションするために必要なスケジューラについて説明する。 +スケジューラは、最初にプロセスの生成と初期化を行い、それをタスクリストに登録する。 +その後、各プロセスに対してラウンドロビンやランダムといった任意の方式で実行する。 +ラウンドロビンとは、各プロセスを一定時間ずつ順番に実行することである。 + +並列実行のシミュレーションに関しては、SPINを参考に各プロセスをランダムに +実行することで実現する。 + +\section{CbCプログラムのタブロー展開} +CbCプログラムのタブロー展開の特徴を以下に示す。 +\begin{itemize} + \item プログラムの可能な実行の組み合わせすべてを調べる。 + \item 状態の探索はDepth First Searchで行う。 + \item プログラムの実行によって生成される状態は木構造で記録する。 + \item 同じ状態はすべて共有される。 +\end{itemize} + +\subsection{状態の展開} +提案する手法では、プログラムの可能な実行の組み合わせをすべて調べることができる。 +CbCプログラムにおける可能な実行の組み合わせとは、 +CbCプログラムをオートマトンとみなすと、オートマトンの遷移経路にあたる。 + +例としてDining Philosophers Problemのプロセス(哲学者)を +状態遷移図で示す(図\ref{fig:dpp_automaton})。 +本研究では、CbCで実装するにあたり状態を8個に分割している。 +ここで、それぞれの状態をABCDEFGHと定義する。 + +\begin{description} + \item[A] 思索 + \item[B] 飢餓 + \item[C] 左手にフォークを持っている + \item[D] 左手にフォークを持つ場合の飢餓 + \item[E] 両手にフォークを持っている + \item[F] 食事 + \item[G] 右手のフォークを置いた + \item[H] 左手のフォークを置いた +\end{description} + +このオートマトンは「プロセスを終了する」という入力がないと、 +例えば、$A\to B\to B\to B\to\cdots$というように探索が無限に続いてしまう場合がある。 +そうなると、一つの遷移経路が無限に続くことになり、 +このオートマトンが取り得るすべての遷移経路を調べることができない。 +そこで、「ひとつの遷移経路で同じ状態が表れた場合はその経路の探索を終了する」 +という条件を付加する。 +これにより、先ほどの経路の探索は$A\to B$で終了することができる。 + +このようにして、遷移経路を図\ref{fig:dpp_automaton}から求めると、 +\begin{itemize} + \item $A\to B$ + \item $A\to B\to C\to D$ + \item $A\to B\to C\to D\to E\to F\to G\to H$ + \item $A\to B\to C\to E\to F\to G\to H$ +\end{itemize} +という結果が得られる。 +これが、Dining Philosophers Problemのプロセスの可能な実行の組み合わせとなる。 + + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.8]{figure/dpp_automaton.pdf} + \end{center} + \caption{Dining Philosophers Problemの状態遷移図} + \label{fig:dpp_automaton} +\end{figure} + +例では単一のプロセスの場合を述べたが、実際には5個のプロセスを並列に実行することになる。 +その場合、状態数は指数オーダーで増加する。 +状態数が多い場合、特に並列プログラムに対する状態の展開を手作業で行うのは不可能に近い。 + +\newpage +\subsection{タブロー展開器の実装} +CbCプログラムの状態を自動的に展開するためのツールを作成した。 +これをタブロー展開器と呼ぶ。 + + +タブロー展開器は、スケジューラと同様にCbCプログラムに組み込み、 +複数プロセスを制御することで並列実行をシミュレーションすることができる。 +また、タブロー展開器は、コードセグメントを一つずつ実行しながら状態を探索していく。 +状態の探索はDFS(Depth First Search)で行う。 +例えば、Dining Philosophers Problemの単一プロセスの状態探索木は +図\ref{fig:dpp_dfs}のようになる。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.8]{figure/dpp_dfs.pdf} + \end{center} + \caption{Dining Philosophers Problemの状態遷移図} + \label{fig:dpp_dfs} +\end{figure} + +探索が終了すると、すべての状態が展開されたことになる。 + + +タブロー展開器の具体的な実装について説明する。 + +まず、始めに状態として扱う変数をすべて登録する。 +変数はBinary Tree構造で記録する(図\ref{fig:memory_pattern})。 +このBinary Treeをメモリパターンと呼ぶ。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.8]{figure/memory_pattern.pdf} + \end{center} + \caption{メモリパターンの例} + \label{fig:memory_pattern} +\end{figure} + +新たに追加される変数がメモリパターンに既に登録されている場合、 +その変数は登録されない。 + + +メモリパターンは変数の集合である。 +コードセグメントを実行することでいくつかの変数が変化した場合、 +メモリパターンも変化したことになる(図\ref{fig:change_mem_pat})。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.9]{figure/change_mem_pat.pdf} + \end{center} + \caption{コードセグメントの実行にともなうメモリパターンの変化} + \label{fig:change_mem_pat} +\end{figure} + +変化したメモリパターンを新しいメモリパターンとしてBinary Tree構造で記録していく。 +このBinary Treeを状態データベースと呼ぶ。 +状態データベースのノード(状態ノード)は、メモリパターンのアドレスと +そのメモリパターンのハッシュ値を保持する(図\ref{fig:state_db})。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.9]{figure/state_db.pdf} + \end{center} + \caption{状態データベースの構成} + \label{fig:state_db} +\end{figure} + +新たにメモリパターンを追加する場合、メモリパターンのハッシュ値をもとに +状態データベースを検索する。もし、同じハッシュ値のメモリパターンが見つかった場合は +そのメモリパターンは状態データベースに追加されない。 +見つからなかった場合、新たな状態ノードとして状態データベースに追加される。 + +メモリパターンの追加方法は、変化したメモリパターンのコピーを生成して +コピーの方を状態データベースに登録する。 +これは、もとのメモリパターンは次のコードセグメントを実行すると変化してしまうからである +(図\ref{fig:mem_pat_entry})。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.9]{figure/mem_pat_entry.pdf} + \end{center} + \caption{メモリパターンの状態データベースへの追加方法} + \label{fig:mem_pat_entry} +\end{figure} + + +しかし、コードセグメントを実行してもメモリパターンに登録されているすべての変数が +変化するわけではない。変化するのは一部の変数のみである。 +したがって、メモリパターン全体をコピーし、 +状態データベースに登録するのはメモリ使用に関して無駄がある。 + +そこで、変化があった変数のみをコピーし、残りの変化のなかった部分は前回の状態を +そのまま使用するようにする。つまり、同じ状態を共有するようにする(図\ref{fig:mem_share})。 +これにより、メモリ使用量を減らすことができる。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.9]{figure/mem_share.pdf} + \end{center} + \caption{同じ状態の共有} + \label{fig:mem_share} +\end{figure} + + + +次にDepth First Search(DFS)による状態の探索の実装について述べる。 + +本研究では、イテレータを用いてDFSを実装した。 +イテレータとは、配列やリストなどのデータ構造の各要素に対する +繰り返し処理を抽象化する手法のことである。 + +タブロー展開器はスケジューラとしての機能を備えている。 +そのため、プロセスを実行する順番をリストとして持ち、制御する。 +これをタスクリストと呼ぶ(図\ref{fig:task_list})。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.9]{figure/task_list.pdf} + \end{center} + \caption{タスクリストの例} + \label{fig:task_list} +\end{figure} + +状態を展開する際に、このタスクリストに登録された順番にプロセスを実行していく。 +したがって、プログラムの状態を一つ進めるためにタスクリストからタスクを取りだし、 +実行するという処理が繰り返し必要になる。 +その繰り返し処理を抽象化することで、データ構造の要素に対して行いたい処理を +簡潔に記述することができる。 + + +DFSの実装の具体的な内容について述べる。 + +タスクリストからタスクを取り出す機構としてタスクイテレータを実装した。 +タスクイテレータはその時点のタスクリストと状態データベースおよび +ひとつ前の時点のタスクイテレータを保持している(図\ref{fig:task_iterator})。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.9]{figure/task_iterator.pdf} + \end{center} + \caption{タスクイテレータ} + \label{fig:task_iterator} +\end{figure} + +まず、最初のメモリパターンを状態データベースに登録後、 +タスクイテレータの処理によりタスクを取りだしコードセグメントを実行する。 +その実行によって、変化したメモリパターンを状態データベースからハッシュ値をもとに検索する。 +同じメモリパターンがなかった場合、状態データベースに追加する。 +その後、１段深く探索するために新たにタスクイテレータを生成し、 +その時点の状態データベースを登録する(図\ref{fig:dfs1})。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.9]{figure/dfs1.pdf} + \end{center} + \caption{タスクイテレータを用いたDFS 1} + \label{fig:dfs1} +\end{figure} + +同じメモリパターンがあった場合は、その経路の探索を終了し、 +タスクイテレータにより次のタスクを取りだしコードセグメントを実行する。 + +タスクイテレータのタスクリストをすべて実行した場合、 +そのタスクイテレータを破棄し、ひとつ前のタスクイテレータに戻る(図\ref{fig:dfs2})。 +そこで探索可能な経路があればメモリパターンをレストアし探索を行う。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.8]{figure/dfs2.pdf} + \end{center} + \caption{タスクイテレータを用いたDFS 2} + \label{fig:dfs2} +\end{figure} + +これを繰り返していき、タスクイテレータが根に到達した場合、 +全状態の探索が完了したことになる(図\ref{fig:dfs3})。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.8]{figure/dfs3.pdf} + \end{center} + \caption{状態探索の完了} + \label{fig:dfs3} +\end{figure} + + +\newpage +ソースコード\ref{src:tableau}に実際にタブロー展開を行っているコードセグメントを示す。 + +\lstinputlisting[caption=タブローコードセグメント,label=src:tableau] +{src/tableau.cbc} + +タブローコードセグメントは、関数呼び出しを使用するためCwCで記述している。 + +\verb|get_memory_hash()|関数によってメモリパターンのハッシュ値を取得する。 +そのハッシュ値をもとに\verb|lookup_StateDB()|関数で状態データベースの検索を行っている。 +\verb|next_task_iterator()|関数は次に実行するタスクを取り出すものである。 + +\verb|restore_memory()|関数は任意の時点の状態に戻すための関数である。 + +実際にコードセグメントを実行するのは\verb|goto list->phils->next()|である。 +引数付きgotoで検証対象のプログラムのコードセグメントに遷移する。 + +タスクイテレータが根に達した場合、探索を終了するために +\verb|goto ret(0),env|を実行している。 + +%\section{LZW法を用いた状態の圧縮} + +\section{線形時相論理による仕様の検証手法} +タブロー展開を行う際に、線形時相論理(Linear-time Temporal Logic、LTL)式より +生成されたコードセグメントを実行することで検証を行う。 + +\subsection{検証の実装} +検証対象のプログラムからスケジューラに遷移した後、タブローコードセグメントに遷移する前に +LTL式より生成された検証用コードセグメントを実行する。 +これにより、すべての状態において特定の性質を満たすことを調べることが可能である。 + +実装したDining Philosophers Problemプログラムに対してデッドロックの検出を行う。 +デッドロックとは、複数のプロセスが互いに相手の占有している資源の開放を待ってしまい、 +結果としてプログラムが停止してしまうことである。排他制御の欠陥で起こる。 + +Dining Philosophers Problemにおいて、資源とはフォークのことである。 +つまり、この場合のデッドロックはすべての哲学者(プロセス)が左手でフォークを持ち、 +右手のフォークが空くのを待っている状態である(図\ref{fig:dpp_deadlock})。 + +\begin{figure}[htpb] + \begin{center} + \includegraphics[scale=.5]{figure/dpp_deadlock.pdf} + \end{center} + \caption{Dining Philosophers Problemのデッドロック状態} + \label{fig:dpp_deadlock} +\end{figure} + + +デッドロックを検知するために、 命題pを「すべての哲学者が左手にフォークを持っている」 +として、 命題pが決して起こらないことを検査する。 +これをLTL式で表すと□~pである。 +これは、LTLで表現できる重要な特性の一つの安全性特性である。 + +これを検査するための検証用コードセグメントをソースコード\ref{src:check}に示す。 + +\lstinputlisting[caption=検証用コードセグメント,label=src:check] +{src/ltl.cbc} + +\verb|p()|関数は命題pに相当するものですべての哲学者(プロセス)が +左手にフォークを持っているかを判定するものである。 +checkコードセグメントがタブロー展開の際に実行されることで、 +すべての状態において命題pが決して起こらないかどうかを検査することができる。 + +%%% end %%%
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/chapter4.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,29 @@ +\chapter{評価および考察} +%評価に使用したマシンのスペック + +\section{Dining Philosophers Problemのタブロー展開} +CbCで実装したDining Philosophers Problemに対してタブロー展開を適用した。 +プロセス(哲学者)が5〜7人の場合の結果は表\ref{tab:dpp_tableau}のようになった。 + +\begin{table} + \centering + \begin{tabular}{|r|r|r|} \hline + プロセス数 & 状態数 & 時間(秒) \\ \hline + 5 & 38,984 & 0.76 \\ \hline + 6 & 159,299 & 4.21 \\ \hline + 7 & 845,529 & 31.01 \\ \hline + 8 & 3915,727 & 202.48 \\ \hline + \end{tabular} + \caption{Dining Philosophers Problemのタブロー展開結果} + \label{tab:dpp_tableau} +\end{table} + + +\section{線形時相論理を用いた検証} +Dining Philosophers Problemのデッドロックを検知するためのコードセグメントを組み込んで +タブロー展開を行った。 + +\section{他の検証ツールとの比較} +SPINはモデル検査ツールであるため、検証対象をモデル化しそれをPROMELAで記述する必要がある。 + +CbCでの検証は、実際に動作するプログラムに対して行うことができる。
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/chapter5.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,17 @@ +\chapter{結論} +本稿では、Continuation based Cプログラムに対する検証手法を提案した。 + +まず、検証の対象として並列プログラムを選択し、 +その例題としてDining Philosophers Problemを採用した。 + +並列プログラムをシミュレーションするためにスケジューラを作成し、組み込んだ。 + +検証の前準備として、並列プログラムの全状態を網羅的に探索するための +タブロー展開器を作成した。 + +タブロー展開する際に検証用のコードセグメントを組み込むことで +Dining Philosophers Problemのデッドロックを検知できるようにした。 + +プロセス数に対する状態数と検証にかかる時間の評価および考察を行った。 + +他の検証ツールとの比較を行った。
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--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/change_mem_pat.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./change_mem_pat.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 490 703 +%%CreationDate: Fri Feb 8 01:17:47 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/code-goto.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./code-goto.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 342 180 +%%CreationDate: Mon Jan 28 19:29:10 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/dfs1.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./dfs1.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 495 376 +%%CreationDate: Tue Feb 12 01:17:32 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/dfs2.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./dfs2.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 277 371 +%%CreationDate: Tue Feb 12 01:17:32 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/dfs3.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./dfs3.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 465 277 +%%CreationDate: Tue Feb 12 01:39:36 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/dpp_automaton.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./dpp_automaton.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 590 641 +%%CreationDate: Wed Feb 6 22:41:35 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/dpp_deadlock.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./dpp_deadlock.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 649 475 +%%CreationDate: Tue Feb 12 04:21:37 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/dpp_dfs.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./dpp_dfs.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 562 227 +%%CreationDate: Thu Feb 7 05:14:28 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/dpp_image.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./dpp_image.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 626 475 +%%CreationDate: Tue Feb 12 04:12:11 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/mem_pat_entry.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./mem_pat_entry.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 537 320 +%%CreationDate: Fri Feb 8 04:17:33 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/mem_share.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./mem_share.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 484 507 +%%CreationDate: Fri Feb 8 04:17:33 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/memory_pattern.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./figure/memory_pattern.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 559 371 +%%CreationDate: Thu Feb 7 19:30:22 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/parallel_exec.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./parallel_exec.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 328 119 +%%CreationDate: Tue Jan 29 20:00:11 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/scheduler.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./scheduler.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 472 389 +%%CreationDate: Tue Feb 5 05:46:01 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/state_db.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./state_db.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 436 304 +%%CreationDate: Fri Feb 8 01:59:03 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/task_iterator.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./task_iterator.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 502 187 +%%CreationDate: Fri Feb 8 09:28:29 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/task_list.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./task_list.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 272 74 +%%CreationDate: Fri Feb 8 09:28:29 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/figure/verification_procedure.bb Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +%%Title: ./verification_procedure.pdf +%%Creator: ebb Version 0.5.2 +%%BoundingBox: 0 0 823 326 +%%CreationDate: Tue Jan 29 20:00:11 2008 +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/jlisting.sty Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,216 @@ +\NeedsTeXFormat{LaTeX2e} +\def\filedate{2006/02/20} +\def\fileversion{0.2} +\ProvidesPackage{jlisting}[\filedate\space\fileversion\space(Thor)] +% +\newcount\lst@nextchar +\let\lst@@ProcessSpace\lst@ProcessSpace +\def\lst@ProcessSpace#1{% + \lst@check@chartype{#1}% + \lst@@ProcessSpace + \lst@whitespacetrue} +\let\lst@@ProcessLetter\lst@ProcessLetter +\def\lst@ProcessLetter#1#2{% + \lst@check@chartype{#2}% + {\lst@@ProcessLetter{#1}}% + \relax} +\let\lst@@ProcessDigit\lst@ProcessDigit +\def\lst@ProcessDigit#1#2{% + \lst@check@chartype{#2}% + {\lst@@ProcessDigit{#1}}% + \relax} +\let\lst@@ProcessOther\lst@ProcessOther +\def\lst@ProcessOther#1#2{% + \lst@check@chartype{#2}% + {\lst@@ProcessOther{#1}}% + \relax} +\let\lst@@ProcessTabulator\lst@ProcessTabulator +\def\lst@ProcessTabulator#1{% + \lst@check@chartype{#1}% + \lst@@ProcessTabulator + \relax} +\def\lst@check@chartype#1#2#3{% + \edef\@tempa{\lst@nextchar=`\string#1\relax}% + \afterassignment\remove@to@nnil + \@tempa\@nnil + #2% + \ifnum\lst@nextchar<\@cclvi + #3% + \else + \lst@ifletter \else \lst@OutputOther \fi + \lst@whitespacefalse + \expandafter\lst@AppendJchar + \fi + #1} +\def\lst@AppendJchar#1#2{% + \lst@check@chartype{#2}% + {\advance\lst@length\@ne\lst@Append{#1}}% + \relax} +\def\lst@check@chartype@BOL#1{% + \edef\@tempa{\lst@nextchar=`\string#1\relax}% + \afterassignment\remove@to@nnil + \@tempa\@nnil + \ifnum\lst@nextchar<\@cclvi\else + \lst@whitespacefalse + \expandafter\lst@AppendJchar + \fi + #1} +\def\lst@InputListing#1{% + \begingroup + \lsthk@PreSet \gdef\lst@intname{#1}% + \expandafter\lstset\expandafter{\lst@set}% + \lsthk@DisplayStyle + \catcode\active=\active + \lst@Init\relax \let\lst@gobble\z@ + \lst@SkipToFirst + \lst@ifprint \def\lst@next{\lst@get@filecontents{#1}}% + \else \let\lst@next\@empty + \fi + \lst@next + \lst@DeInit + \endgroup} +\newread\lst@inputfile +\def\lst@get@filecontents#1{% + \let\lst@filecontents\@empty + \openin\lst@inputfile=#1\relax + \let\@lst@get@filecontents@prevline\relax + \lst@get@filecontents@loop + \closein\lst@inputfile + \lst@filecontents\empty} +\def\lst@get@filecontents@loop{% + \read\lst@inputfile to\@lst@get@filecontents@currline + \ifx\@lst@get@filecontents@prevline\relax\else + \expandafter\expandafter\expandafter\def + \expandafter\expandafter\expandafter\lst@filecontents + \expandafter\expandafter\expandafter{% + \expandafter\lst@filecontents\@lst@get@filecontents@prevline}% + \fi + \let\@lst@get@filecontents@prevline\@lst@get@filecontents@currline + \ifeof\lst@inputfile\else + \expandafter\lst@get@filecontents@loop + \fi} +%%% [$B$3$N=hM}$b!$AjEv6/0z$G$9!%(B] +\def\lst@BOLGobble{% + \ifnum\lst@gobble>\z@ + \@tempcnta\lst@gobble\relax + \expandafter\lst@BOLGobble@ + \else + \expandafter\lst@check@chartype@BOL + \fi} +\def\lst@BOLGobble@#1{% + \let\lst@next#1% + \ifx \lst@next\relax\else + \ifx \lst@next\lst@MProcessListing\else + \ifx \lst@next\lst@ProcessFormFeed\else + \ifx \lst@next\lstenv@backslash + \let\lst@next\lstenv@BOLGobble@@ + \else + \let\lst@next\lst@BOLGobble@@ + \ifx #1\lst@ProcessTabulator + \advance\@tempcnta-\lst@tabsize\relax + \ifnum\@tempcnta<\z@ + \lst@length-\@tempcnta \lst@PreGotoTabStop + \fi + \else + \edef\@tempa{\lst@nextchar=`\string#1\relax}% + \@tempa + \ifnum\lst@nextchar<\@cclvi\else + \advance\@tempcnta\m@ne + \fi + \advance\@tempcnta\m@ne + \fi + \fi \fi \fi \fi + \lst@next} +\def\lst@BOLGobble@@{% + \ifnum\@tempcnta>\z@ + \expandafter\lst@BOLGobble@ + \else + \expandafter\lst@check@chartype@BOL + \fi +} +% +% \begin{$B=$@5;v9`(B}{1.3} +% $B$A$g$C$H$7$?=$@5(B +\gdef\lst@breakProcessOther#1{\lst@ProcessOther#1} +% $B%=!<%9%3!<%IL\<!$K$*$1$kJ8;z$HHV9f$N6u$-(B +\let \l@lstlisting = \l@figure +% $B%-%c%W%7%g%s$H%=!<%9%3!<%IL\<!$KBP$9$kF|K\8lBP1~(B +\def\lstlistingname{$B%=!<%9%3!<%I(B} +\def\lstlistlistingname{$B%=!<%9%3!<%IL\<!(B} +% \end{$B=$@5;v9`(B} +\endinput +% +%#!platex +\documentclass[papersize]{jsarticle} +% Macros +\IfFileExists{dvipdfmx.def}{% + \usepackage[dvipdfmx]{color,graphicx}% +}{% + \usepackage[dvipdfm]{color,graphicx}% +} +\usepackage{listings}[2004/09/07] +\usepackage{jlisting}[2006/02/20] +\usepackage{url} +\usepackage{verbatim} + +\makeatletter +% Original Macros +\def\email#1{\gdef\@email{\texttt{#1}}} +\def\homepage#1{\gdef\@homepage{\texttt{#1}}} +\def\mac#1{\textsf{#1}} +\def\URL#1{\texttt{#1}} +\def\src#1{\texttt{#1}} + +% Dvipdfmx.def +\def\dvipdfmxDefi{http://tex.dante.jp/ok/dvipdfmx/} +\def\dvipdfmxDefii{http://ftp.ktug.or.kr/KTUG/dvipdfmx/contrib/latex/} + +\IfFileExists{dvipdfmx.def}{% + \let \IfDvipdfmxDef = \empty \relax}{% + \typeout{^^Jget dvipdfmx.def at \dvipdfmxDefi^^J + or \dvipdfmxDefii^^J}% + \def\IfDvipdfmxDef{Get \src{dvipdfmx.def} at \URL \dvipdfmxDefii \\ + or \URL \dvipdfmxDefi.}% +} + +% Author Info +\author {Th\'or Watanabe\thanks \@email \space \thanks \@homepage} +\title {\mac{jlisting.sty}\\ + ---Japanese Localized Patch File of \mac{listings}---} +\email {thor@tex.dante.jp} +\homepage {http://tex.dante.jp/typo/} +\date {2006/02/20} + +\makeatother + +\begin{document} +\maketitle +%\IfDvipdfmxDef + +\section{$B$A$g$C$H$7$?@bL@(B}% Short Description + +$B1|B<@2I';a$N7G<(HD$N!VHFMQE*$JIbF0BN!W$H$$$&0lO"$N=q$-9~$_$+$i(B +$BE>:\$7$^$7$?!#(B + +\begin{quote} + \url{http://http://cise.edu.mie-u.ac.jp/~okumura/texfaq/qa/21172.html}\\ + \url{http://http://cise.edu.mie-u.ac.jp/~okumura/texfaq/qa/21184.html}\\ + \url{http://http://cise.edu.mie-u.ac.jp/~okumura/texfaq/qa/21189.html}\\ + \url{http://http://cise.edu.mie-u.ac.jp/~okumura/texfaq/qa/21197.html} +\end{quote} + + Copyright $B$O5H1JE/H~;a$K$"$k$N$@$H;W$$$^$9!%(B + +\section{$B99?7MzNr(B}% ChageLogs + +\begin{description} + \item[ver.~0.1 (2004/03/24)] + $B$H$j$"$($:8x3+!%(B + \item[ver.~0.2 (2006/02/20)] + \verb|\lst@breakProcessOther| $BL?Na$NDj5A$NDI2C!%(B +\end{description} + +\section{$B%=!<%9%3!<%I(B} +\par\narrowbaselines +\verbatiminput{jlisting.sty} +\end{document}
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/master_paper.sty Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,375 @@ +% +% 修士卒業論文スタイルファイル master_papar.sty(ver. 2.1e) +% Time-stamp: <01/03/01 22:01:27 ryuji> +% +% ver 2.1e 2/3/01 ryuji +% ver 2.0e 17/12/00 ryuji +% ver 1.0e 05/11/99 hiroki +% +% modifier: Ryuji Gushiken(ryuji@ads.ie.u-ryukyu.ac.jp) +% +% author: Hiroki Taira(hiroki@ads.ie.u-ryukyu.ac.jp) + +% usage: +% +%\documentclass[a4j]{jreport} +% +%\usepackage{master_paper} +% +% +%\jtitle{修士論文スタイルファイル\\自律分散研バージョン} +%\etitle{\LaTeX style test file for master paper} +%\year{平成11年度} +%\affiliation{琉球大学大学院理工学研究科\\ 情報工学専攻} +%\author{名字 名前} +% +%\begin{document} +% +%\maketitle +% +%%要旨 +%\input{abstract.tex} +% +%%目次 +%\tableofcontents +% +%%図目次 +%\listoffigures +% +%%表目次 +%\listoftables +% +%%第一章 +%\input{chapter1.tex} +%%chapter1.texの\chapter{}の後ろに次のコマンドを追加してください。 +%%ページカウントがリセットされ、ページ数がアラビア文字になります。 +%% \pagenumbering{arabic} +%%第二章 +%\input{chapter2.tex} +%%第三章 +%\input{chapter3.tex} +% +%%付録 +%\input{appendix.tex} +% +%%謝辞 +%%\input{thanx.tex} +% +%%参考文献 +%\input{biblography.tex} +% +%\end{document} + +\typeout{****************************************************************} +\typeout{** 平成15年度 琉球大学大学院 学位論文(修士) ********************} +\typeout{** スタイルファイル(LaTeX2e) : 非公式 ********************} +\typeout{****************************************************************} + +%長さ設定 +\hoffset -1in \addtolength{\hoffset}{20mm} +\voffset -1in \addtolength{\voffset}{10mm} +\oddsidemargin 10mm +\topmargin 0mm +\headheight 10mm +\headsep 15mm +\textheight 39\baselineskip \addtolength{\textheight}{\topskip} +\textwidth 160mm +\marginparsep 3mm +\marginparwidth 15mm +\footskip \headsep + + +%年度 +\def\@year{} +\def\year#1{\gdef\@year{#1}} +%和文タイトル +\def\jetitle{} +\def\jtitle#1{\gdef\@title{#1}} +%英文タイトル +\def\@etitle{} +\def\etitle#1{\gdef\@etitle{#1}} +%所属 +%\def\@belongto{} +%\def\belongto#1{\gdef\@belongto{#1}} +\def\@affiliation{} +\def\affiliation#1{\gdef\@affiliation{#1}} +\let\belongto\affiliation + +\def\thesis{学位論文(修士)} + +%表紙 +%\renewcommand{\maketitle}{% +%\newpage\null +%\thispagestyle{empty} +%\vskip 1cm% +%\begin{center}% +%\let\footnote\thanks +% {\huge \@title \par}% +% \vskip 1.5em% +% {\huge \@etitle \par}% +% \vskip 2.5em% +% {\LARGE \@year \ \thesis \par}% +% \vskip 10em% +%% {\huge \@belongto \par}% +% {\LARGE \@affiliation \par}% +% \vskip 1.5em% +% {\LARGE \@author \par}% +%\end{center}% +%%\par\vskip 1.5em +%} +\renewcommand{\maketitle}{% +\newpage\null +\thispagestyle{empty} +\vskip 1cm% +\begin{center}% +\let\footnote\thanks + {\huge\bfseries\mc\@title \par}% + \vskip 3.0em% + {\huge\textbf{\@etitle}\par}% + \vskip 1.5em% + {\LARGE \@year \ \thesis \par}% + \vskip 13em% + {\LARGE \@affiliation \par}% + \vskip 1.5em% + {\LARGE \@author \par}% +\end{center}} + + +%abstract +\renewenvironment{abstract}{% + \titlepage + \thispagestyle{empty} + \null\vfil + \@beginparpenalty\@lowpenalty + {\Huge \bfseries \abstractname}% + \begin{center}% + \@endparpenalty\@M + \end{center} +}% + +%目次 +\renewcommand{\tableofcontents}{% + \pagestyle{plain} + \if@twocolumn\@restonecoltrue\onecolumn + \else\@restonecolfalse\fi + \chapter*{\contentsname + \@mkboth{\contentsname}{\contentsname}% + } \pagenumbering{roman}\@starttoc{toc}% + \if@restonecol\twocolumn\fi +} + +%付録 +\renewcommand{\appendix}{\par + \setcounter{chapter}{0}% + \setcounter{section}{0}% + \renewcommand{\@chapapp}{\appendixname}% + \renewcommand{\@chappos}\space% + \renewcommand{\thechapter}{\@Alph\c@chapter} + \renewcommand{\thesection}{\thechapter-\arabic{section}}} + + +%章 +\renewcommand{\chapter}{% +% \pagestyle{plain} +% \pagestyle{m@tterheadings} + \pagestyle{anotherheadings} + \if@openright\cleardoublepage\else\clearpage\fi +% \thispagestyle{jpl@in}% + \thispagestyle{anotherplain}% + \global\@topnum\z@ + \@afterindentfalse + \secdef\@chapter\@schapter} +\def\@chapter[#1]#2{% + \ifnum \c@secnumdepth >\m@ne + \refstepcounter{chapter}% + \typeout{\@chapapp\space\thechapter\space\@chappos (\thepage ページ)}% + \addcontentsline{toc}{chapter}% + {\protect\numberline{\@chapapp\thechapter\@chappos}#1}% + \else + \addcontentsline{toc}{chapter}{#1}% + \fi + \chaptermark{#1}% + \addtocontents{lof}{\protect\addvspace{10\p@}}% + \addtocontents{lot}{\protect\addvspace{10\p@}}% + \@makechapterhead{#2}\@afterheading} +\def\@makechapterhead#1{\hbox{}% + \vskip2\Cvs + {\parindent\z@ + \raggedright +% + \reset@font\huge\bfseries + \ifnum \c@secnumdepth >\m@ne + \setlength\@tempdima{\linewidth}% + \setbox\z@\hbox{\@chapapp\thechapter\@chappos\hskip1zw}% + \addtolength\@tempdima{-\wd\z@}% + \unhbox\z@\nobreak + \vtop{\hsize\@tempdima#1}% + \else + #1\relax + \fi}\nobreak\vskip3\Cvs} + + +\renewcommand{\prepartname}{\relax} %\renewcommand{\prepartname}{第} +\renewcommand{\postpartname}{部} +\renewcommand{\prechaptername}{第}%\renewcommand{\prechaptername}{第} +\renewcommand{\postchaptername}{章} +\renewcommand{\contentsname}{目 次} +\renewcommand{\listfigurename}{図 目 次} +\renewcommand{\listtablename}{表 目 次} +\renewcommand{\bibname}{参考文献} +\renewcommand{\indexname}{索 引} +\renewcommand{\figurename}{図} +\renewcommand{\tablename}{表} +\renewcommand{\appendixname}{付 録} +\renewcommand{\abstractname}{要 旨} + + +%%%% new environment for me(ryuji) +%定義のための環境 +\newcounter{defnum}[chapter] +\newcommand{\predef}{定義} +\newcommand{\postdef}{\relax} +\newenvironment{definition}{\vskip5mm% + \center\begin{minipage}{.8\textwidth} + \addtocounter{defnum}{1} + \begin{description}\item[\textbf{\predef\thechapter.\thedefnum\postdef}] } + {\end{description}\end{minipage}\newline\vskip5mm} + +\newcommand{\preex}{例題} +\newcommand{\postex}{\relax} +\newenvironment{example}{\vskip5mm% + \center\begin{minipage}{.9\textwidth} + \begin{description}\item[\textbf{[\preex\postex]\hskip1zw}] } + {\end{description}\end{minipage}\newline\vskip5mm} + +%%%% customized by me(ryuji) +%footnoteの表示部 +\def\@makefnmark{\hbox{\@textsuperscript{\normalfont + 注\kern0.1em \@thefnmark}}} + +%%%%%% added by ryuji %%%%%%%%%% +% ヘディング +% c.f. 奥村晴彦,''LaTeX2e 美文書作成入門,'' 技術評論社, pp207--231, 1997. + +%ヘッダ、フッタに追加するもの +\def\@lefthead{} +\def\marklefthead#1{\gdef\@lefthead{\small #1}} +\def\@leftfoot{} +\def\markleftfoot#1{\gdef\@leftfoot{\small #1}} + + +%\def\ps@headings{% +\def\ps@m@tterheadings{% + \let\@mkboth\@gobbletwo + \let\ps@jpl@in\ps@headnombre + \let\@oddfoot\@empty\let\@evenfoot\@empty +% \def\@evenhead{\thepage\hfil\leftmark}% + \def\@oddhead{\hss\addtolength{\textwidth}{-4.5zw} +% \underline{\hbox to \textwidth{\hfil\textbf{\rightmark}}% + \underline{\hbox to \textwidth{\vfil\@lefthead\hfil\textbf{\leftmark}}% + \hfil\hskip4zw\thepage}}% + + \def\chaptermark##1{\markboth{% + \ifnum \c@secnumdepth >\m@ne + \@chapapp\thechapter\@chappos\hskip1zw + \fi + ##1}{}}% + \def\sectionmark##1{\markright{% + \ifnum \c@secnumdepth >\z@ \thesection.\hskip1zw\fi + ##1}}% + } + + +%もう一個のバージョン:headings(本命) +\def\ps@anotherheadings{% + \let\@mkboth\@gobbletwo + \let\ps@jpl@in\ps@headnombre + \def\@oddfoot{\reset@font% + \textbf{\footnotesize \@leftfoot}\hfil\bf\thepage}% + \let\@evenfoot\@empty + \def\@oddhead{\hss +% \underline{\hbox to \textwidth{\hfil\textbf{\rightmark}}% + \underline{\hbox to \textwidth{\@lefthead\hfil\textbf{\leftmark}}% + \hfil}}% + + \def\chaptermark##1{\markboth{% + \ifnum \c@secnumdepth >\m@ne + \@chapapp\thechapter\@chappos\hskip1zw + \fi + ##1}{}}% + \def\sectionmark##1{\markright{% + \ifnum \c@secnumdepth >\z@ \thesection.\hskip1zw\fi + ##1}}% + } +%もう一個のバージョン:plain(本命) +\def\ps@anotherplain{% + \let\@mkboth\@gobbletwo + \let\ps@jpl@in\ps@headnombre + \def\@oddfoot{\reset@font% + \textbf{\footnotesize \@leftfoot}\hfil\bf\thepage}% + \let\@evenfoot\@empty + \let\@oddhead\@empty + \def\chaptermark##1{\markboth{% + \ifnum \c@secnumdepth >\m@ne + \@chapapp\thechapter\@chappos\hskip1zw + \fi + ##1}{}}% + \def\sectionmark##1{\markright{% + \ifnum \c@secnumdepth >\z@ \thesection.\hskip1zw\fi + ##1}}% + } + +%スタイルセットのため +\renewenvironment{thebibliography}[1] +{\chapter*{\bibname\@mkboth{\bibname}{\bibname}}% + \markboth{\bibname}{\bibname} + \addcontentsline{toc}{chapter}{参考文献} + \list{\@biblabel{\@arabic\c@enumiv}}% + {\settowidth\labelwidth{\@biblabel{#1}}% + \leftmargin\labelwidth + \advance\leftmargin\labelsep + \@openbib@code + \usecounter{enumiv}% + \let\p@enumiv\@empty + \renewcommand\theenumiv{\@arabic\c@enumiv}}% + \sloppy + \clubpenalty4000 + \@clubpenalty\clubpenalty + \widowpenalty4000% + \sfcode`\.\@m} + {\def\@noitemerr + {\@latex@warning{Empty `thebibliography' environment}}% + \endlist} + + +%索引のため +\renewenvironment{theindex}{% + \clearpage + \columnseprule.4pt \columnsep 2zw + \markboth{\indexname}{\indexname} + \addcontentsline{toc}{chapter}{\indexname} + \begin{multicols}{3}[{\chapter*{\indexname}}] + \@mkboth{\indexname}{\indexname} + \thispagestyle{anotherplain}% + \parindent=0pt + \parskip=0pt plus .3pt \relax + \let\item=\@idxitem + \raggedright + \footnotesize\narrowbaselines + }{\end{multicols}} +\def\indexname{索引} +\def\narrowbaselines{\fontsize\@xpt\@xiipt\selectfont} +\def\@idxitem{\par \hangindent4zw} +\def\subitem{\par \hangindent4zw \hspace*{2zw}} +\def\subsubitem{\par \hangindent4zw \hspace*{3zw}} + +%禁則処理の追加 + %事前でのブレークを禁止(禁止>=10000) +\prebreakpenalty\jis`，=10000 % ， +\prebreakpenalty\jis`．=10000 % ． +%\prebreakpenalty\jis"2124=10000 % ， +%\prebreakpenalty\jis"2125=10000 % ． +%\prebreakpenalty\jis`、=10000 % 、 +%\prebreakpenalty\jis`。=10000 % 。 +%%\prebreakpenalty\jis"2124=10000 % 、 +%%\prebreakpenalty\jis"2125=10000 % 。
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/master_paper.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,76 @@ +\documentclass[a4j,12pt]{jreport} +\usepackage{master_paper} +\usepackage{ascmac} %% itembox +\usepackage[dvipdfm]{graphicx} +\usepackage{listings, jlisting} +\lstset{basicstyle=\footnotesize, frame=trbl, framesep=5pt} + +% dvipdfm を使って PDF ファイルに日本語の栞をつける +% \usepackage[dvipdfm]{color} +% \usepackage[dvipdfm,bookmarks=true,bookmarksnumbered=true,% +% bookmarkstype=toc]{hyperref} + +\jtitle{線形時相論理による Continuation based C プログラムの検証} +\etitle{Verification of Continuation based C Program using Linear-time Temporal Logic} +\year{平成19年度} +\affiliation{\center% + \vspace{-10mm} + \includegraphics[clip,keepaspectratio,width=.15\textwidth] + {u-ryukyu-Mark.eps}\\ + \vskip15mm + 琉球大学大学院 \ 理工学研究科\\ 情報工学専攻} +\author{下地 篤樹} + + +\marklefthead{% 左上に挿入 + \begin{minipage}[b]{.4\textwidth} + \includegraphics[height=1zw,clip,keepaspectratio]{emblem-bitmap.eps} + 琉球大学大学院学位論文(修士) + \end{minipage}} +\markleftfoot{% 左下に挿入 + \begin{minipage}{.8\textwidth} + 線形時相論理による Continuation based C プログラムの検証 + \end{minipage}} + + +%%% 索引のために以下の2行を追加 +%\usepackage{makeidx,multicol} +%\makeindex +\begin{document} + +\maketitle + +%要旨 +\input{abstract.tex} + +%目次 +\tableofcontents + +%図目次 +\listoffigures + +%表目次 +\listoftables + +%概要 +\input{chapter1.tex} +%CbCについて +\input{chapter2.tex} +%検証手法の提案 +\input{chapter3.tex} +%実装 +\input{chapter4.tex} +%考察 +\input{chapter5.tex} + +%謝辞 +%\input{thanx.tex} + +%参考文献 +\input{bibliography.tex} + +%付録 +%\input{appendix.tex} + +%\printindex +\end{document}
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/src/ltl.cbc Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,22 @@ +static int +p(PhilsPtr phils) +{ + PhilsPtr current = phils; + PhilsPtr last = phils->left; + + if (last->left_fork->owner == NULL) return 0; + while (current != last) { + if (current->left_fork->owner == NULL) return 0; + current = current->right; + } + return 1; +} + +code +check(int *always_flag, PhilsPtr phils, TaskPtr list) +{ + if (p(list->phils)) { + *always_flag = 0; + } + goto tableau(list); +}
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/src/pickupL.cbc Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,11 @@ +code pickup_lfork(PhilsPtr self, TaskPtr current_task) +{ + if (self->left_fork->owner == NULL) { + printf("%d: pickup_lfork:%d\n", self->id, self->left_fork->id); + self->left_fork->owner = self; + self->next = pickup_rfork; + goto scheduler(self, current_task); + } else { + self->next = hungry1; + goto scheduler(self, current_task); +}
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/src/tableau.cbc Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,34 @@ +code tableau(TaskPtr list) +{ + StateDB out; + + st.hash = get_memory_hash(mem,0); + if (lookup_StateDB(&st, &state_db, &out)) { + // found in the state database + printf("found %d\n",count); + while(!(list = next_task_iterator(task_iter))) { + // no more branch, go back to the previous one + TaskIteratorPtr prev_iter = task_iter->prev; + if (!prev_iter) { + printf("All done count %d\n",count); + memory_usage(); + goto ret(0),env; + } + printf("no more branch %d\n",count); + depth--; + free_task_iterator(task_iter); + task_iter = prev_iter; + } + // return to previous state + // here we assume task list is fixed, we don't have to + // recover task list itself + restore_memory(task_iter->state->memory); + printf("restore list %x next %x\n",(int)list,(int)(list->next)); + } else { + // one step further + depth++; + task_iter = create_task_iterator(list,out,task_iter); + } + printf("depth %d count %d\n", depth, count++); + goto list->phils->next(list->phils,list); +}
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/thanx.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,5 @@ +\chapter*{謝辞} +\addcontentsline{toc}{chapter}{謝辞} + +本研究を行うにあたって、ご多忙にも関わらず日頃より多くのご助言、ご指導を +頂きました河野真治准教授に心より感謝いたします。
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/paper/u-ryukyu-Mark.eps Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,1 @@ +%!PS-Adobe-3.0 EPSF-3.0 %%Creator: Adobe Illustrator(TM) 6.0 %%For: (\216\251\227\247\225\252\216U\203V\203X\203e\203\200\214\244\213\206\216\272) () %%Title: (u-ryukyu_Mark2.eps) %%CreationDate: (2/19/01) (2:50 PM) %%BoundingBox: 1 4 195 200 %%HiResBoundingBox: 1.3735 4.3999 194.5 199.3999 %%DocumentProcessColors: Black %%DocumentSuppliedResources: procset Adobe_level2_AI5 1.2 0 %%+ procset Adobe_ColorImage_AI6 1.1 0 %%+ procset Adobe_Illustrator_AI5 1.0 0 %AI5_FileFormat 3 %AI3_ColorUsage: Black&White %AI3_IncludePlacedImages %%CMYKCustomColor: 1 0 0.55 0 (Aqua) %%+ 1 0.5 0 0 (Blue) %%+ 0.5 0.4 0.3 0 (Blue Gray) %%+ 0.8 0.05 0 0 (Blue Sky) %%+ 0.5 0.85 1 0 (Brown) %%+ 1 0.9 0.1 0 (Dark Blue) %%+ 1 0.55 1 0 (Forest Green) %%+ 0.05 0.2 0.95 0 (Gold) %%+ 0.75 0.05 1 0 (Grass Green) %%+ 0 0.45 1 0 (Orange) %%+ 0.15 1 1 0 (Red) %%+ 0.45 0.9 0 0 (Violet) %%AI6_ColorSeparationSet: 1 1 (AI6 Default Color Separation Set) %%+ Options: 1 16 0 1 0 1 1 1 0 1 1 1 1 8.504 0 0 0 0 0 0 0 0 -1 -1 %%+ PPD: 1 21 0 0 60 45 2 2 1 0 0 1 0 0 0 0 0 0 0 0 0 0 () %AI3_TemplateBox: 100 102 100 102 %AI3_TileBox: 0 0 538 781 %AI3_DocumentPreview: Header %AI5_ArtSize: 612 792 %AI5_RulerUnits: 1 %AI5_ArtFlags: 1 0 0 1 0 0 1 0 0 %AI5_TargetResolution: 800 %AI5_NumLayers: 1 %AI5_OpenToView: -284 390 1 794 557 18 0 1 3 40 0 0 %AI5_OpenViewLayers: 7 %%PageOrigin:0 0 %%AI3_PaperRect:-28 811 567 -31 %%AI3_Margin:28 -30 -29 31 %AI7_GridSettings: 72 8 72 8 1 0 0.8 0.8 0.8 0.9 0.9 0.9 %%EndComments %%BeginProlog %%BeginResource: procset Adobe_level2_AI5 1.2 0 %%Title: (Adobe Illustrator (R) Version 5.0 Level 2 Emulation) %%Version: 1.2 0 %%CreationDate: (04/10/93) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) userdict /Adobe_level2_AI5 25 dict dup begin put /packedarray where not { userdict begin /packedarray { array astore readonly } bind def /setpacking /pop load def /currentpacking false def end 0 } if pop userdict /defaultpacking currentpacking put true setpacking /initialize { Adobe_level2_AI5 begin } bind def /terminate { currentdict Adobe_level2_AI5 eq { end } if } bind def mark /setcustomcolor where not { /findcmykcustomcolor { 0 6 packedarray } bind def /findrgbcustomcolor { 1 5 packedarray } bind def /setcustomcolor { exch aload pop 0 eq { pop 4 { 4 index mul 4 1 roll } repeat 5 -1 roll pop setcmykcolor } { pop 3 { 1 exch sub 3 index mul 1 exch sub 3 1 roll } repeat 4 -1 roll pop setrgbcolor } ifelse } def } if /gt38? mark {version cvr cvx exec} stopped {cleartomark true} {38 gt exch pop} ifelse def userdict /deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt put userdict /level2? systemdict /languagelevel known dup { pop systemdict /languagelevel get 2 ge } if put /level2ScreenFreq { begin 60 HalftoneType 1 eq { pop Frequency } if HalftoneType 2 eq { pop GrayFrequency } if 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0 0 testCMYKColorThrough 0 0 1 0 testCMYKColorThrough 0 0 0 1 testCMYKColorThrough and and and } ifelse put composite? not { userdict begin gsave /cyan? 1 0 0 0 testCMYKColorThrough def /magenta? 0 1 0 0 testCMYKColorThrough def /yellow? 0 0 1 0 testCMYKColorThrough def /black? 0 0 0 1 testCMYKColorThrough def grestore /isCMYKSep? cyan? magenta? yellow? black? or or or def /customColor? isCMYKSep? not def end } if end defaultpacking setpacking %%EndResource %%BeginProcSet: Adobe_ColorImage_AI6 1.1 0 userdict /Adobe_ColorImage_AI6 known not { userdict /Adobe_ColorImage_AI6 24 dict put } if userdict /Adobe_ColorImage_AI6 get begin /initialize { Adobe_ColorImage_AI6 begin Adobe_ColorImage_AI6 { dup type /arraytype eq { dup xcheck { bind } if } if pop pop } forall } def /terminate { end } def currentdict /Adobe_ColorImage_AI6_Vars known not { /Adobe_ColorImage_AI6_Vars 15 dict def } if Adobe_ColorImage_AI6_Vars begin /channelcount 0 def /sourcecount 0 def /sourcearray 4 array def /plateindex -1 def /XIMask 0 def /XIBinary 0 def /XIChannelCount 0 def /XIBitsPerPixel 0 def /XIImageHeight 0 def /XIImageWidth 0 def /XIImageMatrix null def /XIBuffer null def /XIDataProc null def /XIVersion 6 def end /WalkRGBString null def /WalkCMYKString null def /StuffRGBIntoGrayString null def /RGBToGrayImageProc null def /StuffCMYKIntoGrayString null def /CMYKToGrayImageProc null def /ColorImageCompositeEmulator null def /SeparateCMYKImageProc null def /FourEqual null def /TestPlateIndex null def currentdict /_colorimage known not { /colorimage where { /colorimage get /_colorimage exch def } { /_colorimage null def } ifelse } if /_currenttransfer systemdict /currenttransfer get def /colorimage null def /XI null def /WalkRGBString { 0 3 index dup length 1 sub 0 3 3 -1 roll { 3 getinterval { } forall 5 index exec 3 index } for 5 { pop } repeat } def /WalkCMYKString { 0 3 index dup length 1 sub 0 4 3 -1 roll { 4 getinterval { } forall 6 index exec 3 index } for 5 { pop } repeat } def /StuffRGBIntoGrayString { .11 mul exch .59 mul add exch .3 mul add cvi 3 copy put pop 1 add } def /RGBToGrayImageProc { Adobe_ColorImage_AI6_Vars begin sourcearray 0 get exec dup length 3 idiv string dup 3 1 roll /StuffRGBIntoGrayString load exch WalkRGBString end } def /StuffCMYKIntoGrayString { exch .11 mul add exch .59 mul add exch .3 mul add dup 255 gt { pop 255 } if 255 exch sub cvi 3 copy put pop 1 add } def /CMYKToGrayImageProc { Adobe_ColorImage_AI6_Vars begin sourcearray 0 get exec dup length 4 idiv string dup 3 1 roll /StuffCMYKIntoGrayString load exch WalkCMYKString end } def /ColorImageCompositeEmulator { pop true eq { Adobe_ColorImage_AI6_Vars /sourcecount get 5 add { pop } repeat } { Adobe_ColorImage_AI6_Vars /channelcount get 1 ne { Adobe_ColorImage_AI6_Vars begin sourcearray 0 3 -1 roll put channelcount 3 eq { /RGBToGrayImageProc } { /CMYKToGrayImageProc } ifelse load end } if image } ifelse } def /SeparateCMYKImageProc { Adobe_ColorImage_AI6_Vars begin sourcecount 0 ne { sourcearray plateindex get exec } { sourcearray 0 get exec dup length 4 idiv string 0 2 index plateindex 4 2 index length 1 sub { get 255 exch sub 3 copy put pop 1 add 2 index } for pop pop exch pop } ifelse end } def /FourEqual { 4 index ne { pop pop pop false } { 4 index ne { pop pop false } { 4 index ne { pop false } { 4 index eq } ifelse } ifelse } ifelse } def /TestPlateIndex { Adobe_ColorImage_AI6_Vars begin /plateindex -1 def /setcmykcolor where { pop gsave 1 0 0 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 1 0 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 0 1 0 setcmykcolor systemdict /currentgray get exec 1 exch sub 0 0 0 1 setcmykcolor systemdict /currentgray get exec 1 exch sub grestore 1 0 0 0 FourEqual { /plateindex 0 def } { 0 1 0 0 FourEqual { /plateindex 1 def } { 0 0 1 0 FourEqual { /plateindex 2 def } { 0 0 0 1 FourEqual { /plateindex 3 def } { 0 0 0 0 FourEqual { /plateindex 5 def } if } ifelse } ifelse } ifelse } ifelse pop pop pop pop } if plateindex end } def /colorimage { Adobe_ColorImage_AI6_Vars begin /channelcount 1 index def /sourcecount 2 index 1 eq { channelcount 1 sub } { 0 } ifelse def 4 sourcecount add index dup 8 eq exch 1 eq or not end { /_colorimage load null ne { _colorimage } { Adobe_ColorImage_AI6_Vars /sourcecount get 7 add { pop } repeat } ifelse } { dup 3 eq TestPlateIndex dup -1 eq exch 5 eq or or { /_colorimage load null eq { ColorImageCompositeEmulator } { dup 1 eq { pop pop image } { Adobe_ColorImage_AI6_Vars /plateindex get 5 eq { gsave 0 _currenttransfer exec 1 _currenttransfer exec eq { 0 _currenttransfer exec 0.5 lt } { 0 _currenttransfer exec 1 _currenttransfer exec gt } ifelse { { pop 0 } } { { pop 1 } } ifelse systemdict /settransfer get exec } if _colorimage Adobe_ColorImage_AI6_Vars /plateindex get 5 eq { grestore } if } ifelse } ifelse } { dup 1 eq { pop pop image } { pop pop Adobe_ColorImage_AI6_Vars begin sourcecount -1 0 { exch sourcearray 3 1 roll put } for /SeparateCMYKImageProc load end systemdict /image get exec } ifelse } ifelse } ifelse } def /XG { pop pop } def /XF { 13 {pop} repeat } def /Xh { Adobe_ColorImage_AI6_Vars begin gsave /XIMask exch 0 ne def /XIImageHeight exch def /XIImageWidth exch def /XIImageMatrix exch def 0 0 moveto XIImageMatrix concat XIImageWidth XIImageHeight scale XIMask { /_lp /null ddef _fc /_lp /imagemask ddef } if /XIVersion 7 def end } def /XH { Adobe_ColorImage_AI6_Vars begin /XIVersion 6 def grestore end } def /XI { Adobe_ColorImage_AI6_Vars begin gsave /XIMask exch 0 ne def /XIBinary exch 0 ne def pop pop /XIChannelCount exch def /XIBitsPerPixel exch def /XIImageHeight exch def /XIImageWidth exch def pop pop pop pop /XIImageMatrix exch def XIBitsPerPixel 1 eq { XIImageWidth 8 div ceiling cvi } { XIImageWidth XIChannelCount mul } ifelse /XIBuffer exch string def XIBinary { /XIDataProc { currentfile XIBuffer readstring pop } def XIVersion 6 le { currentfile 128 string readline pop pop } if } { /XIDataProc { currentfile XIBuffer readhexstring pop } def } ifelse XIVersion 6 le { 0 0 moveto XIImageMatrix concat XIImageWidth XIImageHeight scale XIMask { /_lp /null ddef _fc /_lp /imagemask ddef } if } if XIMask { XIImageWidth XIImageHeight false [ XIImageWidth 0 0 XIImageHeight neg 0 0 ] /XIDataProc load imagemask } { XIImageWidth XIImageHeight XIBitsPerPixel [ XIImageWidth 0 0 XIImageHeight neg 0 0 ] /XIDataProc load XIChannelCount 1 eq { gsave 0 setgray image grestore } { false XIChannelCount colorimage } ifelse } ifelse grestore end } def end %%EndProcSet %%BeginResource: procset Adobe_Illustrator_AI5 1.1 0 %%Title: (Adobe Illustrator (R) Version 5.0 Full Prolog) %%Version: 1.1 0 %%CreationDate: (3/7/1994) () %%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved) currentpacking true setpacking userdict /Adobe_Illustrator_AI5_vars 81 dict dup begin put /_eo false def /_lp /none def /_pf { } def /_ps { } def /_psf { } def /_pss { } def /_pjsf { } def /_pjss { } def /_pola 0 def /_doClip 0 def /cf currentflat def /_tm matrix def /_renderStart [ /e0 /r0 /a0 /o0 /e1 /r1 /a1 /i0 ] def /_renderEnd [ null null null null /i1 /i1 /i1 /i1 ] def /_render -1 def /_rise 0 def /_ax 0 def /_ay 0 def /_cx 0 def /_cy 0 def /_leading [ 0 0 ] def /_ctm matrix def /_mtx matrix def /_sp 16#020 def /_hyphen (-) def /_fScl 0 def /_cnt 0 def /_hs 1 def /_nativeEncoding 0 def /_useNativeEncoding 0 def /_tempEncode 0 def /_pntr 0 def /_tDict 2 dict def /_wv 0 def /Tx { } def /Tj { } def /CRender { } def /_AI3_savepage { } def /_gf null def /_cf 4 array def /_if null def /_of false def /_fc { } def /_gs null def /_cs 4 array def /_is null def /_os false def /_sc { } def /_pd 1 dict def /_ed 15 dict def /_pm matrix def /_fm null def /_fd null def /_fdd null def /_sm null def /_sd null def /_sdd null def /_i null def /discardSave null def /buffer 256 string def /beginString null def /endString null def /endStringLength null def /layerCnt 1 def /layerCount 1 def /perCent (%) 0 get def /perCentSeen? false def /newBuff null def /newBuffButFirst null def /newBuffLast null def /clipForward? false def end userdict /Adobe_Illustrator_AI5 known not { userdict /Adobe_Illustrator_AI5 91 dict put } if userdict /Adobe_Illustrator_AI5 get begin /initialize { Adobe_Illustrator_AI5 dup begin Adobe_Illustrator_AI5_vars begin discardDict { bind pop pop } forall dup /nc get begin { dup xcheck 1 index type /operatortype ne and { bind } if pop pop } forall end newpath } def /terminate { end end } def /_ null def /ddef { Adobe_Illustrator_AI5_vars 3 1 roll put } def /xput { dup load dup length exch maxlength eq { dup dup load dup length 2 mul dict copy def } if load begin def end } def /npop { { pop } repeat } def /sw { dup length exch stringwidth exch 5 -1 roll 3 index mul add 4 1 roll 3 1 roll mul add } def /swj { dup 4 1 roll dup length exch stringwidth exch 5 -1 roll 3 index mul add 4 1 roll 3 1 roll mul add 6 2 roll /_cnt 0 ddef { 1 index eq { /_cnt _cnt 1 add ddef } if } forall pop exch _cnt mul exch _cnt mul 2 index add 4 1 roll 2 index add 4 1 roll pop pop } def /ss { 4 1 roll { 2 npop (0) exch 2 copy 0 exch put pop gsave false charpath currentpoint 4 index setmatrix stroke grestore moveto 2 copy rmoveto } exch cshow 3 npop } def /jss { 4 1 roll { 2 npop (0) exch 2 copy 0 exch put gsave _sp eq { exch 6 index 6 index 6 index 5 -1 roll widthshow currentpoint } { false charpath currentpoint 4 index setmatrix stroke } ifelse grestore moveto 2 copy rmoveto } exch cshow 6 npop } def /sp { { 2 npop (0) exch 2 copy 0 exch put pop false charpath 2 copy rmoveto } exch cshow 2 npop } def /jsp { { 2 npop (0) exch 2 copy 0 exch put _sp eq { exch 5 index 5 index 5 index 5 -1 roll widthshow } { false charpath } ifelse 2 copy rmoveto } exch cshow 5 npop } def /pl { transform 0.25 sub round 0.25 add exch 0.25 sub round 0.25 add exch itransform } def /setstrokeadjust where { pop true setstrokeadjust /c { curveto } def /C /c load def /v { currentpoint 6 2 roll curveto } def /V /v load def /y { 2 copy curveto } def /Y /y load def /l { lineto } def /L /l load def /m { moveto } def } { /c { pl curveto } def /C /c load def /v { currentpoint 6 2 roll pl curveto } def /V /v load def /y { pl 2 copy curveto } def /Y /y load def /l { pl lineto } def /L /l load def /m { pl moveto } def } ifelse /d { setdash } def /cf { } def /i { dup 0 eq { pop cf } if setflat } def /j { setlinejoin } def /J { setlinecap } def /M { setmiterlimit } def /w { setlinewidth } def /XR { 0 ne /_eo exch ddef } def /H { } def /h { closepath } def /N { _pola 0 eq { _doClip 1 eq { _eo {eoclip} {clip} ifelse /_doClip 0 ddef } if newpath } { /CRender { N } ddef } ifelse } def /n { N } def /F { _pola 0 eq { _doClip 1 eq { gsave _pf grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _fc /_doClip 0 ddef } { _pf } ifelse } { /CRender { F } ddef } ifelse } def /f { closepath F } def /S { _pola 0 eq { _doClip 1 eq { gsave _ps grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _sc /_doClip 0 ddef } { _ps } ifelse } { /CRender { S } ddef } ifelse } def /s { closepath S } def /B { _pola 0 eq { _doClip 1 eq gsave F grestore { gsave S grestore _eo {eoclip} {clip} ifelse newpath /_lp /none ddef _sc /_doClip 0 ddef } { S } ifelse } { /CRender { B } ddef } ifelse } def /b { closepath B } def /W { /_doClip 1 ddef } def /* { count 0 ne { dup type /stringtype eq { pop } if } if newpath } def /u { } def /U { } def /q { _pola 0 eq { gsave } if } def /Q { _pola 0 eq { grestore } if } def /*u { _pola 1 add /_pola exch ddef } def /*U { _pola 1 sub /_pola exch ddef _pola 0 eq { CRender } if } def /D { pop } def /*w { } def /*W { } def /` { /_i save ddef clipForward? { nulldevice } if 6 1 roll 4 npop concat pop userdict begin /showpage { } def 0 setgray 0 setlinecap 1 setlinewidth 0 setlinejoin 10 setmiterlimit [] 0 setdash /setstrokeadjust where {pop false setstrokeadjust} if newpath 0 setgray false setoverprint } def /~ { end _i restore } def /O { 0 ne /_of exch ddef /_lp /none ddef } def /R { 0 ne /_os exch ddef /_lp /none ddef } def /g { /_gf exch ddef /_fc { _lp /fill ne { _of setoverprint _gf setgray /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc ashow } ddef /_pjsf { _fc awidthshow } ddef /_lp /none ddef } def /G { /_gs exch ddef /_sc { _lp /stroke ne { _os setoverprint _gs setgray /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /k { _cf astore pop /_fc { _lp /fill ne { _of setoverprint _cf aload pop setcmykcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc ashow } ddef /_pjsf { _fc awidthshow } ddef /_lp /none ddef } def /K { _cs astore pop /_sc { _lp /stroke ne { _os setoverprint _cs aload pop setcmykcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /x { /_gf exch ddef findcmykcustomcolor /_if exch ddef /_fc { _lp /fill ne { _of setoverprint _if _gf 1 exch sub setcustomcolor /_lp /fill ddef } if } ddef /_pf { _fc _eo {eofill} {fill} ifelse } ddef /_psf { _fc ashow } ddef /_pjsf { _fc awidthshow } ddef /_lp /none ddef } def /X { /_gs exch ddef findcmykcustomcolor /_is exch ddef /_sc { _lp /stroke ne { _os setoverprint _is _gs 1 exch sub setcustomcolor /_lp /stroke ddef } if } ddef /_ps { _sc stroke } ddef /_pss { _sc ss } ddef /_pjss { _sc jss } ddef /_lp /none ddef } def /A { pop } def /annotatepage { userdict /annotatepage 2 copy known {get exec} {pop pop} ifelse } def /XT { pop pop } def /discard { save /discardSave exch store discardDict begin /endString exch store gt38? { 2 add } if load stopped pop end discardSave restore } bind def userdict /discardDict 7 dict dup begin put /pre38Initialize { /endStringLength endString length store /newBuff buffer 0 endStringLength getinterval store /newBuffButFirst newBuff 1 endStringLength 1 sub getinterval store /newBuffLast newBuff endStringLength 1 sub 1 getinterval store } def /shiftBuffer { newBuff 0 newBuffButFirst putinterval newBuffLast 0 currentfile read not { stop } if put } def 0 { pre38Initialize mark currentfile newBuff readstring exch pop { { newBuff endString eq { cleartomark stop } if shiftBuffer } loop } { stop } ifelse } def 1 { pre38Initialize /beginString exch store mark currentfile newBuff readstring exch pop { { newBuff beginString eq { /layerCount dup load 1 add store } { newBuff endString eq { /layerCount dup load 1 sub store layerCount 0 eq { cleartomark stop } if } if } ifelse shiftBuffer } loop } if } def 2 { mark { currentfile buffer readline not { stop } if endString eq { cleartomark stop } if } loop } def 3 { /beginString exch store /layerCnt 1 store mark { currentfile buffer readline not { stop } if dup beginString eq { pop /layerCnt dup load 1 add store } { endString eq { layerCnt 1 eq { cleartomark stop } { /layerCnt dup load 1 sub store } ifelse } if } ifelse } loop } def end userdict /clipRenderOff 15 dict dup begin put { /n /N /s /S /f /F /b /B } { { _doClip 1 eq { /_doClip 0 ddef _eo {eoclip} {clip} ifelse } if newpath } def } forall /Tr /pop load def /Bb {} def /BB /pop load def /Bg {12 npop} def /Bm {6 npop} def /Bc /Bm load def /Bh {4 npop} def end /Lb { 4 npop 6 1 roll pop 4 1 roll pop pop pop 0 eq { 0 eq { (%AI5_BeginLayer) 1 (%AI5_EndLayer--) discard } { /clipForward? true def /Tx /pop load def /Tj /pop load def currentdict end clipRenderOff begin begin } ifelse } { 0 eq { save /discardSave exch store } if } ifelse } bind def /LB { discardSave dup null ne { restore } { pop clipForward? { currentdict end end begin /clipForward? false ddef } if } ifelse } bind def /Pb { pop pop 0 (%AI5_EndPalette) discard } bind def /Np { 0 (%AI5_End_NonPrinting--) discard } bind def /Ln /pop load def /Ap /pop load def /Ar { 72 exch div 0 dtransform dup mul exch dup mul add sqrt dup 1 lt { pop 1 } if setflat } def /Mb { q } def /Md { } def /MB { Q } def /nc 3 dict def nc begin /setgray { pop } bind def /setcmykcolor { 4 npop } bind def /setcustomcolor { 2 npop } bind def currentdict readonly pop end end setpacking %%EndResource %%EndProlog %%BeginSetup Adobe_level2_AI5 /initialize get exec Adobe_ColorImage_AI6 /initialize get exec Adobe_Illustrator_AI5 /initialize get exec %AI5_Begin_NonPrinting Np %AI3_BeginPattern: (Arrow1.2.out/in) (Arrow1.2.out/in) 1 1 39.4039 39.4039 [ %AI3_Tile (0 O 0 R 0.75 0.75 0.375 0 k 0.75 0.75 0.375 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 33.9039 15.6187 m 39.4247 20.202 L 39.4247 20.202 L 33.8869 24.6252 L S 39.2997 20.202 m 24.5706 20.202 l 20.4039 20.4792 20.4039 16.8125 v 20.4039 13.1458 20.4039 12.5625 y S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Arrow1.2.side) (Arrow1.2.side) 1 1 39.404 39.4039 [ %AI3_Tile (0 O 0 R 0.75 0.75 0.375 0 k 0.75 0.75 0.375 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 20.202 20.202 m 39.404 20.202 l S 33.904 15.6187 m 39.4248 20.202 L 39.4248 20.202 L 33.887 24.6252 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Bricks) (Bricks) 1.6 1.6 73.6 73.6 [ %AI3_Tile (0 O 0 R 0.3 0.85 0.85 0 k 0.3 0.85 0.85 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.6 1.6 m 1.6 73.6 L 73.6 73.6 L 73.6 1.6 L 1.6 1.6 L f %AI6_EndPatternLayer ) & (0 O 0 R 1 g 1 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.6 70.01 m 73.6 70.01 l S 1.6 62.809 m 73.6 62.809 L S 1.6 55.609 m 73.6 55.609 L S 1.6 48.408 m 73.6 48.408 L S 1.6 41.208 m 73.6 41.208 L S 1.6 34.007 m 73.6 34.007 L S 1.6 26.807 m 73.6 26.807 L S 1.6 19.606 m 73.6 19.606 L S 1.6 12.406 m 73.6 12.406 L S 1.6 5.206 m 73.6 5.206 L S 70.01 70.01 m 70.01 62.822 l S 55.61 70.01 m 55.61 62.822 L S 41.21 70.01 m 41.21 62.822 L S 26.81 70.01 m 26.81 62.822 L S 12.41 70.01 m 12.41 62.822 L S 70.01 55.572 m 70.01 48.385 l S 55.61 55.572 m 55.61 48.385 L S 41.21 55.572 m 41.21 48.385 L S 26.81 55.572 m 26.81 48.385 L S 12.41 55.572 m 12.41 48.385 L S 70.01 41.197 m 70.01 34.01 l S 55.61 41.197 m 55.61 34.01 L S 41.21 41.197 m 41.21 34.01 L S 26.81 41.197 m 26.81 34.01 L S 12.41 41.197 m 12.41 34.01 L S 70.01 26.822 m 70.01 19.635 l S 55.61 26.822 m 55.61 19.635 L S 41.21 26.822 m 41.21 19.635 L S 26.81 26.822 m 26.81 19.635 L S 12.41 26.822 m 12.41 19.635 L S 70.01 12.385 m 70.01 5.197 l S 55.61 12.385 m 55.61 5.197 L S 41.21 12.385 m 41.21 5.197 L S 26.81 12.385 m 26.81 5.197 L S 12.41 12.385 m 12.41 5.197 L S 62.797 5.197 m 62.797 1.6 L S 48.397 5.197 m 48.397 1.6 L S 33.997 5.197 m 33.997 1.6 L S 19.597 5.197 m 19.597 1.6 L S 5.197 5.197 m 5.197 1.6 l S 62.797 19.635 m 62.797 12.447 L S 48.397 19.635 m 48.397 12.447 L S 33.997 19.635 m 33.997 12.447 L S 19.597 19.635 m 19.597 12.447 L S 5.197 19.635 m 5.197 12.447 l S 62.797 34.01 m 62.797 26.822 L S 48.397 34.01 m 48.397 26.822 L S 19.597 34.01 m 19.597 26.822 L S 5.197 34.01 m 5.197 26.822 l S 62.797 48.385 m 62.797 41.197 L S 48.397 48.385 m 48.397 41.197 L S 33.997 48.385 m 33.997 41.197 L S 19.597 48.385 m 19.597 41.197 L S 5.197 48.385 m 5.197 41.197 l S 62.797 62.822 m 62.797 55.635 L S 48.397 62.822 m 48.397 55.635 L S 33.997 62.822 m 33.997 55.635 L S 19.597 62.822 m 19.597 55.635 L S 5.197 62.822 m 5.197 55.635 l S 62.797 73.5589 m 62.797 70.072 L S 48.397 73.5589 m 48.397 70.072 L S 33.997 73.5589 m 33.997 70.072 L S 19.597 73.5589 m 19.597 70.072 L S 5.197 73.5589 m 5.197 70.072 l S 33.997 34.01 m 33.997 26.822 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Checks) (Checks) 1 1 31.3995 31.3995 [ %AI3_Tile (0 O 0 R 0 0.9 1 0 k 0 0.9 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 19.9995 4.8 m 27.5995 4.8 L 27.5995 12.3995 L 19.9995 12.3995 L 19.9995 4.8 L f 31.3995 27.5995 m 31.3995 31.3995 L 27.5995 31.3995 L 27.5995 27.5995 L 31.3995 27.5995 L f 19.9995 27.5995 m 19.9995 19.9995 L 27.5995 19.9995 L 27.5995 27.5995 L 19.9995 27.5995 L f 0 XR 12.3995 12.3995 m 19.9995 12.3995 L 19.9995 19.9995 L 12.3995 19.9995 L 12.3995 12.3995 L f 1 XR 12.3995 27.5995 m 4.8 27.5995 L 4.8 19.9995 L 12.3995 19.9995 L 12.3995 27.5995 L f 4.8 12.3995 m 4.8 4.8 L 12.3995 4.8 L 12.3995 12.3995 L 4.8 12.3995 L f 19.9995 27.5995 m 19.9995 31.3995 L 12.3995 31.3995 L 12.3995 27.5995 L 19.9995 27.5995 L f 12.3995 4.8 m 12.3995 1 L 19.9995 1 L 19.9995 4.8 L 12.3995 4.8 L f 4.8 19.9995 m 1 19.9995 L 1 12.3995 L 4.8 12.3995 L 4.8 19.9995 L f 27.5995 19.9995 m 27.5995 12.3995 L 31.3995 12.3995 L 31.3995 19.9995 L 27.5995 19.9995 L f 4.8 31.3995 m 1 31.3995 L 1 27.5995 L 4.8 27.5995 L 4.8 31.3995 L f 27.5995 1 m 31.3995 1 L 31.3995 4.8 L 27.5995 4.8 L 27.5995 1 L f 1 4.8 m 1 1 L 4.8 1 L 4.8 4.8 L 1 4.8 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.05 0.2 0 k 0 0.05 0.2 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 4.8 4.8 m 4.8 1 L 12.3995 1 L 12.3995 4.8 L 4.8 4.8 L f 4.8 12.3995 m 1 12.3995 L 1 4.8 L 4.8 4.8 L 4.8 12.3995 L f 19.9995 4.8 m 19.9995 1 L 27.5995 1 L 27.5995 4.8 L 19.9995 4.8 L f 12.3995 12.3995 m 12.3995 4.8 L 19.9995 4.8 L 19.9995 12.3995 L 12.3995 12.3995 L f 27.5995 4.8 m 31.3995 4.8 L 31.3995 12.3995 L 27.5995 12.3995 L 27.5995 4.8 L f 12.3995 19.9995 m 4.8 19.9995 L 4.8 12.3995 L 12.3995 12.3995 L 12.3995 19.9995 L f 4.8 27.5995 m 1 27.5995 L 1 19.9995 L 4.8 19.9995 L 4.8 27.5995 L f 19.9995 12.3995 m 27.5995 12.3995 L 27.5995 19.9995 L 19.9995 19.9995 L 19.9995 12.3995 L f 19.9995 19.9995 m 19.9995 27.5995 L 12.3995 27.5995 L 12.3995 19.9995 L 19.9995 19.9995 L f 27.5995 19.9995 m 31.3995 19.9995 L 31.3995 27.5995 L 27.5995 27.5995 L 27.5995 19.9995 L f 12.3995 27.5995 m 12.3995 31.3995 L 4.8 31.3995 L 4.8 27.5995 L 12.3995 27.5995 L f 27.5995 27.5995 m 27.5995 31.3995 L 19.9995 31.3995 L 19.9995 27.5995 L 27.5995 27.5995 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Confetti) (Confetti) 4.85 3.617 76.85 75.617 [ %AI3_Tile (0 O 0 R 1 g 1 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 4.85 3.617 m 4.85 75.617 L 76.85 75.617 L 76.85 3.617 L 4.85 3.617 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 10.6 64.867 m 7.85 62.867 l S 9.1 8.617 m 6.85 6.867 l S 78.1 68.617 m 74.85 67.867 l S 76.85 56.867 m 74.35 55.117 l S 79.6 51.617 m 76.6 51.617 l S 76.35 44.117 m 73.6 45.867 l S 78.6 35.867 m 76.6 34.367 l S 76.1 23.867 m 73.35 26.117 l S 78.1 12.867 m 73.85 13.617 l S 68.35 14.617 m 66.1 12.867 l S 76.6 30.617 m 73.6 30.617 l S 62.85 58.117 m 60.956 60.941 l S 32.85 59.617 m 31.196 62.181 l S 47.891 64.061 m 49.744 66.742 l S 72.814 2.769 m 73.928 5.729 l S 67.976 2.633 m 67.35 5.909 l S 61.85 27.617 m 59.956 30.441 l S 53.504 56.053 m 51.85 58.617 l S 52.762 1.779 m 52.876 4.776 l S 45.391 5.311 m 47.244 7.992 l S 37.062 3.375 m 35.639 5.43 l S 55.165 34.828 m 57.518 37.491 l S 20.795 3.242 m 22.12 5.193 l S 14.097 4.747 m 15.008 8.965 l S 9.736 1.91 m 8.073 4.225 l S 31.891 5.573 m 32.005 8.571 l S 12.1 70.367 m 15.6 68.867 l S 9.35 54.867 m 9.6 58.117 l S 12.85 31.867 m 14.35 28.117 l S 10.1 37.367 m 12.35 41.117 l S 34.1 71.117 m 31.85 68.617 l S 38.35 71.117 m 41.6 68.367 l S 55.1 71.117 m 58.35 69.117 l S 57.35 65.117 m 55.35 61.867 l S 64.35 66.367 m 69.35 68.617 l S 71.85 62.867 m 69.35 61.117 l S 23.6 70.867 m 23.6 67.867 l S 20.6 65.867 m 17.35 65.367 l S 24.85 61.367 m 25.35 58.117 l S 25.85 65.867 m 29.35 66.617 l S 14.1 54.117 m 16.85 56.117 l S 12.35 11.617 m 12.6 15.617 l S 12.1 19.867 m 14.35 22.367 l S 26.1 9.867 m 23.6 13.367 l S 34.6 47.117 m 32.1 45.367 l S 62.6 41.867 m 59.85 43.367 l S 31.6 35.617 m 27.85 36.367 l S 36.35 26.117 m 34.35 24.617 l S 33.85 14.117 m 31.1 16.367 l S 37.1 9.867 m 35.1 11.117 l S 34.35 20.867 m 31.35 20.867 l S 44.6 56.617 m 42.1 54.867 l S 47.35 51.367 m 44.35 51.367 l S 44.1 43.867 m 41.35 45.617 l S 43.35 33.117 m 42.6 30.617 l S 43.85 23.617 m 41.1 25.867 l S 44.35 15.617 m 42.35 16.867 l S 67.823 31.1 m 64.823 31.1 l S 27.1 32.617 m 29.6 30.867 l S 31.85 55.117 m 34.85 55.117 l S 19.6 40.867 m 22.1 39.117 l S 16.85 35.617 m 19.85 35.617 l S 20.1 28.117 m 22.85 29.867 l S 52.1 42.617 m 54.484 44.178 l S 52.437 50.146 m 54.821 48.325 l S 59.572 54.133 m 59.35 51.117 l S 50.185 10.055 m 53.234 9.928 l S 51.187 15.896 m 53.571 14.075 l S 58.322 19.883 m 59.445 16.823 l S 53.1 32.117 m 50.6 30.367 l S 52.85 24.617 m 49.6 25.617 l S 61.85 9.117 m 59.1 10.867 l S 69.35 34.617 m 66.6 36.367 l S 67.1 23.617 m 65.1 22.117 l S 24.435 46.055 m 27.484 45.928 l S 25.437 51.896 m 27.821 50.075 l S 62.6 47.117 m 65.321 46.575 l S 19.85 19.867 m 20.35 16.617 l S 21.85 21.867 m 25.35 22.617 l S 37.6 62.867 m 41.6 62.117 l S 38.323 42.1 m 38.823 38.6 l S 69.35 52.617 m 66.85 53.867 l S 14.85 62.117 m 18.1 59.367 l S 9.6 46.117 m 7.1 44.367 l S 20.6 51.617 m 18.6 50.117 l S 46.141 70.811 m 47.994 73.492 l S 69.391 40.561 m 71.244 43.242 l S 38.641 49.311 m 39.35 52.117 l S 25.141 16.811 m 25.85 19.617 l S 36.6 32.867 m 34.6 31.367 l S 6.1 68.617 m 2.85 67.867 l S 4.85 56.867 m 2.35 55.117 l S 7.6 51.617 m 4.6 51.617 l S 6.6 35.867 m 4.6 34.367 l S 6.1 12.867 m 1.85 13.617 l S 4.6 30.617 m 1.6 30.617 l S 72.814 74.769 m 73.928 77.729 l S 67.976 74.633 m 67.35 77.909 l S 52.762 73.779 m 52.876 76.776 l S 37.062 75.375 m 35.639 77.43 l S 20.795 75.242 m 22.12 77.193 l S 9.736 73.91 m 8.073 76.225 l S 10.1 23.617 m 6.35 24.367 l S 73.217 18.276 m 71.323 21.1 l S 28.823 39.6 m 29.505 42.389 l S 49.6 38.617 m 47.6 37.117 l S 60.323 73.6 m 62.323 76.6 l S 60.323 1.6 m 62.323 4.6 l S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblLine1.2.inner) (DblLine1.2.inner) 1 1 39.2705 39.2706 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2702 22.175 m 39.2702 13.6108 L 26.66 13.6108 L 26.66 1.0003 L 18.0958 1.0003 L 18.0948 22.175 L 18.0958 22.175 L 18.0958 22.1752 L 39.2702 22.175 L f 39.2708 24.6929 m 15.5779 24.6929 L 15.5779 1.0003 L 14.9037 1.0003 L 14.9032 25.3675 L 39.2708 25.3675 L 39.2708 24.6929 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblLine1.2.outer) (DblLine1.2.outer) 1 1.0003 39.2706 39.271 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2708 26.6602 m 13.6111 26.6602 L 13.6111 1.0005 L 22.1751 1 L 22.1751 18.096 L 39.2708 18.096 L 39.2708 26.6602 L f 39.2708 15.578 m 24.6928 15.578 L 24.6928 1 L 25.367 1 L 25.367 14.9038 L 39.2708 14.9038 L 39.2708 15.578 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (DblLine1.2.side) (DblLine1.2.side) 1 1 39.2706 39.2706 [ %AI3_Tile (0 O 0 R 1 0.14 0.09 0 k 1 0.14 0.09 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 39.2704 18.0958 m 39.2704 26.6598 L 1.0001 26.6598 L 1.0001 18.0958 L 39.2704 18.0958 L f 39.2704 14.9037 m 39.2704 15.5776 L 1.0001 15.5776 L 1.0001 14.9037 L 39.2704 14.9037 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Diamonds) (Diamonds) 1 1 37.1865 41.9411 [ %AI3_Tile (0 O 0 R 0.2 0 1 0 k 0.2 0 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.0002 1.0004 m 1.0002 41.9411 L 37.1865 41.9411 L 37.1865 1.0004 L 1.0002 1.0004 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 1 XR 19.0936 41.9408 m 19.0929 41.9408 L 19.0933 41.9402 L 19.0936 41.9408 L f 7.0311 41.9408 m 7.0304 41.9408 L 7.0308 41.9402 L 7.0311 41.9408 L f 31.1556 41.9408 m 31.1548 41.9408 L 31.1552 41.9402 L 31.1556 41.9408 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.75 0.9 0 0 k 0.75 0.9 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 1 XR 37.1865 1 m 37.1865 11.2349 L 31.1552 1 L 37.1865 1 L f 19.0933 1 m 31.1552 1 L 25.124 11.2349 L 19.0933 1 L f 7.0308 1 m 19.0933 1 L 13.062 11.2349 L 7.0308 1 L f 1 1 m 7.0308 1 L 1 11.2349 L 1 1 L f 37.1859 11.2349 m 37.1865 11.236 L 37.1865 31.7059 L 31.1552 21.4704 L 37.1859 11.2349 L f 19.0933 21.4704 m 25.124 11.2349 L 31.1552 21.4704 L 25.124 31.7059 L 19.0933 21.4704 L f 7.0308 21.4704 m 13.062 11.2349 L 19.0933 21.4704 L 13.062 31.7059 L 7.0308 21.4704 L f 1 31.7059 m 1 11.2349 L 7.0308 21.4704 L 1 31.7059 L f 37.1859 31.7059 m 37.1865 31.707 L 37.1865 41.9408 L 31.1556 41.9408 L 31.1552 41.9402 L 37.1859 31.7059 L f 25.124 31.7059 m 31.1552 41.9402 L 31.1548 41.9408 L 19.0936 41.9408 L 19.0933 41.9402 L 25.124 31.7059 L f 13.062 31.7059 m 19.0933 41.9402 L 19.0929 41.9408 L 7.0311 41.9408 L 7.0308 41.9402 L 13.062 31.7059 L f 7.0304 41.9408 m 1 41.9408 L 1 31.7059 L 7.0308 41.9402 L 7.0304 41.9408 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Hexagon) (Hexagon) 4 1.6 70.151 77.983 [ %AI3_Tile (0 O 0 R 0 1 0.35 0 k 0 1 0.35 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 70.151 77.983 m 70.151 1.6 L 4 1.6 L 4 77.983 L 70.151 77.983 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.9921 1 0 0 k 0.9921 1 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 20.538 30.244 m S 26.05 20.696 m 15.025 20.696 L 9.513 30.244 L 15.025 39.792 L 26.05 39.792 L 31.564 30.244 L 26.05 20.696 L s 20.537 11.148 m S 26.05 1.6 m 15.024 1.6 L 9.512 11.148 L 15.024 20.696 L 26.05 20.696 L 31.563 11.148 L 26.05 1.6 L s 53.614 30.244 m S 59.126 20.696 m 48.101 20.696 L 42.589 30.244 L 48.101 39.792 L 59.126 39.792 L 64.639 30.244 L 59.126 20.696 L s 53.614 11.148 m S 59.126 1.6 m 48.101 1.6 L 42.588 11.148 L 48.101 20.696 L 59.126 20.696 L 64.638 11.148 L 59.126 1.6 L s 20.538 68.436 m S 26.051 58.888 m 15.025 58.888 L 9.513 68.436 L 15.025 77.984 L 26.051 77.984 L 31.564 68.436 L 26.051 58.888 L s 20.538 49.34 m S 26.051 39.792 m 15.025 39.792 L 9.513 49.34 L 15.025 58.888 L 26.05 58.888 L 31.564 49.34 L 26.051 39.792 L s 53.614 68.436 m S 59.127 58.888 m 48.102 58.888 L 42.589 68.436 L 48.101 77.985 L 59.127 77.985 L 64.639 68.436 L 59.127 58.888 L s 53.614 49.34 m S 59.127 39.792 m 48.101 39.792 L 42.589 49.34 L 48.101 58.888 L 59.127 58.888 L 64.639 49.341 L 59.127 39.792 L s 4 20.696 m S 3.876 30.244 m 9.512 30.244 L 15.024 20.696 L 9.512 11.147 L 3.876 11.147 L S 37.075 20.696 m S 42.588 11.148 m 31.563 11.148 L 26.05 20.696 L 31.563 30.244 L 42.589 30.244 L 48.101 20.696 L 42.588 11.148 L s 37.076 58.888 m S 42.589 49.34 m 31.564 49.34 L 26.05 58.888 L 31.564 68.436 L 42.589 68.436 L 48.101 58.888 L 42.589 49.34 L s 70.151 20.696 m S 70.2094 11.147 m 64.639 11.147 L 59.127 20.696 L 64.639 30.244 L 70.2094 30.244 L S 70.152 58.888 m S 70.0427 49.34 m 64.639 49.34 L 59.127 58.888 L 64.639 68.436 L 70.0427 68.436 L S 4 58.888 m S 3.876 68.436 m 9.513 68.436 L 15.025 58.888 L 9.513 49.34 L 3.876 49.34 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurel.inner) (Laurel.inner) 1 1 28.5392 28.5392 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 19.2768 15.3585 m 28.9144 15.3585 L 28.9144 14.2335 L 19.2768 14.2335 L 19.2768 15.3585 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 14.7461 18.9624 m 13.0264 17.8486 11.3273 14.4193 11.3273 10.0362 c 11.3273 5.6547 12.9768 2.1518 14.744 1.1112 C 14.7443 1.1112 L 16.4707 2.1518 18.1679 5.6547 18.1679 10.0362 c 18.1679 14.4143 16.432 17.8633 14.7461 18.9624 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurel.outer) (Laurel.outer) 1 1.3751 28.5393 28.9143 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 14.2395 10.6375 m 14.2395 1 L 15.3645 1 L 15.3645 10.6375 L 14.2395 10.6375 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 10.5769 15.124 m 11.6906 16.8438 15.1198 18.5429 19.503 18.5429 c 23.8844 18.5429 27.3874 16.8935 28.428 15.1262 C 28.428 15.1259 L 27.3874 13.3995 23.8844 11.7023 19.503 11.7023 c 15.1249 11.7023 11.676 13.4382 10.5769 15.124 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Laurel.side) (Laurel.side) 1.3972 1 28.9364 28.5392 [ %AI3_Tile (0 O 0 R 0 0.55 1 0.12 k 0 0.55 1 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.1571 15.2998 m 1 15.2998 L 1 14.1748 L 29.1571 14.1748 L 29.1571 15.2998 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 2.0183 27.4787 m 1.5899 25.4751 2.8132 21.8488 5.9125 18.7494 c 9.0107 15.6513 12.654 14.3407 14.6395 14.8545 C 14.6398 14.8547 L 15.1246 16.8113 13.8478 20.4883 10.7496 23.5865 c 7.6538 26.6824 3.9876 27.8936 2.0183 27.4787 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.39 0.7 0.12 k 0 0.39 0.7 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 2.0183 2.0091 m 1.5899 4.0126 2.8132 7.6389 5.9125 10.7382 c 9.0107 13.8365 12.654 15.147 14.6395 14.6332 C 14.6398 14.633 L 15.1246 12.6765 13.8478 8.9993 10.7496 5.9011 c 7.6538 2.8054 3.9876 1.5941 2.0183 2.0091 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.55 1 0.3 k 0 0.55 1 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.821 2.0091 m 15.3925 4.0126 16.6159 7.6389 19.7152 10.7382 c 22.8134 13.8365 26.4567 15.147 28.4422 14.6332 C 28.4424 14.633 L 28.9273 12.6765 27.6505 8.9993 24.5523 5.9011 c 21.4565 2.8054 17.7903 1.5941 15.821 2.0091 C f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.39 0.7 0.12 k 0 0.39 0.7 0.12 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.821 27.4787 m 15.3925 25.4751 16.6159 21.8488 19.7152 18.7494 c 22.8134 15.6513 26.4567 14.3407 28.4422 14.8545 C 28.4424 14.8547 L 28.9273 16.8113 27.6505 20.4883 24.5523 23.5865 c 21.4565 26.6824 17.7903 27.8936 15.821 27.4787 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Leaves-fall) (Leaves-fall) 1 1 52.733 89.816 [ %AI3_Tile (0 O 0 R 0.05 0.2 1 0 k 0.05 0.2 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 52.733 89.816 m 52.733 1 L 1 1 L 1 89.816 L 52.733 89.816 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.83 0 1 0 k 0.83 0 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 25.317 2.083 m 25.994 2.283 26.284 2.435 V 24.815 5.147 29.266 9.428 30.186 10.168 C 30.787 9.943 30.907 7.41 30.23 6.073 C 31.073 6.196 33.262 4.818 34.02 3.529 C 34.085 4.217 35.655 7.158 36.481 7.535 C 35.561 7.933 34.896 9.406 34.134 10.854 C 35.156 11.021 36.555 10.1 38.026 9.195 C 38.541 9.996 39.915 10.968 41.174 11.484 C 40.086 12.171 39.591 12.912 39.094 14.372 C 38.052 13.806 35.865 13.657 35.336 13.944 C 35.85 15.057 38.096 15.6 38.827 15.547 C 38.573 16.409 38.425 18.562 38.598 21.155 C 36.939 19.839 35.393 18.522 33.734 18.58 C 34.003 17.158 33.367 15.353 32.99 14.86 C 32.417 15.604 32.006 16.431 32.361 18.408 C 30.908 18.893 29.671 19.439 28.297 20.697 C 28.297 18.866 27.725 17.664 26.857 16.388 C 28.117 15.9 29.389 14.697 29.385 13.658 C 28.537 13.81 26.845 14.554 26.352 15.547 C 25.634 14.8 23.95 13.491 22.346 13.487 C 23.534 12.632 24.454 11.598 24.549 9.686 C 25.802 10.657 28.255 11.272 29.635 10.674 C 24.794 6.438 25.262 3.405 25.317 2.083 C f 12.412 33.743 m 11.887 33.272 11.691 33.01 V 14.182 31.192 11.928 25.366 11.415 24.303 C 10.776 24.247 9.369 26.988 9.405 28.486 C 8.273 27.73 6.608 27.851 5.006 28.137 C 5.578 27.049 5.177 25.104 4.376 24.303 C 5.378 24.339 6.729 23.624 8.038 22.643 C 7.203 21.823 5.376 21.984 3.46 22.643 C 3.46 21.27 2.638 19.533 1.801 18.351 C 3.117 18.408 4.262 17.722 5.12 16.691 C 5.785 18.26 7.819 19.373 8.725 19.324 C 8.742 17.959 7.169 15.869 6.147 15.47 C 6.747 14.801 7.766 13.27 8.725 10.854 C 9.524 12.78 10.694 14.022 11.927 14.955 C 10.785 16.517 10.959 17.388 11.358 18.866 C 12.101 18.325 13.132 17.893 13.303 15.89 C 15.02 16.176 16.156 16.104 17.653 15.203 C 17.198 16.865 17.195 18.466 17.515 20.166 C 15.665 20.026 14.105 20.239 13.075 21.728 C 13.905 21.955 16.165 22.014 17.039 21.082 C 17.366 22.064 18.261 23.47 19.707 24.164 C 18.267 24.424 17.282 25.523 16.373 27.209 C 15.66 25.793 13.433 24.128 11.93 24.073 C 13.933 28.137 13.933 31.055 12.412 33.743 C f 31.125 30.5 m 31.445 31.128 31.648 31.385 V 34.045 29.444 38.851 32.752 39.746 33.521 C 39.636 34.153 37.511 35.29 35.794 34.26 C 36.234 35.549 35.332 37.51 34.134 38.552 C 35.873 38.451 38.019 39.813 38.541 40.555 C 38.763 39.577 39.946 38.307 41.231 37.293 C 41.582 38.266 40.887 40.384 39.971 41.986 C 41.206 42.487 42.318 43.417 42.776 44.676 C 43.233 43.359 44.236 42.685 45.58 41.929 C 44.421 40.502 43.64 38.328 43.92 37.465 C 45.243 37.8 46.814 40.518 46.937 41.607 C 47.812 40.841 49.366 40.154 51.947 39.848 C 50.246 38.77 49.884 36.778 49.3 35.347 C 48.152 35.794 45.983 35.853 45.008 35.29 C 45.721 34.711 47.061 34.16 49.071 34.146 C 49.071 32.601 49.534 31.469 50.788 30.254 C 49.065 30.267 46.965 29.781 45.469 29.389 C 45.221 30.718 44.378 32.314 43.233 32.715 C 43.227 31.854 43.493 29.605 44.378 28.938 C 43.513 28.37 42.26 26.993 41.803 25.276 C 41.181 26.601 40.32 27.906 38.457 28.35 C 39.642 29.403 40.477 31.42 40.143 32.887 C 35.091 28.905 32.414 30.203 31.125 30.5 C f 25.317 46.491 m 25.994 46.691 26.284 46.843 V 24.815 49.556 29.266 53.837 30.186 54.576 C 30.787 54.351 30.907 51.818 30.23 50.482 C 31.073 50.605 33.262 49.227 34.02 47.938 C 34.085 48.625 35.655 51.566 36.481 51.944 C 35.561 52.341 34.896 53.814 34.134 55.263 C 35.156 55.43 36.555 54.508 38.026 53.603 C 38.541 54.404 39.915 55.377 41.174 55.892 C 40.086 56.579 39.591 57.321 39.094 58.78 C 38.052 58.215 35.865 58.065 35.336 58.353 C 35.85 59.465 38.096 60.008 38.827 59.955 C 38.573 60.817 38.425 62.97 38.598 65.563 C 36.939 64.247 35.393 62.931 33.734 62.988 C 34.003 61.567 33.367 59.761 32.99 59.268 C 32.417 60.012 32.006 60.839 32.361 62.817 C 30.908 63.302 29.671 63.847 28.297 65.106 C 28.297 63.274 27.725 62.073 26.857 60.796 C 28.117 60.308 29.389 59.106 29.385 58.067 C 28.537 58.219 26.845 58.963 26.352 59.955 C 25.634 59.209 23.95 57.899 22.346 57.895 C 23.534 57.041 24.454 56.006 24.549 54.094 C 25.802 55.065 28.255 55.68 29.635 55.083 C 24.794 50.846 25.262 47.814 25.317 46.491 C f 12.412 78.151 m 11.887 77.68 11.691 77.418 V 14.182 75.601 11.928 69.774 11.415 68.711 C 10.776 68.655 9.369 71.396 9.405 72.894 C 8.273 72.138 6.608 72.259 5.006 72.545 C 5.578 71.458 5.177 69.512 4.376 68.711 C 5.378 68.747 6.729 68.032 8.038 67.052 C 7.203 66.231 5.376 66.393 3.46 67.052 C 3.46 65.678 2.638 63.941 1.801 62.759 C 3.117 62.817 4.262 62.13 5.12 61.1 C 5.785 62.669 7.819 63.781 8.725 63.732 C 8.742 62.367 7.169 60.277 6.147 59.878 C 6.747 59.209 7.766 57.678 8.725 55.263 C 9.524 57.189 10.694 58.431 11.927 59.364 C 10.785 60.925 10.959 61.796 11.358 63.274 C 12.101 62.734 13.132 62.301 13.303 60.298 C 15.02 60.584 16.156 60.512 17.653 59.612 C 17.198 61.273 17.195 62.874 17.515 64.574 C 15.665 64.434 14.105 64.648 13.075 66.136 C 13.905 66.363 16.165 66.422 17.039 65.49 C 17.366 66.472 18.261 67.878 19.707 68.572 C 18.267 68.832 17.282 69.931 16.373 71.617 C 15.66 70.202 13.433 68.536 11.93 68.482 C 13.933 72.545 13.933 75.464 12.412 78.151 C f 31.125 74.908 m 31.445 75.537 31.648 75.794 V 34.045 73.853 38.851 77.161 39.746 77.929 C 39.636 78.562 37.511 79.698 35.794 78.668 C 36.234 79.957 35.332 81.918 34.134 82.96 C 35.873 82.86 38.019 84.221 38.541 84.963 C 38.763 83.986 39.946 82.716 41.231 81.701 C 41.582 82.675 40.887 84.792 39.971 86.394 C 41.206 86.895 42.318 87.825 42.776 89.084 C 43.233 87.768 44.236 87.093 45.58 86.337 C 44.421 84.91 43.64 82.736 43.92 81.873 C 45.243 82.208 46.814 84.926 46.937 86.016 C 47.812 85.249 49.366 84.563 51.947 84.257 C 50.246 83.179 49.884 81.187 49.3 79.756 C 48.152 80.203 45.983 80.262 45.008 79.698 C 45.721 79.119 47.061 78.569 49.071 78.554 C 49.071 77.009 49.534 75.877 50.788 74.663 C 49.065 74.675 46.965 74.189 45.469 73.798 C 45.221 75.126 44.378 76.723 43.233 77.123 C 43.227 76.262 43.493 74.013 44.378 73.347 C 43.513 72.779 42.26 71.401 41.803 69.684 C 41.181 71.009 40.32 72.314 38.457 72.759 C 39.642 73.812 40.477 75.829 40.143 77.295 C 35.091 73.313 32.414 74.611 31.125 74.908 C f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Polka dots) (Polka dots) 1 1 29.8 29.8 [ %AI3_Tile (0 O 0 R 0.45 0.9 0 0 k 0.45 0.9 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1 1 m 1 29.8 L 29.8 29.8 L 29.8 1 L 1 1 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.09 0.18 0 0 k 0.09 0.18 0 0 K ) @ ( %AI6_BeginPatternLayer *u 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 11.08 8.2 m 11.08 9.791 9.79 11.08 8.2 11.08 c 6.609 11.08 5.32 9.791 5.32 8.2 c 5.32 6.61 6.609 5.32 8.2 5.32 c 9.79 5.32 11.08 6.61 11.08 8.2 c f 11.08 22.6 m 11.08 24.191 9.79 25.48 8.2 25.48 c 6.609 25.48 5.32 24.191 5.32 22.6 c 5.32 21.01 6.609 19.72 8.2 19.72 c 9.79 19.72 11.08 21.01 11.08 22.6 c f 18.28 15.4 m 18.28 16.991 16.99 18.28 15.4 18.28 c 13.809 18.28 12.52 16.991 12.52 15.4 c 12.52 13.81 13.809 12.52 15.4 12.52 c 16.99 12.52 18.28 13.81 18.28 15.4 c f 25.48 8.2 m 25.48 9.791 24.19 11.08 22.6 11.08 c 21.009 11.08 19.72 9.791 19.72 8.2 c 19.72 6.61 21.009 5.32 22.6 5.32 c 24.19 5.32 25.48 6.61 25.48 8.2 c f 25.48 22.6 m 25.48 24.191 24.19 25.48 22.6 25.48 c 21.009 25.48 19.72 24.191 19.72 22.6 c 19.72 21.01 21.009 19.72 22.6 19.72 c 24.19 19.72 25.48 21.01 25.48 22.6 c f *U 26.92 1 m 29.8 1 L 29.8 3.88 L 28.209 3.88 26.92 2.591 26.92 1 C f 15.4 3.88 m 13.809 3.88 12.52 2.591 12.52 1 C 18.28 1 L 18.28 2.591 16.99 3.88 15.4 3.88 c f 1 3.88 m 1 1 L 3.88 1 L 3.88 2.591 2.59 3.88 1 3.88 C f 1 XR 26.92 15.4 m 26.92 13.81 28.209 12.52 29.8 12.52 C 29.8 18.28 L 28.209 18.28 26.92 16.991 26.92 15.4 c f 0 XR 15.4 18.28 m 13.809 18.28 12.52 16.991 12.52 15.4 c 12.52 13.81 13.809 12.52 15.4 12.52 c 16.99 12.52 18.28 13.81 18.28 15.4 c 18.28 16.991 16.99 18.28 15.4 18.28 c f 1 XR 3.88 15.4 m 3.88 16.991 2.59 18.28 1 18.28 C 1 12.52 L 2.59 12.52 3.88 13.81 3.88 15.4 c f 0 XR 29.8 26.92 m 29.8 29.8 L 26.92 29.8 L 26.92 28.21 28.209 26.92 29.8 26.92 C f 15.4 26.92 m 16.99 26.92 18.28 28.21 18.28 29.8 C 12.52 29.8 L 12.52 28.21 13.809 26.92 15.4 26.92 c f 3.88 29.8 m 1 29.8 L 1 26.92 L 2.59 26.92 3.88 28.21 3.88 29.8 C f 1 XR 8.2 11.08 m 6.609 11.08 5.32 9.791 5.32 8.2 c 5.32 6.61 6.609 5.32 8.2 5.32 c 9.79 5.32 11.08 6.61 11.08 8.2 c 11.08 9.791 9.79 11.08 8.2 11.08 c f 22.6 11.08 m 21.009 11.08 19.72 9.791 19.72 8.2 c 19.72 6.61 21.009 5.32 22.6 5.32 c 24.19 5.32 25.48 6.61 25.48 8.2 c 25.48 9.791 24.19 11.08 22.6 11.08 c f 8.2 25.48 m 6.609 25.48 5.32 24.191 5.32 22.6 c 5.32 21.01 6.609 19.72 8.2 19.72 c 9.79 19.72 11.08 21.01 11.08 22.6 c 11.08 24.191 9.79 25.48 8.2 25.48 c f 22.6 25.48 m 21.009 25.48 19.72 24.191 19.72 22.6 c 19.72 21.01 21.009 19.72 22.6 19.72 c 24.19 19.72 25.48 21.01 25.48 22.6 c 25.48 24.191 24.19 25.48 22.6 25.48 c f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Random circles) (Random circles) 4.365 3.849 51.13 57.85 [ %AI3_Tile (0 O 0 R 0 0.1125 0.45 0 k 0 0.1125 0.45 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 4.365 3.849 m 4.365 57.85 L 51.13 57.85 L 51.13 3.849 L 4.365 3.849 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.4 0.7 1 0 k 0.4 0.7 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 45.429 36.274 m 45.843 36.991 45.598 37.908 44.88 38.323 c 44.163 38.737 43.245 38.491 42.831 37.774 c 42.417 37.056 42.663 36.139 43.38 35.725 c 44.098 35.31 45.015 35.556 45.429 36.274 c s 44.179 27.926 m 43.765 28.643 42.848 28.889 42.13 28.475 c 41.413 28.06 41.167 27.143 41.581 26.425 c 41.995 25.708 42.913 25.462 43.63 25.876 c 44.348 26.291 44.593 27.208 44.179 27.926 c s 35.929 41.024 m 35.515 41.741 34.598 41.987 33.88 41.573 c 33.163 41.158 32.917 40.241 33.331 39.524 c 33.745 38.806 34.663 38.56 35.38 38.975 c 36.098 39.389 36.343 40.306 35.929 41.024 c s 28.38 34.225 m 28.794 34.942 28.549 35.859 27.831 36.274 c 27.114 36.688 26.196 36.442 25.782 35.725 c 25.368 35.007 25.614 34.09 26.331 33.675 c 27.049 33.261 27.966 33.507 28.38 34.225 c s 31.179 28.024 m 30.765 28.741 29.848 28.987 29.13 28.573 c 28.413 28.158 28.167 27.241 28.581 26.524 c 28.995 25.806 29.913 25.56 30.63 25.975 c 31.348 26.389 31.593 27.306 31.179 28.024 c s 36.792 23.349 m 35.963 23.349 35.292 22.678 35.292 21.849 c 35.292 21.021 35.963 20.349 36.792 20.349 c 37.62 20.349 38.292 21.021 38.292 21.849 c 38.292 22.678 37.62 23.349 36.792 23.349 c s 10.888 34.175 m 10.474 34.893 10.72 35.81 11.437 36.225 c 12.155 36.639 13.072 36.393 13.486 35.675 c 13.901 34.958 13.655 34.041 12.937 33.626 c 12.22 33.212 11.303 33.458 10.888 34.175 c s 11.517 26.601 m 11.931 27.318 12.848 27.564 13.566 27.15 c 14.283 26.735 14.529 25.818 14.115 25.1 c 13.701 24.383 12.783 24.137 12.066 24.551 c 11.348 24.966 11.103 25.883 11.517 26.601 c s 16.782 41.426 m 17.196 42.143 18.114 42.389 18.831 41.975 c 19.549 41.56 19.794 40.643 19.38 39.926 c 18.966 39.208 18.049 38.962 17.331 39.377 c 16.614 39.791 16.368 40.708 16.782 41.426 c s 22.365 24.35 m 23.194 24.35 23.865 23.678 23.865 22.85 c 23.865 22.021 23.194 21.35 22.365 21.35 c 21.537 21.35 20.865 22.021 20.865 22.85 c 20.865 23.678 21.537 24.35 22.365 24.35 c s 45.385 7.849 m 44.971 7.132 44.053 6.886 43.336 7.3 c 42.619 7.714 42.373 8.632 42.787 9.349 c 43.201 10.067 44.119 10.312 44.836 9.898 c 45.553 9.484 45.799 8.567 45.385 7.849 c s 29.679 7.774 m 29.265 7.056 28.348 6.81 27.63 7.225 c 26.913 7.639 26.667 8.556 27.081 9.274 c 27.495 9.991 28.413 10.237 29.13 9.823 c 29.848 9.408 30.093 8.491 29.679 7.774 c s 35.542 11.349 m 34.713 11.349 34.042 12.021 34.042 12.849 c 34.042 13.678 34.713 14.349 35.542 14.349 c 36.37 14.349 37.042 13.678 37.042 12.849 c 37.042 12.021 36.37 11.349 35.542 11.349 c s 10.13 7.475 m 10.544 6.757 11.462 6.511 12.179 6.926 c 12.897 7.34 13.142 8.257 12.728 8.975 c 12.314 9.692 11.397 9.938 10.679 9.524 c 9.962 9.109 9.716 8.192 10.13 7.475 c s 20.203 13.349 m 21.031 13.349 21.703 14.021 21.703 14.849 c 21.703 15.678 21.031 16.349 20.203 16.349 c 19.375 16.349 18.703 15.678 18.703 14.849 c 18.703 14.021 19.375 13.349 20.203 13.349 c s 44.635 54.1 m 45.049 53.382 44.803 52.465 44.086 52.051 c 43.369 51.636 42.451 51.882 42.037 52.6 c 41.623 53.317 41.869 54.234 42.586 54.649 c 43.303 55.063 44.221 54.817 44.635 54.1 c s 36.841 48.1 m 36.427 47.382 35.509 47.136 34.792 47.551 c 34.074 47.965 33.828 48.882 34.243 49.6 c 34.657 50.317 35.574 50.563 36.292 50.149 c 37.009 49.734 37.255 48.817 36.841 48.1 c s 29.728 54.725 m 30.143 54.007 29.897 53.09 29.179 52.675 c 28.462 52.261 27.544 52.507 27.13 53.225 c 26.716 53.942 26.962 54.859 27.679 55.274 c 28.397 55.688 29.314 55.442 29.728 54.725 c s 10.86 54.1 m 10.446 53.382 10.691 52.465 11.409 52.051 c 12.126 51.636 13.044 51.882 13.458 52.6 c 13.872 53.317 13.626 54.234 12.909 54.649 c 12.191 55.063 11.274 54.817 10.86 54.1 c s 19.154 49.1 m 19.568 48.382 20.486 48.136 21.203 48.551 c 21.92 48.965 22.166 49.882 21.752 50.6 c 21.338 51.317 20.42 51.563 19.703 51.149 c 18.986 50.734 18.74 49.817 19.154 49.1 c s 51.88 38.85 m 51.052 38.85 50.38 39.521 50.38 40.35 c 50.38 41.178 51.052 41.85 51.88 41.85 c 52.709 41.85 53.38 41.178 53.38 40.35 c 53.38 39.521 52.709 38.85 51.88 38.85 c s 51.865 11.349 m 52.693 11.349 53.365 12.021 53.365 12.849 c 53.365 13.678 52.693 14.349 51.865 14.349 c 51.036 14.349 50.365 13.678 50.365 12.849 c 50.365 12.021 51.036 11.349 51.865 11.349 c s 30.179 18.524 m 29.765 19.241 28.848 19.487 28.13 19.073 c 27.413 18.658 27.167 17.741 27.581 17.024 c 27.995 16.306 28.913 16.06 29.63 16.475 c 30.348 16.889 30.593 17.806 30.179 18.524 c s 21.679 31.524 m 21.265 32.241 20.348 32.487 19.63 32.073 c 18.913 31.658 18.667 30.741 19.081 30.024 c 19.495 29.306 20.413 29.06 21.13 29.475 c 21.848 29.889 22.093 30.806 21.679 31.524 c s 37.914 33.399 m 37.5 34.116 36.583 34.362 35.865 33.948 c 35.148 33.533 34.902 32.616 35.316 31.899 c 35.73 31.181 36.648 30.935 37.365 31.35 c 38.083 31.764 38.328 32.681 37.914 33.399 c s 28.929 45.024 m 28.515 45.741 27.598 45.987 26.88 45.573 c 26.163 45.158 25.917 44.241 26.331 43.524 c 26.745 42.806 27.663 42.56 28.38 42.975 c 29.098 43.389 29.343 44.306 28.929 45.024 c s 12.429 45.524 m 12.015 46.241 11.098 46.487 10.38 46.073 c 9.663 45.658 9.417 44.741 9.831 44.024 c 10.245 43.306 11.163 43.06 11.88 43.475 c 12.598 43.889 12.843 44.806 12.429 45.524 c s 44.49 45.6 m 44.075 46.317 43.158 46.563 42.441 46.149 c 41.723 45.734 41.477 44.817 41.891 44.1 c 42.306 43.382 43.223 43.136 43.941 43.55 c 44.658 43.965 44.904 44.882 44.49 45.6 c s 12.679 18.524 m 12.265 19.241 11.348 19.487 10.63 19.073 c 9.913 18.658 9.667 17.741 10.081 17.024 c 10.495 16.306 11.413 16.06 12.13 16.475 c 12.848 16.889 13.093 17.806 12.679 18.524 c s 21.179 5.774 m 20.765 6.491 19.848 6.737 19.13 6.323 c 18.413 5.908 18.167 4.991 18.581 4.274 c 18.995 3.557 19.913 3.311 20.63 3.725 c 21.348 4.139 21.593 5.056 21.179 5.774 c s 38.929 5.274 m 38.515 5.991 37.598 6.237 36.88 5.823 c 36.163 5.408 35.917 4.491 36.331 3.774 c 36.745 3.057 37.663 2.811 38.38 3.225 c 39.098 3.639 39.343 4.556 38.929 5.274 c s 43.865 18.1 m 44.694 18.1 45.365 17.429 45.365 16.6 c 45.365 15.772 44.694 15.1 43.865 15.1 c 43.037 15.1 42.365 15.772 42.365 16.6 c 42.365 17.429 43.037 18.1 43.865 18.1 c s 51.13 4.6 m 50.302 4.6 49.63 3.928 49.63 3.1 c 49.63 2.272 50.302 1.6 51.13 1.6 c 51.959 1.6 52.63 2.272 52.63 3.1 c 52.63 3.928 51.959 4.6 51.13 4.6 c s 52.163 31.649 m 51.748 32.366 50.831 32.612 50.114 32.198 c 49.396 31.783 49.15 30.866 49.565 30.149 c 49.979 29.431 50.896 29.185 51.614 29.6 c 52.331 30.014 52.577 30.931 52.163 31.649 c s 51.85 51.35 m 51.021 51.35 50.35 50.678 50.35 49.85 c 50.35 49.021 51.021 48.35 51.85 48.35 c 52.678 48.35 53.35 49.021 53.35 49.85 c 53.35 50.678 52.678 51.35 51.85 51.35 c s 49.85 23.1 m 50.679 23.1 51.35 22.428 51.35 21.6 c 51.35 20.771 50.679 20.1 49.85 20.1 c 49.022 20.1 48.35 20.771 48.35 21.6 c 48.35 22.428 49.022 23.1 49.85 23.1 c s 5.13 38.85 m 4.302 38.85 3.63 39.521 3.63 40.35 c 3.63 41.178 4.302 41.85 5.13 41.85 c 5.959 41.85 6.63 41.178 6.63 40.35 c 6.63 39.521 5.959 38.85 5.13 38.85 c s 5.115 11.349 m 5.943 11.349 6.615 12.021 6.615 12.849 c 6.615 13.678 5.943 14.349 5.115 14.349 c 4.286 14.349 3.615 13.678 3.615 12.849 c 3.615 12.021 4.286 11.349 5.115 11.349 c s 4.38 4.6 m 3.552 4.6 2.88 3.928 2.88 3.1 c 2.88 2.272 3.552 1.6 4.38 1.6 c 5.209 1.6 5.88 2.272 5.88 3.1 c 5.88 3.928 5.209 4.6 4.38 4.6 c s 5.413 31.649 m 4.998 32.366 4.081 32.612 3.364 32.198 c 2.646 31.783 2.4 30.866 2.815 30.149 c 3.229 29.431 4.146 29.185 4.864 29.6 c 5.581 30.014 5.827 30.931 5.413 31.649 c s 5.1 51.35 m 4.271 51.35 3.6 50.678 3.6 49.85 c 3.6 49.021 4.271 48.35 5.1 48.35 c 5.928 48.35 6.6 49.021 6.6 49.85 c 6.6 50.678 5.928 51.35 5.1 51.35 c s 3.1 23.1 m 3.929 23.1 4.6 22.428 4.6 21.6 c 4.6 20.771 3.929 20.1 3.1 20.1 c 2.272 20.1 1.6 20.771 1.6 21.6 c 1.6 22.428 2.272 23.1 3.1 23.1 c s 21.194 59.775 m 20.78 60.492 19.863 60.738 19.145 60.324 c 18.428 59.909 18.182 58.992 18.596 58.275 c 19.01 57.558 19.928 57.312 20.645 57.726 c 21.363 58.14 21.608 59.057 21.194 59.775 c s 38.944 59.275 m 38.53 59.992 37.613 60.238 36.895 59.824 c 36.178 59.409 35.932 58.492 36.346 57.775 c 36.76 57.058 37.678 56.812 38.395 57.226 c 39.113 57.64 39.358 58.557 38.944 59.275 c s 51.145 58.601 m 50.317 58.601 49.645 57.929 49.645 57.101 c 49.645 56.273 50.317 55.601 51.145 55.601 c 51.974 55.601 52.645 56.273 52.645 57.101 c 52.645 57.929 51.974 58.601 51.145 58.601 c s 4.395 58.601 m 3.567 58.601 2.895 57.929 2.895 57.101 c 2.895 56.273 3.567 55.601 4.395 55.601 c 5.224 55.601 5.895 56.273 5.895 57.101 c 5.895 57.929 5.224 58.601 4.395 58.601 c s %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Rope.side) (Rope.side) 1 4.6 60.9998 33.3999 [ %AI3_Tile (0 O 0 R 0 0 0 1 k 0 0 0 1 K ) @ ( %AI6_BeginPatternLayer 800 Ar 1 J 1 j 0.6 w 4 M []0 d %AI3_Note: 0 D 0 XR 24.9999 7 m 15.6521 4.663 8.125 8.6981 1 14.1407 C S 36.9999 7 m 22.3477 3.337 12.168 15.3276 1 23.859 C S 48.9999 7 m 29.3464 2.0866 17.7386 25.3332 1 30.6213 C S 1 30.9999 m 24.9999 36.9999 36.9999 1 60.9998 7 C S 13 30.9999 m 32.6534 35.9133 44.2611 12.6667 60.9998 7.3786 C S 24.9999 30.9999 m 39.652 34.6629 49.8317 22.6722 60.9998 14.1407 C S 36.9999 30.9999 m 46.3476 33.3369 53.8749 29.3018 60.9998 23.859 C S 48.9999 30.9999 m 53.3464 32.0865 57.2978 31.7908 60.9998 30.6213 C S 13 7 m 8.6535 5.9134 4.7019 6.2091 1 7.3786 C S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Scales) (Scales) 1.6 9.3475 48.088 55.8355 [ %AI3_Tile (0 O 0 R 1 g 1 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 1.6 9.3475 m 1.6 55.8355 L 48.088 55.8355 L 48.088 9.3475 L 1.6 9.3475 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 g 0 G ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 17.0956 9.3475 m 12.8162 9.3475 9.3475 5.8787 9.3475 1.6 C 9.3475 5.8787 5.8787 9.3475 1.6 9.3475 C 1.6 13.6262 5.0687 17.095 9.3475 17.095 c 13.6268 17.095 17.0956 13.6262 17.0956 9.3475 C s 32.5918 9.3475 m 28.3125 9.3475 24.8437 5.8787 24.8437 1.6 C 24.8437 5.8787 21.3743 9.3475 17.0956 9.3475 C 17.0956 13.6262 20.5644 17.095 24.8437 17.095 c 29.1224 17.095 32.5918 13.6262 32.5918 9.3475 C s 48.088 9.3475 m 43.8087 9.3475 40.3399 5.8787 40.3399 1.6 C 40.3399 5.8787 36.8705 9.3475 32.5918 9.3475 C 32.5918 13.6262 36.0606 17.095 40.3399 17.095 c 44.6186 17.095 48.088 13.6262 48.088 9.3475 C s 17.0956 40.3393 m 12.8162 40.3393 9.3475 36.8699 9.3475 32.5912 C 9.3475 36.8699 5.8787 40.3393 1.6 40.3393 C 1.6 44.6181 5.0687 48.0874 9.3475 48.0874 c 13.6268 48.0874 17.0956 44.6181 17.0956 40.3393 C s 17.0956 24.8431 m 12.8162 24.8431 9.3475 21.3743 9.3475 17.095 C 9.3475 21.3743 5.8787 24.8431 1.6 24.8431 C 1.6 29.1218 5.0687 32.5912 9.3475 32.5912 c 13.6268 32.5912 17.0956 29.1218 17.0956 24.8431 C s 32.5918 24.8431 m 28.3125 24.8431 24.8437 21.3743 24.8437 17.095 C 24.8437 21.3743 21.3743 24.8431 17.0956 24.8431 C 17.0956 29.1218 20.5644 32.5912 24.8437 32.5912 c 29.1224 32.5912 32.5918 29.1218 32.5918 24.8431 C s 48.088 24.8431 m 43.8087 24.8431 40.3399 21.3743 40.3399 17.095 C 40.3399 21.3743 36.8705 24.8431 32.5918 24.8431 C 32.5918 29.1218 36.0606 32.5912 40.3399 32.5912 c 44.6186 32.5912 48.088 29.1218 48.088 24.8431 C s 32.5918 40.3393 m 28.3125 40.3393 24.8437 36.8699 24.8437 32.5912 C 24.8437 36.8699 21.3743 40.3393 17.0956 40.3393 C 17.0956 44.6181 20.5644 48.0874 24.8437 48.0874 c 29.1224 48.0874 32.5918 44.6181 32.5918 40.3393 C s 48.088 40.3393 m 43.8087 40.3393 40.3399 36.8699 40.3399 32.5912 C 40.3399 36.8699 36.8705 40.3393 32.5918 40.3393 C 32.5918 44.6181 36.0606 48.0874 40.3399 48.0874 c 44.6186 48.0874 48.088 44.6181 48.088 40.3393 C s 17.0956 55.8355 m 12.8162 55.8355 9.3475 52.3662 9.3475 48.0874 C 9.3475 52.3662 5.8787 55.8355 1.6 55.8355 C 1.6 60.1143 5.0687 63.5836 9.3475 63.5836 c 13.6268 63.5836 17.0956 60.1143 17.0956 55.8355 C s 32.5918 55.8355 m 28.3125 55.8355 24.8437 52.3662 24.8437 48.0874 C 24.8437 52.3662 21.3743 55.8355 17.0956 55.8355 C 17.0956 60.1143 20.5644 63.5836 24.8437 63.5836 c 29.1224 63.5836 32.5918 60.1143 32.5918 55.8355 C s 48.088 55.8355 m 43.8087 55.8355 40.3399 52.3662 40.3399 48.0874 C 40.3399 52.3662 36.8705 55.8355 32.5918 55.8355 C 32.5918 60.1143 36.0606 63.5836 40.3399 63.5836 c 44.6186 63.5836 48.088 60.1143 48.088 55.8355 C s %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (SolidStar.side) (SolidStar.side) 1 1 33.0117 33.0117 [ %AI3_Tile (0 O 0 R 0.05 0.2 0.95 0 k 0.05 0.2 0.95 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 7.9689 26.0458 m 14.5331 22.9874 l 17.0095 29.7904 L 19.4859 22.9874 l 26.0473 26.0458 l 22.9889 19.4815 l 29.792 17.0052 l 22.9889 14.5288 l 26.0473 7.9674 l 19.4859 11.0257 l 17.0095 4.2226 l 14.5305 11.0257 l 7.9689 7.9674 l 11.0273 14.5288 l 4.2242 17.0052 l 11.0273 19.4843 L 7.9689 26.0458 l f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Stars) (Stars) 1 1 63.384 84.766 [ %AI3_Tile (0 O 0 R 1 0.9 0.1 0 k 1 0.9 0.1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.3 w 4 M []0 d %AI3_Note: 0 D 0 XR 1 1 m 1 84.766 L 63.384 84.766 L 63.384 1 L 1 1 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0.25 1 0 k 0 0.25 1 0 K ) @ ( %AI6_BeginPatternLayer *u 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 37.668 67.113 m 43.924 62.567 L 41.535 55.213 L 47.791 59.757 L 54.046 55.212 L 51.657 62.566 L 57.914 67.112 L 50.18 67.112 L 47.791 74.467 L 45.402 67.113 L 37.668 67.113 L f 16.596 59.757 m 22.851 55.212 L 20.462 62.566 L 26.719 67.112 L 18.985 67.112 L 16.596 74.467 L 14.207 67.113 L 6.473 67.113 L 12.729 62.567 L 10.34 55.213 L 16.596 59.757 L f 20.462 20.683 m 26.719 25.229 L 18.985 25.229 L 16.596 32.584 L 14.207 25.23 L 6.473 25.23 L 12.729 20.684 L 10.34 13.33 L 16.596 17.874 L 22.851 13.329 L 20.462 20.683 L f 38.447 34.271 m 36.058 41.625 L 42.315 46.171 L 34.581 46.171 L 32.192 53.526 L 29.803 46.172 L 22.069 46.172 L 28.325 41.626 L 25.936 34.272 L 32.192 38.816 L 38.447 34.271 L f 51.657 20.683 m 57.914 25.229 L 50.18 25.229 L 47.791 32.584 L 45.402 25.23 L 37.668 25.23 L 43.924 20.684 L 41.535 13.33 L 47.791 17.874 L 54.046 13.329 L 51.657 20.683 L f *U 1 XR 34.581 4.288 m 32.192 11.643 L 29.803 4.289 L 22.069 4.289 L 26.5962 1 L 37.7885 1 L 42.315 4.288 L 34.581 4.288 L f 53.261 4.289 m 57.7882 1 L 63.384 1 L 63.384 11.643 L 60.995 4.289 L 53.261 4.289 L f 4.866 41.625 m 11.123 46.171 L 3.389 46.171 L 1 53.526 L 1 38.816 L 7.255 34.271 L 4.866 41.625 L f 36.058 41.625 m 42.315 46.171 L 34.581 46.171 L 32.192 53.526 L 29.803 46.172 L 22.069 46.172 L 28.325 41.626 L 25.936 34.272 L 32.192 38.816 L 38.447 34.271 L 36.058 41.625 L f 53.261 46.172 m 59.517 41.626 L 57.128 34.272 L 63.384 38.816 L 63.384 53.526 L 60.995 46.172 L 53.261 46.172 L f 4.866 83.508 m 6.5974 84.766 L 1 84.766 L 1 80.699 L 7.255 76.154 L 4.866 83.508 L f 25.936 76.155 m 32.192 80.699 L 38.447 76.154 L 36.058 83.508 L 37.7895 84.766 L 26.5951 84.766 L 28.325 83.509 L 25.936 76.155 L f 22.851 55.212 m 20.462 62.566 L 26.719 67.112 L 18.985 67.112 L 16.596 74.467 L 14.207 67.113 L 6.473 67.113 L 12.729 62.567 L 10.34 55.213 L 16.596 59.757 L 22.851 55.212 L f 41.535 55.213 m 47.791 59.757 L 54.046 55.212 L 51.657 62.566 L 57.914 67.112 L 50.18 67.112 L 47.791 74.467 L 45.402 67.113 L 37.668 67.113 L 43.924 62.567 L 41.535 55.213 L f 50.18 25.229 m 47.791 32.584 L 45.402 25.23 L 37.668 25.23 L 43.924 20.684 L 41.535 13.33 L 47.791 17.874 L 54.046 13.329 L 51.657 20.683 L 57.914 25.229 L 50.18 25.229 L f 18.985 25.229 m 16.596 32.584 L 14.207 25.23 L 6.473 25.23 L 12.729 20.684 L 10.34 13.33 L 16.596 17.874 L 22.851 13.329 L 20.462 20.683 L 26.719 25.229 L 18.985 25.229 L f 3.388 4.289 m 1 11.643 L 1 1 L 6.5948 1 L 11.122 4.289 L 3.388 4.289 L f 57.128 76.154 m 63.384 80.699 L 63.384 84.766 L 57.7855 84.766 L 59.517 83.508 L 57.128 76.154 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Stripes) (Stripes) 8.45 4.6001 80.45 76.6001 [ %AI3_Tile (0 O 0 R 1 0.07 1 0 k 1 0.07 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 3.6 w 4 M []0 d %AI3_Note: 0 D 0 XR 8.2 8.2 m 80.7 8.2 L S 8.2 22.6001 m 80.7 22.6001 L S 8.2 37.0002 m 80.7 37.0002 L S 8.2 51.4 m 80.7 51.4 L S 8.2 65.8001 m 80.7 65.8001 L S 8.2 15.4 m 80.7 15.4 L S 8.2 29.8001 m 80.7 29.8001 L S 8.2 44.2 m 80.7 44.2 L S 8.2 58.6001 m 80.7 58.6001 L S 8.2 73.0002 m 80.7 73.0002 L S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (TriBevel.outer) (TriBevel.outer) 1 1.0004 31.6124 31.6127 [ %AI3_Tile (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6118 5.4917 m 27.1221 5.4917 L 27.1205 1.0011 L 27.8031 1.0011 L 27.8031 4.8091 L 31.6118 4.8091 L 31.6118 5.4917 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.2 k 0 0 0 0.2 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6149 9.5062 m 23.1111 9.5062 L 23.1111 1.0015 L 27.1205 1.0015 L 27.1205 5.493 L 31.6144 5.493 L 31.6149 9.5062 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6124 10.485 m 22.1297 10.485 L 22.1292 1.0015 L 23.1084 1.0015 L 23.1084 9.5049 L 31.6124 9.5049 L 31.6124 10.485 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6129 17.2066 m 15.4064 17.2085 L 15.4064 1 L 22.1301 1 L 22.1301 10.4868 L 31.6129 10.4868 L 31.6129 17.2066 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6149 18.3658 m 14.2517 18.3658 L 14.2515 1.0009 L 15.4043 1.0009 L 15.4043 17.2093 L 31.6149 17.2093 L 31.6149 18.3658 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 31.6124 30.4755 m 2.1395 30.4755 L 2.1395 1.0015 L 14.249 1 L 14.249 18.366 L 31.6149 18.366 L 31.6124 30.4755 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.6 k 0 0 0 0.6 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 15.4066 16.847 m 14.2778 18.3257 l 15.4066 17.2057 l 15.4066 16.847 l f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 23.1095 9.1906 m 22.1759 10.4392 l 23.1082 9.505 l 23.1095 9.1906 l f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 27.8039 4.6026 m 27.1619 5.4533 l 27.8029 4.8093 l 27.8039 4.6026 l f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (TriBevel.side) (TriBevel.side) 1.0006 1 29.0006 31.6124 [ %AI3_Tile (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29 4.8087 m 29 4.8087 L 29.0026 5.4927 L 1.0026 5.4927 L 1 4.8087 L 1 4.8087 L 29 4.8087 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.2 k 0 0 0 0.2 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0026 5.4927 m 29.0005 9.5045 L 1.0005 9.5045 L 1.0026 5.4927 L 29.0026 5.4927 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0005 9.5045 m 29.0011 10.4865 L 1.0011 10.4865 L 1.0005 9.5045 L 29.0005 9.5045 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.3 k 0 0 0 0.3 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0011 10.4865 m 29.003 17.209 L 1.003 17.209 L 1.0011 10.4865 L 29.0011 10.4865 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.5 k 0 0 0 0.5 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.003 17.209 m 29.0031 18.3656 L 1.0031 18.3656 L 1.003 17.209 L 29.003 17.209 L f %AI6_EndPatternLayer ) & (0 O 0 R 0 0 0 0.4 k 0 0 0 0.4 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 0 D 0 XR 29.0031 18.3656 m 29.0006 30.4752 L 1.0006 30.4752 L 1.0031 18.3656 L 29.0031 18.3656 L f %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Waves-scroll) (Waves-scroll) 17.926 10.516 68.663 69.012 [ %AI3_Tile (0 O 0 R 1 0 0.3 0 k 1 0 0.3 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 1 w 4 M []0 d %AI3_Note: 1 D 0 XR 17.926 69.012 m 17.926 10.516 L 68.663 10.516 L 68.663 69.012 L 17.926 69.012 L f %AI6_EndPatternLayer ) & (0 O 0 R 0.55 0 0 0 k 0.55 0 0 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 0.75 w 4 M []0 d %AI3_Note: 0 D 0 XR 65.335 70.465 m 65.881 68.746 67.444 68.168 68.663 69.012 C 67.538 69.668 68.011 71.255 69.686 70.933 c 72.124 70.464 71.894 67.213 70.53 65.589 c 68.561 63.245 64.565 60.995 53.241 71.117 C S 39.964 70.465 m 40.511 68.746 42.074 68.168 43.293 69.012 C 42.168 69.668 42.64 71.255 44.316 70.933 c 46.753 70.464 46.524 67.213 45.16 65.589 c 43.191 63.245 39.195 60.995 27.87 71.117 c S 14.594 70.465 m 15.141 68.746 16.704 68.168 17.923 69.012 C 16.798 69.668 17.27 71.255 18.945 70.933 c 21.382 70.464 21.153 67.213 19.789 65.589 c 17.821 63.245 13.825 60.995 2.5 71.117 c S 10.959 51.619 m 22.282 41.497 26.278 43.747 28.247 46.09 c 29.611 47.715 29.841 50.965 27.403 51.434 c 25.728 51.757 25.255 50.169 26.38 49.513 C 25.161 48.669 23.599 49.248 23.052 50.966 c 22.723 51.997 23.38 53.966 24.872 54.903 c 27.267 56.406 31.371 56.05 36.328 51.619 c 47.653 41.497 51.649 43.746 53.618 46.09 c 54.982 47.715 55.212 50.965 52.774 51.434 c 51.099 51.757 50.626 50.169 51.751 49.513 C 50.532 48.669 48.97 49.248 48.423 50.966 c 48.094 51.997 48.751 53.966 50.243 54.903 c 52.638 56.406 56.742 56.05 61.699 51.619 C 73.024 41.497 77.02 43.747 78.988 46.09 c S 70.156 32.12 m 65.199 36.551 61.095 36.907 58.7 35.404 c 57.208 34.468 56.552 32.499 56.88 31.468 c 57.427 29.749 58.99 29.171 60.208 30.015 C 59.083 30.671 59.556 32.258 61.231 31.936 c 63.669 31.467 63.439 28.216 62.075 26.592 c 60.106 24.248 56.11 21.998 44.786 32.12 C 39.829 36.551 35.725 36.907 33.33 35.404 c 31.838 34.468 31.182 32.499 31.51 31.468 c 32.056 29.749 33.619 29.171 34.838 30.015 C 33.713 30.671 34.186 32.258 35.861 31.936 c 38.299 31.467 38.069 28.216 36.705 26.592 c 34.737 24.248 30.74 21.998 19.415 32.12 c 14.458 36.551 10.354 36.907 7.96 35.404 c S 19.792 7.094 m 21.157 8.719 21.386 11.968 18.949 12.437 c 17.274 12.76 16.801 11.172 17.926 10.516 C 16.708 9.673 15.145 10.252 14.598 11.969 c 14.27 13 14.926 14.969 16.418 15.906 c 18.812 17.409 22.916 17.053 27.874 12.622 c 39.199 2.5 43.195 4.75 45.163 7.094 c 46.528 8.719 46.757 11.968 44.32 12.437 c 42.644 12.76 42.172 11.172 43.297 10.516 C 42.078 9.673 40.515 10.252 39.968 11.969 c 39.64 13 40.297 14.969 41.788 15.906 c 44.183 17.409 48.287 17.053 53.245 12.622 C 64.569 2.5 68.565 4.75 70.534 7.094 c 71.898 8.719 72.127 11.968 69.69 12.437 c 68.014 12.76 67.542 11.172 68.667 10.516 C 67.448 9.673 65.885 10.252 65.338 11.969 c 65.011 13 65.667 14.969 67.159 15.906 c 69.553 17.409 73.657 17.053 78.615 12.622 c S %AI6_EndPatternLayer ) & ] E %AI3_EndPattern %AI3_BeginPattern: (Yellow Stripe) (Yellow Stripe) 8.4499 4.6 80.4499 76.6 [ %AI3_Tile (0 O 0 R 0 0.4 1 0 k 0 0.4 1 0 K ) @ ( %AI6_BeginPatternLayer 800 Ar 0 J 0 j 3.6 w 4 M []0 d %AI3_Note: 0 D 0 XR 8.1999 8.1999 m 80.6999 8.1999 L S 8.1999 22.6 m 80.6999 22.6 L S 8.1999 37.0001 m 80.6999 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92.8999 194.1001 92.2002 195.3999 C 91.7998 195.2998 90.8999 195.7002 91 194.7998 C 91.2998 193.6001 91.2002 193.7998 90.7998 193 C 89 192.3999 87.7998 196 86.6001 193.2002 C 85.2002 192.6001 84.3999 194 82.8999 194 C 83.1001 193.1001 82 193.1001 81.3999 193 C 80.8999 193.1001 80.2002 193.2998 79.6001 193.6001 C 79 193.7998 78.6001 194.7002 77.7998 194.5 C 77.7002 193.7002 77.2002 193.2002 77.5 192.3999 C 76.3999 192.1001 75.2998 192.2002 74.2002 193.2002 C 72.8999 193.2002 73.6001 191.2002 72.3999 191.3999 C 71.7998 191 71.2002 191.5 70.3999 191.8999 C 69.7002 192.2002 69.2998 191.3999 69.2002 190.8999 C 68.5 190.3999 67.1001 189.5 65.8999 190.2998 C 65.6001 190.6001 L 64.2998 187.7998 60.6001 190 58.6001 187.7002 C 58.2998 186.2002 56.8999 187.8999 55.7998 187.6001 C 52.8999 186.1001 51.6001 182 48 183.1001 C 47.7998 182.7998 L 47.6001 182.8999 L 42.1001 178.6001 36.1001 175.5 30.7998 171.2002 C 30.7998 171.6001 L 32.2002 172.7002 33.1001 174.2002 34.3999 175 C 35.2002 175.7998 36.7998 176.7002 37.7002 177.7998 C 37.7002 177.7002 L 38.3999 178.1001 39.3999 179.6001 40.2998 180 C 40.3999 179.8999 L 42 181.3999 44.8999 182.5 46.6001 184.1001 C 47.7002 184.3999 48.6001 185.2998 49.6001 185.6001 C 49.5 186.1001 50.1001 186.2998 50.3999 186.2002 C 50.2998 186.3999 L 52.3999 187.7998 55.2998 188.7998 56.8999 190 C 57.2002 189.7002 57.7002 189.8999 58 190.2002 C 58.5 190.5 59.5 191.1001 60.3999 191 C 61.3999 192.6001 63.5 192.3999 64.8999 193.1001 C 64.8999 193.2998 L 65.6001 193.2998 L 65.6001 193.6001 L 67.8999 194.1001 69.8999 194.8999 72.2002 195.3999 C 72.6001 195.7002 L 77.1001 196.3999 81.1001 197.7998 85.3999 198.3999 C 85.8999 198.3999 86.2998 198 86.6001 198.6001 C 86.6001 198.5 L 90.6001 198.7998 94 199.2998 98.2002 199.3999 C 99.2002 199 100.7002 199.2998 101.7998 199.2002 C f 151.8999 193.7002 m 151.6001 192.6001 152.5 193.2998 152.5 192.5 C 152.2998 190.7002 152.3999 189.3999 153.6001 187.8999 C 153.7998 187.7002 L 154 187.5 155.3999 187.6001 155.8999 187.6001 C 161.2002 188.8999 167 187.8999 171.7002 188.5 C 171.7002 188.3999 L 173.6001 188 176.5 189.2002 178.1001 187.6001 C 178.2998 187.7998 L 179 186.8999 179.5 185.7998 179 184.7998 C 179.2998 183 179.2002 181.8999 179.2002 180.2002 C 179.2998 179.6001 178.7002 178.5 179.2998 178 C 179.6001 177.5 178.6001 177.1001 179.2998 176.6001 C 178.7002 175.6001 178.7998 174.5 179.2002 173.2998 C 179 173.2998 L 178.7002 171 179 169 178.8999 166.2998 C 178.5 166 177.7998 165 176.8999 165 C 176 165.2998 174.5 165.2002 174.3999 166.2998 C 174.5 167.1001 174.1001 168.2002 173.8999 168.7002 C 173.7998 170.5 174 172.6001 173.7998 174.6001 C 173.8999 174.6001 L 173.8999 181.2002 L 170.7002 183.7998 166.5 182.2998 163 182.5 C 161.2998 180.5 160.6001 176.3999 161.2998 173.6001 C 161.6001 173.5 L 160.5 173.1001 161.7998 172.7002 161.6001 172 C 162 169.7998 161.7002 168.7998 161.6001 166.3999 C 160.8999 165.7002 160.2002 165.1001 159.2002 164.6001 C 158.2002 164.7998 156.7002 165.3999 156.1001 166.7002 C 156.2998 167.3999 155.8999 168.1001 155.5 168.5 C 155.6001 170.1001 155.3999 172.1001 156 173.6001 C 155.5 174.2002 156.6001 174.8999 155.7998 175.2002 C 156.1001 175.7002 L 156.1001 180.3999 L 155.2998 181.2998 155.3999 182.3999 154 182.8999 C 152.5 183.5 151.1001 182.7002 149.5 182.6001 C 147.6001 182.7002 145.8999 183.3999 144.3999 182.2002 C 141.6001 179.5 142.8999 174.6001 143.2998 171.6001 C 143.2002 169.5 143.7998 167 142.2002 165.3999 C 141.3999 164.7002 140.2998 164.5 139.3999 164.6001 C 138 165.2002 139.6001 166.6001 138.2002 167.3999 C 138.2002 167.7998 139 168.2002 138.2002 168.5 C 138.3999 170.7998 138.5 173.3999 138 175.3999 C 138.2002 175.3999 L 138.2998 176.2998 138.2002 176.2002 138.1001 177.1001 C 138 177.1001 L 138.6001 178 137.2998 178.6001 137.7998 179.7998 C 137.3999 179.8999 L 137.5 179.8999 L 137.2002 180.6001 137.2002 181.5 136.7002 182.2002 C 133.5 181.7002 127 184.1001 125.5 179.2002 C 125.7002 177.8999 125.2002 175.6001 125.5 173.7998 C 125.3999 171.2002 125.2998 167.8999 125.2002 166.2002 C 125.2998 166.2998 L 125 166.6001 125.6001 164.7998 124.3999 165 C 123.5 164.5 121.8999 164.5 121 165 C 120.3999 166.1001 120.7998 168 120 169 C 120.2998 172.6001 119.3999 175.6001 120.3999 178.8999 C 120 178.7998 L 120.2002 179.7002 119.7998 180.2002 120.5 181.2002 C 120.5 183.3999 120.5 183.6001 120.5 186 C 121 186.6001 121.3999 186.2002 121.7998 187.1001 C 121.7998 187 L 122.5 188.5 123.8999 187 125.2002 187.1001 C 131.2002 187.8999 136.7002 187.2998 142.1001 187.8999 C 143.5 188.2002 144.8999 187.6001 146.2998 188.2998 C 146.3999 189.2002 146.6001 190.1001 146.8999 190.6001 C 146.7002 190.6001 147.2002 192.2002 147 192.6001 C 147.3999 193.3999 147.8999 194.2002 148.8999 194.7998 C 150.1001 195.2002 151.2998 194.1001 151.8999 193.7002 C f 87.7002 185.2998 m 88.2998 184.7002 88.2998 184 88.1001 183.3999 C 87.6001 181.1001 L 87.7998 180.7998 87.6001 180 87.7002 179.6001 C 87.6001 179.7998 L 87 178.3999 87.2002 177.1001 87 175.7998 C 86.7002 174.8999 87.2998 174 86.6001 173.2002 C 86.8999 171.7998 86.6001 170.5 86.8999 169.3999 C 87.2998 168.8999 87 167.5 87.5 166.8999 C 87.7998 166.5 88.7998 166.5 88.8999 167.3999 C 88.8999 168.6001 L 89.1001 168.5 89.2002 168.7002 89.2998 168.7998 C 89 169.1001 L 89.6001 169.1001 88.8999 170 89.2002 170.3999 C 88.7998 170.7998 L 89.7998 170.7998 88.8999 171.6001 89.2998 172.1001 C 89 172.2998 L 89.7002 172.7002 89.2002 173.5 89.8999 173.8999 C 89.6001 174.5 L 89.7998 174.3999 89.7998 174.5 89.8999 174.6001 C 89.3999 176 90.6001 177.8999 90.7002 179.2998 C 91.1001 180.8999 92.2998 183.1001 92.5 184.2998 C 93.1001 185 L 93.5 184.7002 L 93.2998 182 92.8999 178.7998 92.8999 176.2002 C 92.3999 174.5 92.7002 173.3999 93.1001 172 C 93.3999 172 L 93 171.6001 L 93.8999 171.1001 93.5 172 94.1001 172.2998 C 93.3999 173.1001 95.1001 173.3999 94.3999 174.2002 C 94.3999 174.1001 94.5 174.1001 94.6001 174 C 94.5 174.7002 95.7002 175.7002 95.2998 177 C 96.3999 177.1001 94.8999 178.5 96.2002 178.6001 C 96.3999 179.8999 L 96.6001 179.6001 L 96.7002 181.1001 97.2998 181.7998 98 183.1001 C 97.6001 183.7002 98.5 184 98.5 184.3999 C 99 184.3999 L 99.1001 182.5 98.8999 180.8999 98.8999 179.2998 C 98.2998 177.5 98.7998 174.8999 98.2002 173.2002 C 98.5 172.6001 98.7998 172.2998 99.6001 172.2998 C 99.8999 173.5 100.5 174.2998 100.3999 175.2998 C 101.2998 175.8999 101.2002 177.6001 101.5 178.2998 C 101.7002 178.5 102 178.2998 102.1001 178.6001 C 101.7998 179.3999 102.7002 180.7002 103.2002 181.3999 C 102.8999 182.3999 103.7998 182.5 103.7998 183.2002 C 103.7998 181.7002 104.7998 180.6001 103.7998 179.3999 C 104.1001 177.2998 103.2998 175.7002 104.2998 173.7998 C 104.6001 174 105 174.1001 104.8999 174.6001 C 104.8999 174.3999 105.2002 174.3999 105.2002 174.6001 C 105.3999 175 105.2998 175.6001 105.3999 176 C 105.5 175.8999 L 105.8999 176.2002 105.7002 177.2998 106 178 C 106.2002 177.8999 106.3999 178.1001 106.2998 178.2998 C 106.3999 178.6001 107.1001 179.2002 107 179.5 C 107.2002 179.3999 L 107.2002 180.1001 108.2998 180.1001 108.2002 181.1001 C 108.6001 181.7002 L 108.7998 181.3999 109 180.7002 109.3999 180.1001 C 108.7002 180 109.3999 179.2998 108.7998 179.2998 C 109 177.2998 107.6001 175.1001 108.7002 173.7998 C 108.3999 173.5 108.8999 173.2002 109.1001 173 C 109.7998 173.7002 110.6001 175 111.1001 176 C 111 176.7002 111.7998 177.2002 111.7002 177.7998 C 112.2998 177.7998 L 112.6001 179.5 L 112.6001 179.2998 L 112.8999 179.3999 113 180.1001 113.3999 180.6001 C 113.3999 180.5 L 113.7998 180.8999 114.5 180.2002 114.2002 179.7998 C 113.6001 178.3999 113.5 176.7998 113 175.2998 C 113.1001 174.3999 113.1001 173.6001 112.6001 172.8999 C 113.3999 172.2002 L 113.7002 172.5 114.2002 172.8999 113.8999 173.2998 C 115 173.3999 114.5 174.1001 115.2998 174.7998 C 115.3999 175.2002 116.2002 175.6001 116.2002 176.3999 C 116.5 172.2998 115.8999 168.2998 116.2998 164 C 116 163.7998 L 113.2998 165.8999 109 165.7002 105.5 165.7002 C 98 163.1001 91.5 155.5 82.8999 159.1001 C 80.2002 161.8999 77.6001 167.5 72.5 165.7002 C 65.2998 163.8999 58.5 157.2002 50.8999 154.7002 C 46.8999 153.7998 43.2998 151.8999 39.5 151.7998 C 35.6001 152.5 30.3999 152.8999 28 149.6001 C 27.6001 148 26.5 145.8999 26.7998 144.1001 C 25.8999 141.5 24.3999 139.5 22 139.1001 C 17.2002 137.2002 13.6001 133.3999 9.2002 130.7002 C 9 131 9.2998 131.7002 8.7998 131.8999 C 9.5 132.7998 L 9.7998 133 9.5 134.2002 10.3999 134.3999 C 10.1001 134.7998 L 10.8999 135 12.2998 134.7002 12.6001 135.7998 C 12.5 138.1001 L 12.6001 138.1001 L 12.6001 138.3999 L 13 138.3999 L 12.5 139 13.1001 138.2002 13.2002 139.1001 C 13.5 139.7998 12.5 140.7002 13.7002 141 C 14.2998 140.6001 14.7002 140.7998 15.5 141 C 16.1001 141.3999 15.7998 142.8999 15.7002 143.2998 C 14.7002 144 16 144.2998 16.2998 145.1001 C 17 144.7998 16.8999 143.7002 17.7998 144.2002 C 17.7998 144.1001 17.7002 143.8999 17.8999 143.8999 C 18.1001 144.2002 18.7998 144.5 18.7002 145.2002 C 18.5 146.3999 18.2002 147.8999 19.1001 148.7002 C 19.6001 147.8999 20.5 147.7002 20.6001 146.8999 C 21 146.8999 L 21.2002 149 L 21.3999 148.8999 L 21.3999 150.1001 21 149.3999 21.7998 150.5 C 21.3999 151.1001 L 21.7002 150.8999 21.7002 151.2998 21.7998 151.3999 C 21.6001 151.7998 21.6001 152.2002 21.7002 152.6001 C 21.7998 151.2998 22.7998 151.6001 23.2002 150.5 C 23.6001 150.3999 24.5 150.3999 24.5 151.2002 C 25.2002 151.8999 24.1001 152.7002 24.5 153.6001 C 24.1001 154 L 24.2002 154 L 24.3999 155.8999 L 25 155.6001 25.7998 153.1001 27 153.7002 C 27.2998 154.2998 27.1001 155.2002 27.3999 155.7998 C 26.8999 156.7002 27.2998 157.5 27.1001 158.7998 C 27.3999 158.2998 L 27.6001 158.5 L 28 158 L 27.7998 157.8999 L 29 156.5 L 28.8999 156.3999 L 29.3999 155.8999 L 30.2998 157 29.7002 159.3999 29.8999 160.8999 C 31.2998 159 L 31.3999 159.1001 L 31.2002 158.5 32.3999 158.2002 32.6001 157.7002 C 33.3999 158.2998 L 32.8999 158.7998 33.2998 161.1001 32.5 161.6001 C 32.8999 162.5 32.1001 162.6001 32 163.3999 C 32.2002 163.2998 L 32.3999 163.5 32.2002 163.8999 32.2998 164.2002 C 32 164.2002 L 32 164.8999 L 32.3999 164.2998 L 32.6001 164.7998 L 32.6001 163.2998 33.8999 163.7002 34.1001 162.3999 C 34.2002 162.5 L 34.5 161.1001 35.3999 160.3999 35.8999 159.1001 C 35.8999 158.5 36.2998 157.8999 36.7998 157.7998 C 37.8999 158.3999 37.2998 159.7998 37.2998 160.8999 C 37.2998 161.5 L 37.2002 161.3999 L 36.6001 161.7998 37.5 163.6001 36.3999 164 C 36.3999 167.2998 L 36.6001 166.7998 36.5 166.6001 36.7002 166.1001 C 36.8999 166.1001 36.7998 166.2998 36.7998 166.3999 C 38.7998 163.8999 39.2002 160.8999 42 159.1001 C 42.5 160.2002 41.7998 162.3999 41.3999 163.7998 C 41.2002 163.7002 41.2998 163.3999 41.2998 163.2002 C 41.7002 164.7002 40.5 165.5 40.6001 167 C 40.1001 167.2002 40.5 167.5 40.6001 167.7998 C 40 168.2002 40 169.2998 40.1001 169.8999 C 41.3999 170.3999 41 168.2002 41.8999 168.1001 C 42 167.2998 42.3999 166.7998 43 166.3999 C 43.2998 166.2002 42.3999 165.2002 43.3999 165.3999 C 43.1001 165 43.7998 164.7998 43.7998 164.5 C 44 164.5 L 44.2002 163.7002 45.5 161.7998 46.2002 161.5 C 46.2002 160.8999 46.7998 160.6001 47.2998 160.2998 C 47.8999 160.7998 47.5 161.7998 47.7998 162.1001 C 47.2002 162.3999 47.7998 162.7998 47.3999 163.2002 C 47.5 163.2002 L 47.2002 164.1001 46.6001 164.2998 47 165.3999 C 46 165.2002 47 166.2998 46.2002 166.7002 C 46.2998 167.3999 45.3999 168.8999 45 169.7002 C 44.7002 170.7998 45.2998 172.1001 44.8999 173 C 45.2002 173.1001 45.3999 173.3999 45.6001 173.6001 C 45.7998 173 L 46.1001 173.2998 L 45.7998 172.2998 47.1001 172 46.7998 171 C 47.5 170.1001 47.7002 169.3999 48.5 168.1001 C 48.1001 167.5 49.3999 167.2998 49.2998 167 C 49.3999 167.2002 49.3999 165.3999 49.8999 166.1001 C 50.7002 165.1001 50.7998 163.2002 52.1001 162.7002 C 52.6001 162.7002 52.6001 163.7002 52.6001 164 C 51.6001 165.5 52.3999 167.7002 51.5 169.3999 C 51.3999 170.6001 50.7002 172.2998 51.1001 173.2002 C 50.8999 173.3999 L 51.2998 173.8999 50.6001 175.1001 51 175.8999 C 52.6001 175.8999 52.6001 173.7002 53.7998 172.6001 C 53.7998 171.7002 53.8999 170.1001 55 169.2998 C 54.6001 169 55 168.7002 55.1001 168.3999 C 55.3999 168.2998 55.2998 167.3999 55.7998 167.2998 C 55.8999 166.8999 56 166.1001 56.8999 166.1001 C 57.1001 166.2998 57.7002 166.2998 57.5 166.7998 C 57.6001 166.7998 57.7002 166.7002 Y 58.1001 167 57.7998 167.2998 57.6001 167.5 C 57.7002 167.5 L 57.6001 167.8999 L 57.7002 167.8999 57.7998 167.7998 Y 57.7998 168.5 L 57.5 168.5 L 57.6001 168.1001 57.8999 169.2002 57.5 169.2998 C 57.5 169.7002 57.3999 170 57.2002 170.2998 C 57.3999 170.2002 L 57.1001 170.7002 57.5 171.1001 56.8999 171.6001 C 57 171.6001 L 57.5 173.3999 55.6001 175.2002 56.6001 177.1001 C 56.6001 177.8999 56.2002 178 56.5 178.7998 C 58.2002 179.5 57.7002 177.1001 58.2998 176.2998 C 58.3999 176.3999 L 58.7002 175.8999 58.7998 175 59.2002 174.7998 C 59.6001 174.2002 58.2002 173.5 59.3999 173 C 59.5 173.2002 L 59.5 172.6001 60.7002 171.7998 60.5 171 C 60.8999 170.8999 60.7002 170.2002 61 169.8999 C 61.7998 169.1001 L 62.2998 169.2002 62.2002 169.7002 62.2998 170 C 61.8999 170.5 62.3999 170.8999 62.2002 171.5 C 62.2998 171.5 L 62.3999 172.1001 62.1001 173.1001 62.3999 173.8999 C 62 174.2002 L 62.8999 176.2002 61.7998 178.3999 62.2998 180.6001 C 62.7998 180.1001 62.8999 181.1001 63.3999 181 C 63.7002 179.3999 64.2002 178.2998 64.2998 176.6001 C 64.3999 176.7998 L 64.2002 175.6001 65.2002 174.2998 65.2998 172.8999 C 65.6001 172.8999 L 65.5 172.2998 65.7002 171.8999 65.8999 171.3999 C 66.2998 171.1001 67 171.6001 66.7002 172.1001 C 67 171.7998 L 67.2998 172.8999 67.2998 175.1001 67 176.2998 C 67.3999 177.3999 67.2002 178.7998 67.1001 180.1001 C 67.2002 180.1001 67.3999 180.1001 67.3999 180.2002 C 67.1001 180.5 67.8999 180.2998 67.7002 180.7998 C 67.7002 181.3999 L 67.8999 181.3999 68 181.7002 68.2002 181.7998 C 68.2002 182 67.6001 182.3999 68.2002 182.3999 C 69.1001 182 68.7002 180.5 69.5 179.5 C 69.3999 177 70.1001 175.6001 70.2002 173.2002 C 70.2998 173.1001 70.3999 173.2002 70.3999 173.2998 C 70.2998 173.2998 70.6001 172.7998 70.8999 172.6001 C 71.7002 172.6001 71.1001 172.6001 71.6001 172.3999 C 72.1001 173 72.1001 173.5 72.1001 174.2002 C 72.3999 174 L 72.6001 174.2002 L 72.2002 175 72.7998 176.3999 72.6001 177 C 73.1001 178.2998 72.7998 179.1001 73.6001 180.2002 C 73.2002 180.2002 L 73.6001 181 73.2002 182.5 74.2002 183 C 74.2002 183.7998 L 74.5 184.2002 74.8999 183.6001 75.2002 184 C 75.1001 182.2002 75.8999 180.2998 75.7002 178.3999 C 75.7002 178.6001 75.7998 178.7998 75.6001 178.8999 C 75 177.2002 76.1001 175.7002 76.1001 174 C 76.3999 173.7998 76.7002 173.6001 76.7998 173.2002 C 77.5 173.3999 77.2998 173.8999 77.5 174.6001 C 77.7002 174.6001 77.8999 174.5 78 174.7002 C 77.5 174.7998 77.8999 175.6001 78.1001 175.8999 C 77.8999 176 77.8999 176.2998 78.1001 176.3999 C 78.3999 177.3999 78.6001 178.2998 78.5 179.3999 C 78.6001 179.2998 L 79.2998 180.7002 79 181.7002 79.7998 182.7998 C 80 183.6001 80.7002 184.2998 80.7998 184.8999 C 81.1001 181 80.6001 176.7002 81 172.8999 C 81.1001 173 81.1001 173.1001 81.2002 173 C 81.1001 172.6001 81.2002 172.5 81.2002 172 C 81.1001 172.1001 81 172.1001 V 80.5 171.7002 81.3999 171.7002 81.2002 171.3999 C 81.1001 170.8999 81.3999 170.3999 81.5 169.8999 C 81.7998 169.7998 L 81.3999 169.6001 L 82.2002 168.7002 L 82 168.5 L 82.1001 168.3999 82.1001 168.2002 82.2998 168.2002 C 83.1001 168.6001 82.2998 169 82.8999 169.2998 C 83.2002 170.7998 83.3999 171.3999 83.5 172.6001 C 83.7998 173.6001 84.1001 174.3999 84.1001 175.3999 C 83.7002 176.1001 84.8999 176.5 84.5 177.3999 C 84.7998 178.7998 85.7998 180 85.7002 181.3999 C 85.7998 181.2998 L 86.1001 181.7002 86.2002 182.3999 86.2998 182.7998 C 86.5 183.3999 87.2998 184.1001 87.1001 185.2998 C 87.3999 184.8999 L 87.7002 185.2998 L f 106.2002 162.7002 m 106.2998 159.5 105.3999 156.8999 106.7998 154.2998 C 108.5 153.1001 107.7002 155.6001 108.3999 156 C 108 156 L 108.3999 156.5 L 108.7002 157.2002 107.5 158.2002 108.2002 159 C 107.8999 160.7998 108.1001 161.7998 109.6001 162.7998 C 109.8999 159.7002 110.3999 158 110.5 154.7002 C 110.7998 154.7002 L 110.7002 154.1001 110.7002 153.2002 111.2002 152.8999 C 111.7998 152.7002 111.1001 151.8999 111.7998 151.8999 C 112.2002 152.2998 L 112 152.2998 112.1001 152.5 112.1001 152.6001 C 112.2002 152.5 L 112.2998 152.7998 113.1001 153.1001 112.3999 153.5 C 112.7998 153.5 L 112.7002 155.2002 113.5 157 113.2998 158.7998 C 113.7998 160.6001 L 113.3999 160.6001 L 114 161.2002 L 114.3999 160.3999 115.2998 160.7002 115.3999 160 C 115.7998 159.5 116.2998 158.7002 116.2998 158 C 116 156.7002 117 155.2002 116.2002 154 C 115.8999 150.7002 116.7998 148.8999 116 146 C 111.1001 148.7998 106 147.3999 101.2998 145.1001 C 96.2002 143.1001 92.1001 139.5 86.8999 140.3999 C 84.3999 140.2002 82.6001 141.8999 80.6001 143.2002 C 79.6001 144.3999 78.2998 146.7002 76.2002 146 C 72.1001 145.3999 70.6001 141.3999 67.6001 139.3999 C 67.3999 139 L 65.7998 136.8999 62.7998 135.2998 60.7002 134.2002 C 60.6001 134.2998 L 58.7002 133.2002 55.6001 132.1001 53.2998 131 C 52.6001 130.2998 50.2998 129.6001 49.6001 128.2998 C 47.8999 126.7002 46.7002 123.7998 47.3999 121.6001 C 46.5 119.6001 48.7002 118.8999 47.2998 117.2002 C 45.7002 113.7002 40.8999 112 38.2998 109.7002 C 36.1001 108.7998 34.7998 107.2998 33.7002 105.7002 C 33.8999 106.7002 32.7998 107.7002 33.7002 108.3999 C 33.7002 109 L 33.7998 109 34 109 34.1001 108.7998 C 33.7998 110.7998 36.3999 109.3999 35.7998 111.5 C 35.8999 111.5 L 35.8999 112.8999 L 36.8999 113.2002 38 113.1001 37.6001 114.3999 C 36.7002 114.6001 37.2998 115.8999 36.3999 116 C 36.2002 116.5 36.7002 116.6001 36.7998 116.8999 C 37.6001 117.2998 39.1001 115.7002 39.1001 117.2002 C 40 117.5 38.8999 118 39.1001 118.8999 C 38.7998 120.1001 L 39 119.8999 L 39.1001 120.5 L 40.1001 120.2998 40.7002 118.2998 41.6001 119.3999 C 41.3999 120 L 41.8999 120.1001 41.5 120.3999 41.7998 120.6001 C 40.8999 121 41.5 123.2998 40.8999 124.1001 C 40.7002 124.1001 L 40.7002 123.8999 41.3999 124.2998 41.2002 124.7002 C 41.8999 124.6001 42.6001 122.6001 43.6001 122.7998 C 42.7998 122.7998 44 124.3999 43.1001 124.7998 C 43 125 43.2002 125 43.2998 125.2002 C 43.2002 125.3999 43 125.2002 42.7998 125.2998 C 43.2002 126.7002 42.1001 127.2998 42.7998 128.6001 C 43.1001 128.6001 43.2998 128.7002 43.3999 128.8999 C 43.7002 128.6001 L 43.8999 129.1001 43.8999 128.7002 44.2998 128.6001 C 44.6001 128 44.2998 127.1001 45.2002 126.7998 C 45.1001 126.2998 45.7002 126.2002 46 126.1001 C 46.6001 126.1001 46.2998 126.7998 46.7002 127.1001 C 46.6001 127.5 45.7998 127.7002 46.3999 128 C 46.1001 129 46 130.6001 45.6001 131.3999 C 46.1001 131.6001 L 45.7002 131.8999 45.7002 132.7002 46.1001 133 C 46.7998 133.2998 47.6001 132.1001 48.2002 133.1001 C 48.1001 133.7002 48.3999 134.3999 48.5 134.8999 C 48.5 135.1001 48.3999 134.6001 48.6001 134.6001 C 48.6001 135.2002 49 136 48.3999 136.2998 C 48.5 136.2002 48.6001 136.2002 V 48.7002 136.2998 48.7002 136.3999 48.7002 136.6001 C 49.7002 136.2002 50.2002 135.1001 50.7998 134 C 51.2002 134.2002 L 51.2002 134 51.2998 134 51.3999 133.8999 C 51.8999 134.2002 51.7998 135.1001 52.1001 135.6001 C 51.6001 136.5 52.3999 136.8999 51.5 137.3999 C 52 138.7002 51.5 139.3999 51.5 140.6001 C 52.2002 140.7002 52.7998 140 52.7998 139.2998 C 53.2002 139.3999 L 53.1001 139.1001 53.3999 138.8999 53.2998 138.6001 C 53.6001 138 54.1001 138.7998 54.5 138.3999 C 55.2998 140.2998 54.5 140.7002 54.1001 142.3999 C 54.6001 142.5 54.1001 143.3999 54.7998 143.2998 C 54.7002 143.2002 L 55.5 142.2002 56.2998 141 56.7998 140 C 57.1001 140.2998 57.6001 139.2998 58 140 C 58 141.7002 57.8999 141.2998 58.1001 142.7002 C 58.2002 142.7002 L 57.7998 143.1001 58.5 143.8999 57.7998 144.3999 C 57.8999 144 58.7002 145.3999 58.1001 145.6001 C 58.1001 146 58.7998 145.7998 59 145.7002 C 59.1001 144.7002 60.1001 144.5 60 143.5 C 60.6001 143.2998 60.1001 141.2002 61.3999 142.2998 C 61.8999 143.6001 61.2998 144.7998 61.7002 146.3999 C 61.6001 146.3999 L 61.8999 147.3999 61.7002 148.2998 61.7998 149.7998 C 63.5 148.6001 63.2002 147.2998 64.3999 145.7998 C 65.2002 145.8999 64.8999 146.7002 65.2998 147.1001 C 65.2998 147.5 64.6001 148.2998 65 148.7002 C 64.6001 149 65 149.2998 65.2002 149.6001 C 65.2002 151.2998 L 65.2998 151.2998 65.3999 151.5 65.5 151.6001 C 65.6001 151.7002 65.3999 151.7998 65.2998 151.8999 C 65.5 152.2002 L 65.8999 151.3999 67.2998 150.7998 67 149.6001 C 67.6001 148.8999 67.7002 147.5 68.5 146.6001 C 68.7002 146.6001 68.8999 146.2002 69.1001 146.5 C 69.1001 146.7998 L 69.5 146.5 68.8999 145.8999 69.6001 146.2002 C 69.7002 146.6001 L 69.7998 146.5 L 69.7002 147.5 70.8999 147.8999 70.3999 148.8999 C 70 149.6001 L 70.1001 149.7998 70.6001 149.7002 70.3999 150.1001 C 70 149.6001 70.2998 150.6001 70.1001 150.7002 C 70.2002 150.6001 L 70.2998 150.7002 70.2998 150.7002 70.2998 150.7998 C 69.3999 151.2002 69.8999 152.8999 70.1001 153.7998 C 70.2002 154.1001 70.3999 154.2998 70.2998 154.7002 C 71.3999 154.7002 70.7998 153 71.7998 153 C 72.1001 152 72 150 73.2998 149.5 C 74.1001 150.1001 73.2998 151.2998 74 151.8999 C 73.7002 151.8999 L 74.5 152.5 74 153.7002 74.2002 154.7002 C 74.2998 154.6001 74.3999 154.7998 74.5 154.8999 C 74.5 155.2002 74.2002 155.1001 74.2002 155.3999 C 74.2002 155.7998 74.5 156 74.7998 156.3999 C 76 154.3999 75.2002 152.8999 76.7998 151.2002 C 77.7002 151.6001 77.5 151.8999 78 152.5 C 77.7998 154 77.6001 155.2998 78.2002 157 C 78.3999 156.7998 L 78.6001 157.2002 78.2998 157.6001 78.5 158 C 78.6001 157.2998 79.1001 157.1001 79.2002 156.5 C 79.6001 154.7998 79.6001 152.5 79.8999 150.7002 C 80 150.7998 L 80.7002 150.3999 79.7002 149.3999 80.8999 149.2998 C 81.3999 149.7002 81.2998 150.8999 81.2002 151.2002 C 81.3999 151.2002 81.6001 151.1001 81.7002 151.2998 C 81.3999 151.8999 L 82.2002 151.7002 81.7002 152.7002 81.7998 153.1001 C 82 153.1001 L 81.5 154.2998 82.5 154.8999 82.3999 156.2002 C 82.7002 155.7002 83.8999 154.8999 83.6001 153.6001 C 84.1001 153.1001 L 84.1001 149.5 L 84.5 149.5 L 84.7002 148.7002 84.2002 147.8999 85.1001 147.6001 C 85.2002 147.8999 85.7998 147.8999 85.6001 148.3999 C 85.8999 148.3999 L 86.2998 150.7998 85.6001 153.1001 86.5 155.2998 C 86.3999 155.3999 L 86.6001 155.6001 L 87.2998 154.7002 87.1001 153.7002 87.7998 153.1001 C 87.7998 151.2002 88.5 151.1001 88.3999 149.2998 C 89.2002 149.2998 88.8999 146.6001 90.1001 148.2998 C 90.1001 148.7002 L 90.3999 148.7002 L 90.7998 149.5 90 150.8999 90.7002 151.6001 C 90.5 151.7998 L 90.2998 151.7002 90.3999 151.6001 90.3999 151.3999 C 90 151.8999 90.7002 152.2002 90.7998 152.6001 C 90.5 153.8999 91.2998 155 91.6001 155.8999 C 92.2002 154.6001 92.2998 153.3999 92.3999 152 C 92.5 150.6001 93.1001 149.7002 93.5 148.2998 C 93.6001 148.3999 L 94.1001 147.6001 L 95.1001 148.2002 94.5 148.7002 94.7998 149.5 C 94.6001 150.2998 94.8999 151 94.7002 151.7998 C 94.7998 152.3999 95.3999 151.5 95.2998 152.2998 C 94.7002 152.5 95.3999 152.7998 95.2998 153.1001 C 95.6001 154.3999 96 155.7998 96.3999 157.2002 C 97 155.2002 97.3999 153.2002 97.8999 151.3999 C 98.1001 151.2002 98.5 151.2998 98.7998 151.2998 C 98.7998 152.2002 100.1001 153 99.5 154 C 99.5 155 L 99.6001 154.8999 L 99.6001 156 100.2998 157.2998 100.1001 158.6001 C 100.8999 159.1001 100.2998 159.7002 101 160.2998 C 101 160.3999 101.1001 160.5 101.2002 160.6001 C 102 159.7002 101.3999 158.2998 102.1001 157.3999 C 101.6001 157.1001 101.7998 156.3999 101.7998 155.7998 C 101.7998 155.6001 102 155.6001 102.1001 155.6001 C 102.1001 155.2002 102.2002 154.7998 102.5 154.3999 C 103 154.7998 103.3999 154.6001 103.7002 155.2998 C 103.3999 155.5 L 103.7002 155.5 L 103.7002 157.6001 L 103.7002 157.3999 103.8999 157.3999 104 157.3999 C 103.5 159 104.3999 160.1001 104.5 161.7998 C 104.7002 161.7002 104.8999 161.7998 104.8999 162 C 104.8999 162.3999 L 104.8999 162.2998 105 162.2002 105.1001 162.2002 C 104.6001 163 105.8999 162.7998 106.2002 162.7002 C f 172 159.6001 m 172.2998 159.7998 L 172.2998 159.7002 L 172.7998 159.7002 173.3999 159.7998 173.7998 159.3999 C 174.1001 159.3999 175.1001 159.7002 175.7002 159.6001 C 176.2998 159.7998 178.2998 160.2998 178 159 C 178.3999 158.7002 178.5 158.2998 178.3999 157.7998 C 178.7998 157.7998 L 179.5 154 179.5 150.3999 179.2998 146.2998 C 178.7998 145.2998 178.7002 143.5 179.2998 142.7002 C 179.5 142.7002 179 142.6001 178.8999 142.3999 C 178.8999 142.1001 179.5 141.6001 178.8999 141.5 C 179.5 140.2002 179.7002 138.6001 178.7998 137.3999 C 177.7002 136.2998 L 173.2002 136.8999 169.6001 135.7998 165.2002 136.2998 C 164.6001 136.6001 163.7998 138.6001 163.7002 139.7002 C 164.8999 141.2998 167.5 141.2998 170.2002 141.2002 C 171.3999 141 172.2998 141.1001 173.5 141.6001 C 173.8999 141.2998 174.2998 141.7998 174.6001 142.1001 C 174.6001 142.2002 L 174.7998 142.2002 L 174.7002 143.2998 175.7002 144.7998 174.1001 145.3999 C 171 146.2002 167.3999 144.7998 164.3999 146.3999 C 164.6001 146.5 164.5 146.7002 164.5 146.8999 C 163.7998 147.2002 164.3999 148.7002 164.2998 149.3999 C 164.7998 149.1001 164.7998 150 165.3999 149.8999 C 165.2002 150 L 167.8999 151.7998 171.2998 149.6001 174.3999 150.5 C 175.5 151 174.5 151.8999 175.6001 152.3999 C 175.2002 152.3999 L 175.5 152.7002 175.5 153.5 175 153.7002 C 172.3999 155.7998 167.7002 153.7002 165.2002 155.5 C 164.7002 156.2998 164.2998 157.3999 164.2002 158.5 C 164.5 158.2998 164.7002 159.2002 165 158.7998 C 166.3999 160.2998 169.2998 159.7002 171.1001 160 C 172 159.6001 L f 135.7002 157.1001 m 135.1001 153.6001 129.7998 154.8999 127.1001 154 C 126.2998 153.7998 124.2998 154 124.7002 152.5 C 123.8999 151.7002 125.1001 151.2998 125 150.3999 C 128.1001 149.2002 131.5 151.2002 133.8999 149.5 C 134.1001 149.2002 136.1001 148.2998 135.2002 147.1001 C 134.6001 147 134.6001 145.8999 133.6001 145.6001 C 130.7002 144.3999 127 146.6001 124.7998 143.5 C 124.2002 142.5 125.3999 141.7002 126 141.3999 C 127 141.2002 127.8999 140.6001 129 141 C 129 140.8999 L 130.6001 140.6001 133.2998 141 134.7998 140 C 134.5 139.3999 135.2998 139.7002 135.3999 139.2998 C 137 137 133.6001 136.7998 132.3999 136 C 129.6001 135.3999 126.2002 135.8999 123 136.1001 C 121.7998 135.8999 120.8999 137.1001 120.6001 138.2002 C 120.6001 139.3999 120.7002 140.5 120.1001 141.7002 C 120 141.6001 L 120.1001 143.7998 119.7998 144.8999 119.7998 147.6001 C 120.2002 147.5 L 120.2002 149.5 L 119.8999 148.8999 L 119.8999 150.3999 120.1001 152.2998 119.8999 153.7998 C 120.5 154.1001 120 154.8999 119.8999 155.3999 C 120.7002 155.2002 119.6001 156.1001 120.5 155.7998 C 119.8999 156.3999 120.7998 157.2998 121.1001 158.3999 C 121.2998 158.2002 L 121.3999 158.5 121.6001 158.7002 121.6001 159.1001 C 121.7002 159 L 122 159.6001 L 126.6001 157.5 132.1001 161 135.7002 157.1001 C f 49.8999 150.5 m 49.7998 150.6001 L 49.6001 148.6001 46.7998 147.1001 45.6001 145.6001 C 44 146.1001 41.7998 146.1001 40.2998 145.1001 C 40 144.1001 41.6001 144.7002 41.8999 144.2002 C 42.7998 143.8999 43.6001 143.5 44 142.7002 C 43.3999 142.2998 42.2002 142.2998 41.8999 141.7002 C 41.6001 142 L 39 140.8999 L 39.5 139.6001 42 140 41.3999 138.7002 C 40.2998 137.7998 38.8999 137.2998 38 136.2002 C 38.7002 135.7002 39.5 134.8999 39.3999 133.8999 C 39.3999 134 L 38.1001 133.2002 36.7002 132.7998 35.2002 131.7998 C 35.2998 130.8999 36.3999 131 36.6001 130.2002 C 36.2998 128.6001 32.5 128.1001 34.7998 126 C 34.2002 125.7998 34.6001 124.8999 33.7998 124.8999 C 34 124.7998 L 33.2002 123.7998 31.6001 123.6001 32.3999 121.7002 C 32.8999 121.3999 L 32.6001 121.1001 32.5 121.6001 32.2998 121.2002 C 30.6001 120.3999 30.6001 117.7002 30.5 115.8999 C 30 115.2998 30 114.6001 29.5 114 C 29.7998 112.5 28.3999 111.3999 28.8999 110.2002 C 27.8999 111.2998 28.3999 113.5 28.2002 115.3999 C 28 115.3999 28 115.6001 27.7998 115.7002 C 28.2002 115.7002 L 27.8999 116.3999 28 116.5 27.7998 117.2002 C 28 117.1001 L 28.2002 117.6001 28.3999 119.2002 28.2998 120.6001 C 28.6001 120.6001 L 28.6001 121.1001 L 28.2998 121.1001 L 28.6001 121.8999 L 28.7002 121.7998 L 28.8999 123.1001 28.7998 124.1001 28.7998 124.8999 C 29 124.8999 L 29.3999 125.2998 28.6001 125.5 29.2998 125.6001 C 29.7002 126.5 28.7998 127.7002 29.8999 128.2002 C 29.5 128.5 L 29.6001 128.3999 L 30.2002 129.1001 29.7998 130 30.5 130.7002 C 30.1001 131.2002 L 30.6001 131.2002 30.2998 131.8999 30.3999 132.2002 C 30.6001 132.2002 30.7002 132.3999 31 132.6001 C 30.6001 133.5 31.5 134.5 31.6001 135.5 C 31.8999 136.5 31.8999 136.3999 32 137.6001 C 33 137.3999 32.2002 138.7998 32.6001 139.1001 C 31.7998 140 33.7998 140.1001 33.1001 141 C 33.3999 141.2002 33.2998 142.3999 34.2002 142.6001 C 34.2002 143.2998 L 34.2998 143.2002 L 34.7998 143.5 34.3999 144.7998 35.3999 145.1001 C 34.8999 145.3999 35.3999 145.7998 35.3999 146.2002 C 35.5 146.1001 35.5 146 35.6001 146 C 35.5 147.3999 36.7998 148.5 38 149.5 C 38.7002 148.8999 39 150.1001 39.6001 149.3999 C 39.8999 149.5 40.8999 149.1001 41.3999 149.2998 C 44.2998 149.5 47.6001 150.1001 50 151.3999 C 50 151.1001 49.6001 150.7998 49.8999 150.5 C f *u 159.5 158.2998 m 159.8999 155.5 151.6001 151.8999 158.2002 150.6001 C 158.7998 150.5 158.8999 149.7998 159.3999 149.5 C 160.1001 149.2002 159.8999 147.3999 159.7998 146.6001 C 159.1001 145.2002 155.6001 144.7998 156.1001 142.2998 C 157 141.7002 158.6001 141.1001 159 139.7002 C 159.6001 139.6001 L 159.6001 138.2002 159.2998 137.2002 158 136.2998 C 155.5 137.1001 152.8999 138.3999 150.6001 139.7998 C 146.2998 140.7998 145.1001 134.8999 140.8999 136.7002 C 140.6001 137.2002 140.3999 137.7002 139.8999 137.8999 C 139.5 140 142.2998 141.2002 143.7998 142.3999 C 143.6001 144 141.7002 144.7002 140.7998 145.8999 C 140.2998 146.5 140 147.6001 140.2002 148.3999 C 140.2998 148.2998 L 140.5 148.3999 140.6001 148.7998 140.3999 148.8999 C 139.8999 149 140.5 149.2998 140.5 149.5 C 140.7998 149.7002 141.1001 149.3999 141 150 C 141.7998 149.7002 141.7998 150.8999 142.2998 151 C 142.6001 151.5 144 152.2998 143.7998 153 C 142.2002 154.6001 139.5 155.5 140.2002 158 C 143 159.7998 145.6001 157 147.7002 156.2002 C 148.1001 155.8999 148.8999 155.5 149.7998 155.5 C 151 156.1001 152.2998 156.3999 153.5 157.3999 C 153.3999 157.6001 L 154.3999 157.6001 154.7998 158.8999 156.3999 158.8999 C 156.8999 159.2998 157.7998 159.1001 158.3999 158.8999 C 158.7998 158.2998 158.7998 158.5 159.5 158.2998 C f 1 D 149 149.3999 m 147.6001 149.2002 147.7002 148.7002 146.7998 148 C 146.8999 147.1001 147.8999 146.7002 148.6001 146.5 C 149.8999 145.7002 151.2998 146.6001 152.7998 146.6001 C 152.6001 147 153 147.7002 152.8999 147.6001 C 152.7998 148.1001 152.7002 148.7002 152.2002 148.7998 C 151.2998 148.8999 150 149.7002 149 149.3999 C f *U 0 D 184.3999 145 m 184.8999 144.6001 185.2002 143.6001 185.7998 142.8999 C 186.7998 139.8999 189.1001 137.3999 189.2002 134.5 C 189.7002 133.7998 190.2998 132.6001 190.3999 131.5 C 190.7002 131.5 L 190.6001 129.8999 191.5 129.1001 191.5 127.2998 C 192.1001 125.7002 192.2998 123.2998 193 121.7998 C 193 119.5 194.1001 117.3999 193.7002 115.1001 C 194.2002 113.7998 194.1001 112.7998 194.2998 111.5 C 194.5 111.5 L 194.2002 105.2002 195.3999 100.2002 194.2002 93.7998 C 193.8999 90.6001 193.7002 88 193.3999 85 C 192.6001 84 193.2002 82.7998 192.7002 81.7998 C 192.3999 78.3999 191 74.5 190.2002 71 C 189.6001 70.7002 189.7998 69.7998 189.6001 69.5 C 188.8999 67.1001 187.6001 64.8999 187 62.2998 C 186 62.2002 186.7998 60.8999 186 60.7998 C 186.1001 60.5 185.8999 60.1001 185.6001 60.1001 C 184.2998 56.3999 182.2998 53.5 180.1001 50.2998 C 180.2002 49.7998 L 179.7002 49.7998 179.6001 49.2002 179.5 48.7998 C 178.1001 46.8999 176.5 44.8999 175.2002 43 C 175.2998 42.7998 L 173.2002 40.5 171.6001 38.5 169.3999 36 C 162.1001 28.2002 154.2998 21.5 144.6001 16.1001 C 129.8999 8.2998 113.3999 3.8999 97.1001 4.3999 C 96.7998 3.7998 96.5 4.7998 96.2002 4.3999 C 87.8999 3.7002 79.8999 6.7998 71.6001 8.7998 C 71.3999 8.5 L 69.6001 9.6001 67.2998 10 65.5 10.3999 C 55.7002 13.7002 45.5 19.1001 37.2998 26 C 37.2998 26.6001 36.3999 26.6001 36.3999 27.1001 C 33 29 31.2998 32.2998 28.7002 34.7998 C 28.8999 35.7002 28 34.8999 28.2998 35.6001 C 32.7998 32.2002 38.5 27.3999 43.7002 24.7998 C 47.2002 22.7002 51.1001 21 54.5 18.5 C 56.5 17.5 58.3999 15.2998 60.3999 13.8999 C 60.7998 13.3999 61.7002 14.2002 61.2998 14.6001 C 62.7998 15.7002 63.5 14.7998 64.7002 14 C 65.3999 13.2998 66.3999 11.2998 67.7998 11.7998 C 68.3999 13.3999 L 71.5 13.8999 72.3999 10.6001 74.5 9.6001 C 75 10.3999 74.2998 11.5 74.8999 12.1001 C 76.7998 11.7002 77.6001 10.7998 78.6001 9.1001 C 79.2998 9.6001 79.8999 10.1001 79.7998 10.8999 C 81.1001 10.7002 83.2002 9.7998 84 8.8999 C 84.5 9.5 84.6001 10 84.7002 10.7998 C 86.7002 10.6001 88.1001 8.3999 89.6001 8.3999 C 90.1001 10.7998 L 90.5 10.5 91.6001 9.8999 92.2002 10 C 93.6001 8.7998 94 7.2002 96.2002 7 C 97 8.7998 94.2002 9.6001 96.1001 11.2002 C 97.5 10.6001 98.5 9.6001 99.6001 8.6001 C 100.5 8.7998 100.1001 9.8999 100.1001 10.2998 C 99.7998 10.6001 99.2998 10.8999 99.6001 11.3999 C 101.2002 12 102.7002 10.1001 104.2998 8.8999 C 104.8999 8.7002 105.7002 8.5 106 9.2002 C 106 10.6001 104.7002 10.3999 104.2002 10.8999 C 104.2002 12.2002 105.2998 11.7998 106.1001 12.2002 C 106.5 11.7998 107.2002 11.6001 107.6001 11.5 C 108.7002 10.6001 L 109 10.8999 109.2002 10.2002 109.6001 10.2002 C 110.1001 9.7002 111.7002 8.2002 113 8.7998 C 112.3999 10.2002 111.3999 10.7002 110.5 11.8999 C 110.6001 12 L 110.2002 12.6001 L 111.5 12.6001 112.3999 13 113.7998 12 C 114.6001 11.7998 115.7002 11.6001 116.7998 11 C 117.2002 11.7998 116.6001 12.3999 116.2998 13.1001 C 115.7998 13.1001 L 115.8999 13.3999 115.6001 13.8999 115.2002 14 C 116.2002 14.2998 117.6001 14.6001 118.2998 13.8999 C 119.7998 13.7998 119.6001 13.8999 120.6001 13.2002 C 121.1001 13.2002 122 12.7002 122.6001 13.2002 C 121.8999 13.8999 121 14.7998 121 15.3999 C 121.2998 16.6001 123.1001 15.6001 124 15.7002 C 125.6001 15.1001 126.8999 13.3999 128.3999 14 C 127.7998 15.5 126.6001 16.2998 125.5 17.2998 C 127.5 18.1001 129.6001 16.8999 131 16 C 132.6001 16.2002 L 132.7002 18.1001 127.8999 19.1001 130.8999 20.6001 C 131.5 20.1001 132.7002 20.2002 133.3999 19.2998 C 134.6001 18.7998 136.1001 18 137.5 17.2002 C 137.7002 17.3999 138.1001 17.2002 138.2002 17.5 C 137.7998 19.3999 135.8999 20.2002 134.5 21.2002 C 134.6001 21.3999 L 134.6001 21.8999 133.8999 21.5 134.2002 22.2002 C 134.2002 22.1001 L 137.2002 22.1001 139.6001 19.7998 142.8999 20 C 142.6001 20.3999 L 142.7002 20.3999 142.8999 20.3999 142.8999 20.5 C 141.7002 22 139.5 22.7998 138.3999 24.7998 C 139.7998 25 L 139.7998 25.2002 L 141.7002 24.7998 143.7998 23 145.7002 23 C 146.1001 24.6001 143.7002 25.2998 142.8999 26.2002 C 142.6001 26.5 142.2002 26.7002 142.6001 27.2002 C 143.2998 27.5 L 145 26.7998 147.7002 26.3999 149.2998 25.8999 C 149.5 25.8999 150.2002 26.2998 149.7998 26.6001 C 148.2002 27.7002 146.2002 28.2002 145.7998 30 C 147.8999 29.7002 150.6001 28.7002 152.6001 28.6001 C 152.7998 28.7002 L 151.7002 30.7002 149.2998 30.5 148 31.8999 C 148.7998 32.6001 148.8999 32.2998 150 32.8999 C 150.5 32.7002 151.3999 32.2002 152.2002 32 C 154 32.3999 156.2002 30.8999 158.2998 31.8999 C 158.2998 32.1001 158.1001 32.2002 158 32.2998 C 157.7002 32.2002 L 157.8999 32.3999 L 156.2998 34.2002 152.2998 34.2002 151.7002 36.1001 C 152.7998 36 154.7998 35.8999 156 35.7998 C 157.6001 35.6001 159.2998 35 161 35.6001 C 161.2998 36.2998 160.6001 36 160.2998 36.3999 C 160 36.3999 L 160 36.7002 L 158.2002 37.3999 156.5 38.3999 155.2002 39.3999 C 158.6001 39.1001 162.1001 38.7998 165 38.7998 C 165.2002 39.6001 164.1001 39.8999 163.3999 40.1001 C 161.7002 40.7998 159.7002 41.2002 158.2998 42.3999 C 159.1001 42.7002 161 42.1001 161.5 42.7998 C 162.2002 42.3999 162.8999 42.3999 163.6001 42.7998 C 165.3999 42.5 167.2998 42.7002 169.1001 42.5 C 169.2998 42.7002 169.2002 43 169.2002 43.2998 C 168.7002 43.5 167.7998 44.5 166.6001 44.5 C 165.2002 45.1001 163.3999 45.2002 162 46.1001 C 161.7002 46.6001 162.2998 46.7002 161.7998 47.2002 C 163.8999 48 166.1001 46.5 168.2002 47 C 168.8999 46.6001 169.6001 47 170.3999 47.3999 C 168.8999 49.2998 166.5 48.3999 164.7998 50.2002 C 165.8999 50.6001 168.1001 51.1001 169.8999 50.5 C 170.2002 50.7002 170.3999 50.7998 170.6001 50.5 C 172.2998 50.2002 174.2998 50.3999 175.7998 50.2998 C 176.3999 50.6001 L 175.8999 51.3999 174.7002 52.1001 173.8999 51.7998 C 171.8999 53.1001 170 53.1001 167.6001 53.8999 C 167.2002 54.3999 167.7998 54.7002 168.1001 55.1001 C 171 55.5 174.1001 55.3999 177.2002 55.3999 C 177.8999 55.8999 177 56.5 176.7998 56.6001 C 175.2998 57.3999 172 56.8999 171 58.3999 C 170.3999 58.2998 170.5 59 170 59.2002 C 172.2998 60.2998 175 59.2998 177.3999 60.1001 C 177.2002 60.2002 L 177.7998 60.2002 178.2002 60.7002 178.7002 61 C 177 62.8999 174 61.3999 172.2002 63.3999 C 172.3999 63.8999 173.7998 63.6001 174.3999 63.7998 C 176.6001 64.2998 179.2998 64.1001 181.6001 65.2002 C 181.6001 66.1001 180.2002 66.2002 179.6001 66.3999 C 177.8999 66.7002 175.2998 66.2002 173.8999 66.7002 C 173.8999 67.1001 L 175.2998 67.2998 176.7998 68 177.7998 68 C 178 68.3999 178.8999 68.2998 179.3999 68.7998 C 180.8999 69 182.7002 69.1001 184.2002 69.6001 C 184.3999 70 L 182.7002 70.7998 181.3999 70.7998 179.3999 71.2998 C 178.2998 71.7998 177 71.2002 175.8999 71.3999 C 176.7998 73.7998 179.5 72.8999 181.2998 73.7998 C 182.3999 73.7998 183.1001 74.1001 183.6001 75 C 181.7998 77.1001 178.8999 74.5 177.2002 75.7998 C 176.7998 78.3999 181 77.2002 181.7998 78.6001 C 183.5 78.7998 185.2998 79.2998 186.7002 79.7998 C 187 80.2998 L 184.7002 81.1001 181.2002 81 178.7002 81 C 178.6001 81.6001 179.1001 82.2998 179.6001 82.7002 C 180.2002 82.7002 180.3999 83.1001 180.7998 83.2998 C 182.6001 84.2002 183.2002 83.7998 184.8999 85.1001 C 183.5 87.2002 181.2998 85.5 179.3999 85.3999 C 179.1001 86.3999 179.5 87.3999 180 88.2002 C 180.7002 88.2002 180.7002 88.7002 181.1001 89 C 183.7002 90.5 185.7998 91 188.5 92.2002 C 188.8999 92.7998 L 185.8999 94.7998 183.3999 91.3999 179.8999 92.3999 C 180.6001 92.7998 179.7998 93.5 180.2002 94.2002 C 181.6001 94.7998 183.2002 95.2998 184.2002 96.2002 C 184.8999 96.2998 185.7998 97.2002 186.6001 97.2998 C 188 97.5 189 98.6001 190.2998 99.1001 C 187.2002 100.7002 184.2998 97.7002 181 98 C 180.2998 99.5 180.7002 100.3999 182.2002 101 C 183.7002 101.7998 185.2002 102.6001 186.5 103.7002 C 186.5 103.6001 L 186.8999 103.2998 186.8999 103.8999 187.2002 104 C 187.2002 103.8999 L 188.1001 104.1001 188.2002 105.2998 189.6001 105.3999 C 189.7002 106 L 188.8999 106.2002 L 186 105.3999 183.3999 104.2998 180.5 103.8999 C 180.7998 104.6001 181.3999 105.3999 181.7998 105.5 C 182.3999 106.3999 183.6001 107.3999 185 107.5 C 185 108.1001 186 107.8999 186.3999 108.7998 C 185.7998 109.5 184.3999 108.8999 183.7002 109.7998 C 183.5 110.2998 184.6001 110.3999 184.2002 111.2002 C 184.7998 111.3999 184.8999 112.5 185.6001 112.6001 C 185.2002 112.8999 187.2002 114 185.3999 114.1001 C 184.1001 113.5 L 183.7998 114.7998 183.6001 116.1001 184.2002 117.3999 C 184.2998 117.2002 L 184.7998 117.8999 185.7002 117.7998 186.3999 118.7998 C 185.7998 119.3999 L 185.2998 119.2998 184.6001 119.1001 184.1001 119.2002 C 184.2998 121.5 184 123.3999 184.2998 125.8999 C 184 126.6001 184.5 127.6001 183.7998 128.2002 C 184.6001 128.7002 183.7002 129.2002 183.7998 129.7998 C 183.7002 129.7002 L 183.7998 130.7002 183.6001 132.1001 183.5 133.2998 C 183.2002 133.2998 L 183.5 133.8999 183.2002 134.6001 183.5 135 C 183.1001 135.2998 183.5 135.3999 183.2002 135.7002 C 183.5 136 L 183 136 L 183.2998 136.8999 182.8999 139.2002 183.2002 140.5 C 183.5 140.7998 L 182.8999 141.6001 183.6001 142.2998 183.1001 143.3999 C 183.7002 143.3999 183.5 144.7002 183.7002 145.1001 C 183 145.3999 183.7998 146.2002 183.6001 146.8999 C 183.7002 145.8999 184.2998 145.8999 184.3999 145 C f 131.8999 132.7998 m 132.8999 132.5 134.2002 132.7002 135.3999 132.7998 C 135.3999 132.7002 L 138.8999 132.2002 141.7998 132.7002 145.1001 132.5 C 145.6001 132.6001 L 145.6001 132.5 L 146.2998 132.5 147.8999 132.7002 149 132.3999 C 150 133.2998 151 132 151.8999 132.6001 C 154.7002 132.7998 157 132.2002 160 132.6001 C 160 132.5 L 165.2998 132.2002 172.7002 132.5 178 132.2002 C 178.2998 131.6001 179.2002 131.2002 179.5 130.6001 C 179.2998 126 179.8999 120.5 179 116.2998 C 179.2002 115.2998 179.2998 114.2998 179.3999 113.5 C 178.7002 112 180.5 109.7998 177.7998 109.2002 C 176.7998 109 176 109.3999 175.2002 109.8999 C 175.1001 110.7998 174.8999 112.1001 175 113.2002 C 175 114 174.3999 116.6001 175.1001 118 C 175.3999 119.7998 174.2002 120.8999 175 122.6001 C 173.8999 122.7998 174.6001 124 174.6001 124.6001 C 174.6001 125.8999 173.7998 127.1001 173.2998 128.5 C 171.1001 129.3999 169.6001 128.2002 167.5 128.6001 C 165.2998 129 162.2998 129.1001 160 128.5 C 150.3999 128.3999 142.1001 127.7998 132.2002 128 C 132 127.7998 L 130.3999 127.8999 127.5 128.1001 126.2002 127.2002 C 125.8999 126.2002 125.7998 125.7002 125.5 124.8999 C 125.7002 123.8999 125.2998 122.7998 125.7998 121.8999 C 125.5 121.6001 L 126 121.3999 L 125.7002 120.2002 126.1001 118.6001 125.6001 117.5 C 126 116.7998 L 125.7998 116.7998 125.7998 116.6001 125.6001 116.5 C 125.7002 114.7002 125.5 113.1001 125.3999 111.3999 C 124.5 110.7002 125.7998 108.1001 123.7998 108.6001 C 122.6001 108.3999 121.2998 108.8999 120.6001 109.7998 C 120.7002 110.7002 120.3999 111.7998 120.6001 112.7998 C 119.8999 113.1001 121 113.2998 120.6001 113.7998 C 120.3999 115.5 120.5 117.6001 120.5 119.5 C 120.7002 119.5 L 120.2002 119.7998 120.7002 120.2998 121 120.7002 C 120.6001 120.7998 121 121.3999 120.7002 121.7002 C 120.2998 121.3999 121.5 122.1001 120.7002 122.2998 C 120.7998 122.2002 120.8999 122.2998 121 122.3999 C 120.7002 122.6001 L 120.8999 122.6001 121 122.7998 121.1001 122.8999 C 120.6001 122.7998 121 123.7998 120.7002 124.1001 C 120.7998 124.1001 L 121 125.5 120.7998 125.7998 120.7998 127.7002 C 120.6001 128.2998 120.7002 128.2998 120.7998 129.1001 C 121 129.1001 L 120.7002 130.2002 L 121 130.2002 L 120.1001 130.5 121.6001 131.2002 121.1001 131.6001 C 121.8999 132.1001 122.3999 132.1001 V 122.6001 131.8999 L 123.2002 132.3999 124 131.7998 124.2998 132.6001 C 130.2002 132.7998 L 130.2002 132.7002 L 131.8999 133 L 131.8999 132.7998 L f *u 135.3999 123 m 135.7002 122.7998 L 135.2002 122.3999 L 135.6001 121.8999 L 135.5 122 L 135.2998 121.8999 135.3999 121.7002 135.3999 121.6001 C 135.3999 121.3999 135.6001 121.3999 135.7002 121.3999 C 135 119.3999 135.5 117.6001 135.2002 115.2998 C 135.2002 114.3999 135.7998 114 136.1001 113.3999 C 136.2002 113.5 L 137.3999 111.7002 140.8999 112.8999 142.8999 112.7002 C 144 112.6001 144.7002 113.3999 145.8999 112.7998 C 146.5 113.3999 148.2002 113 147.5 114.2002 C 145.2998 117.2002 141.2002 113.2002 139.7998 117.2002 C 139.5 118.2002 139.3999 119.1001 139.3999 120.2002 C 139.3999 120.1001 L 139.7998 119.7998 139.6001 120.5 139.7998 120.6001 C 139.3999 120.6001 L 140.3999 120.8999 139.6001 121.8999 140.2002 122.5 C 140.1001 122.3999 140.2002 122.2998 140.2998 122.2998 C 140.3999 122.2998 L 139.8999 122.7998 140.8999 123.1001 140.3999 123.6001 C 140.8999 123.3999 L 140.7998 123.8999 141 124.7998 141.6001 124.8999 C 147.6001 124.8999 152.7998 124.5 158.8999 124.7002 C 159.6001 123.6001 160.3999 122.7002 160.1001 121.1001 C 160.2002 120.7998 160.3999 120.2998 160.3999 120.1001 C 160.3999 120.2002 L 159.7002 118.6001 160.7998 115.8999 157.7002 115.6001 C 155.8999 115.2002 154 115.5 152.8999 114.1001 C 152.8999 112.7998 154.5 113.3999 154.8999 112.6001 C 157.6001 112.3999 161 112.3999 164.2002 112.6001 C 165.2998 113.6001 164.5 115.2998 165.2002 116.2002 C 164.7998 116.7998 165.3999 117.1001 165 118.1001 C 164.7998 118 164.7998 118.2002 164.6001 118.2998 C 164.7002 119.2002 165 121.1001 165.2002 121.8999 C 164.8999 122.2998 L 165.8999 122.7002 164.2998 124 165.7998 124.2002 C 165.7002 124.7998 166.7002 125.5 167.2002 125.7998 C 167.6001 125.7998 L 167.7998 125.3999 168.3999 125.2998 168.7998 124.8999 C 169.7002 123.7998 L 169.8999 121.3999 169.6001 118.1001 169.8999 115.2998 C 169.7002 115.1001 L 169.7002 109.1001 L 164 107.7998 158.8999 108.6001 153.2002 107.8999 C 151.8999 106.2002 152.5 103.5 150.5 102.3999 C 149.3999 102.2998 148.2998 102.7998 147.6001 103.3999 C 146.8999 104.3999 148.1001 105.3999 146.8999 106.2002 C 147 106.7002 147.1001 107.1001 146.8999 107.6001 C 145.3999 108.3999 L 141 108.6001 136.3999 107.8999 131.5 108.3999 C 130.7998 110.1001 131 111.2002 130.3999 112.7998 C 129.8999 113.2002 131 113.8999 130.2002 114.2002 C 130.2998 116.3999 129.7998 119 130.7002 120.7998 C 129.6001 120.7002 131.3999 121.5 130.3999 121.8999 C 130.1001 122.3999 131 122.2002 130.6001 122.6001 C 130 124 130.8999 125 132.1001 125.7998 C 132.7002 125.7002 133.6001 126.2002 134 125.5 C 134.5 124.7998 135.3999 124.2998 135.3999 123 C f 1 D 148.6001 121.1001 m 147 120.8999 145.2998 122.2002 144.1001 120.2002 C 143.6001 119.5 144.5 119.7002 144.7002 119.2002 C 147.7998 118.3999 152.1001 119 155.2998 119.2002 C 155.5 119.7998 L 155.2998 119.7998 L 155.2002 120.5 154.3999 120.6001 154.1001 121 C 152.2002 121.2002 150.6001 121.6001 148.6001 121.1001 C f *U 0 D 162.6001 105.7998 m 162.7998 105.1001 164 105.3999 164.2998 105.1001 C 165.7998 104 168.1001 102.1001 169.2998 100.6001 C 169.3999 99.8999 169.7002 98.7998 169.1001 98.7998 C 165.7002 100.3999 162.5 102.3999 159.7002 105 C 159.7002 105.1001 158.7998 105.1001 159.1001 105.5 C 160 105.7002 160.7002 105.6001 161.7998 105.6001 C 161.8999 106 L 162.2002 105.7998 162.2002 105.5 162.6001 105.7998 C f 144.3999 104.5 m 144.5 102.7002 145.6001 100.2998 147.2002 99.3999 C 147.7002 99 148.2998 99.2002 148.6001 98.5 C 150.2998 99.5 151.8999 98.7998 153.1001 97.7998 C 153.7002 96.3999 156.1001 95.1001 157.2998 94.6001 C 157.5 94.2998 157.3999 94 157.3999 93.7002 C 157.6001 93.6001 158.5 92.7002 158.5 91.7998 C 158.8999 91.8999 159.2002 91.2998 159.2002 91 C 159.3999 91.1001 L 162.2002 87.6001 165.1001 84.7998 165.7998 80.2002 C 165.3999 79.7002 165.6001 78.7002 165.3999 77.8999 C 163.8999 78.2002 164 80 162.7998 80.8999 C 160.5 84 157.6001 87 154.3999 89.7998 C 153.6001 90.7998 152 92.2002 150.7998 93.1001 C 150.6001 92.7998 150.1001 92.5 150.5 92.2002 C 150.3999 92 150.6001 91.8999 150.7002 91.7998 C 151 92 L 151.5 90.7998 152.2998 89.6001 153.1001 88.6001 C 155.3999 85 L 155.5 85.1001 L 156.8999 83.6001 157.8999 81.1001 159 79.8999 C 159.1001 78.1001 161 77.8999 160.8999 76.1001 C 161.2002 76.1001 L 161.5 75.2002 161.6001 74.1001 162.2002 73.3999 C 162.2998 72.3999 163 72.1001 163 71 C 163 70 162.2998 69.7998 161.8999 69.1001 C 159.3999 72.6001 L 159.5 72.7002 L 154.2002 80.7002 148.7998 87.7002 141.5 94 C 141 94 L 140.8999 94.2998 140.2002 94.8999 139.7002 95.2002 C 139.2998 96 138.1001 95.5 138.1001 96.6001 C 137.8999 96.6001 L 137.7998 100.3999 L 138.3999 101 L 138 101.2998 L 138.3999 101.2998 L 138.3999 102.3999 138.2002 103.1001 139 103.8999 C 138.7002 104.7002 140.2998 104.7002 141.1001 105 C 144.3999 104.5 L f 158.2998 101.2998 m 158.5 100.1001 159.7002 100.2002 160.3999 99.2002 C 163.2998 96.5 165.5 94.1001 168.1001 90.3999 C 167.7002 89.5 169 88 167.5 87.2002 C 166.6001 88.3999 164.7998 89.5 164.2002 90.7002 C 163.2002 91 162.7002 92.3999 161.6001 93 C 160.6001 93.6001 159.7002 95.2002 158.7998 95.8999 C 157.3999 97.5 155.2002 98.7998 154.2998 100.7002 C 155.2002 101.7998 L 155.1001 102 155.7002 102.6001 155.6001 103.2002 C 156.2998 102.7002 157.5 101.7998 158.2998 101.2998 C f 136.7998 93.7002 m 136.8999 93.8999 137.5 93.2998 138 93.5 C 138.5 92.7998 139.6001 93.2002 140.2002 92.3999 C 142.1001 91.2998 142.6001 90 144.7002 88.3999 C 144.7998 88.6001 L 145.2998 87.7998 L 145.3999 88 L 145.8999 87.3999 146.7998 86.3999 147.2002 85.7002 C 148.1001 85.8999 147.3999 83.8999 148.7998 84 C 148.6001 83.6001 149.1001 83 149.2998 83.2998 C 150 81.5 151.2998 81 151.7998 79.1001 C 152 79.1001 L 151.6001 78.6001 152.3999 78.7998 152.2002 78.2002 C 152.6001 78.2998 152.5 77.6001 152.8999 77.2002 C 153 77.2998 L 153.2998 75.7998 154.7002 74.2002 154.8999 72.6001 C 155.2002 72.6001 L 155.5 70 157.2002 67.7002 157.3999 65.6001 C 157.8999 65.2998 158.2002 64.7002 158 64.1001 C 158.3999 64.2002 L 159.5 62.3999 157.8999 60.8999 157.2998 59.7998 C 157.2002 59.7998 157.1001 60.1001 157 60 C 156.7002 59.7998 L 156.3999 60.6001 156.1001 61.5 155.6001 62.2002 C 155.1001 63.5 154.8999 66.1001 153.5 67.1001 C 152.1001 69.7998 151 72.2002 149 74.5 C 149.2002 74.5 149.2002 74.6001 149.2998 74.6001 C 147.6001 76.7002 146.5 79 145 80.2998 C 144.3999 79.6001 L 145 77.7998 146.2002 76 147 74.2998 C 146.7998 73 147.8999 72.7002 148.2002 71.2002 C 148.5 70.8999 148.1001 69.7998 148.7002 70 C 149.2002 68.1001 150 65.8999 150.7002 63.6001 C 151 63.6001 L 150.7002 62.1001 151.8999 61.5 151.7998 60.1001 C 152.8999 57.7998 152.3999 57 153.7002 54.7002 C 153.5 54.7002 152.2998 53.2998 151.7998 52.7002 C 150.8999 52.8999 151.7002 54.1001 150.7998 54.2002 C 151 54.2002 L 151 54.3999 150.7002 54.7998 150.6001 55 C 150.3999 55.6001 150.1001 57.1001 149.3999 57.7002 C 149.5 57.7002 L 149.2002 58.6001 148.5 59.7998 148.1001 60.6001 C 148.2998 61 147.7002 61.5 147.7998 61.8999 C 147.5 61.8999 L 147.7998 63 147 63.2002 146.7998 64.2998 C 146.5 64.2998 L 146.2998 65.2002 146 65.5 145.7998 66.6001 C 145.6001 67.1001 L 145.3999 67 145.3999 66.7998 145.3999 66.7002 C 145.2002 68.2998 143.8999 68.6001 143.5 70.2002 C 143 70.2002 L 142.7998 69.6001 142.8999 68.8999 142.8999 68.2998 C 143.2998 68.3999 L 143.7998 66.7998 143.6001 65 144.5 64 C 144.5 62.7998 144.8999 62.2002 145.1001 61 C 145.5 60.7998 145.2998 59.2002 146 58.8999 C 145.7998 58.3999 146.5 58.1001 146 57.5 C 147 54.8999 147.3999 50.8999 148.3999 48.2002 C 146.5 46.2998 L 145.3999 48.7998 144.5 51.3999 143.7998 53.6001 C 143.3999 54.7998 142.6001 55.7998 142.2998 57.3999 C 142.1001 57.3999 L 142.2002 57.6001 142.2998 58.1001 142.2002 58.2998 C 140.8999 58.6001 142.2002 60 141.1001 60.2002 C 141.2002 60.8999 140.5 61.7998 140.2998 62 C 140.5 62.2998 L 139.7998 62.5 140.3999 62.7998 139.7998 63.2002 C 139.6001 63.7002 139.2998 64.2002 138.7998 64.6001 C 138.7002 64.3999 L 138.7002 64.2998 138.7998 64.8999 138.6001 65 C 137.2998 65 138.3999 64.2002 138.1001 63.5 C 138.3999 63.2002 L 138.5 63.2998 138.5 63.5 138.5 63.6001 C 138.2998 62.7998 138.7002 62.6001 138.6001 61.7998 C 139.2998 61.5 139.2002 60.6001 139.1001 59.8999 C 139.7998 59.8999 139.6001 58 140 57.6001 C 140.2998 56.3999 140 55.2998 140.7998 54.3999 C 140.7002 52.2998 141.3999 51.1001 141.2002 49.2002 C 141.8999 47.2002 141.7998 44.7002 142.2002 42.6001 C 142.2002 42.2998 142.2998 41.6001 141.7002 41.3999 C 141.1001 41.2998 L 141.2002 41.5 141 41.6001 140.8999 41.7998 C 141 41.7998 L 140.7002 43.5 140.2002 44.7002 139.3999 46.2998 C 139.1001 46.7998 139.7998 47.7002 138.7998 47.8999 C 139.3999 49.1001 138.1001 50 138.1001 51.2002 C 137.7998 52.6001 L 137.6001 52.3999 L 137 54.5 135.8999 57.3999 135 59.2002 C 135.3999 59.8999 134.2002 60.1001 134.2998 60.7998 C 134.2002 60.7002 L 133.8999 61.2002 134.2002 61.7002 133.3999 61.7998 C 132.5 60.2998 134.2002 58.6001 133.7998 56.7998 C 134.2002 55.2002 134.7998 52.6001 135.1001 50.7998 C 135.5 50.5 135.1001 49.2002 135.7002 48.7998 C 135.6001 48.7998 L 136.1001 48 135.6001 46.5 136.2998 46 C 136.2002 46 L 136.7002 44.2002 136.2002 42 136.7002 40.7002 C 136.8999 40.7002 L 136.6001 39.7998 136.6001 40.1001 136.3999 39 C 136.3999 38.1001 136.1001 37.2998 135.3999 36.7002 C 134.2998 37.2002 134.8999 39.7002 134.2998 39.7002 C 134.3999 39.7002 L 134.1001 41.2998 133.6001 42.2998 133.3999 44.2998 C 133.1001 44.5 L 133.5 44.8999 132.7998 45.8999 133 46.3999 C 132.5 46.8999 132.8999 47 132.5 47.2998 C 132.7002 47.5 L 131.5 49.6001 131.2002 52.7002 129.7002 54.7002 C 128.5 52.7002 130.2998 48.8999 130.2998 46.6001 C 130.5 42.2998 131.5 38.7998 131 34.6001 C 130.8999 34.3999 130.7002 34.2998 130.7002 34.1001 C 130.7998 34 L 129.5 32.8999 L 129 33.7002 129.1001 34.7998 128.7998 35.3999 C 129.2002 36.1001 127.8999 37.2998 128.5 37.8999 C 128 38.6001 128 40.7002 128 41.3999 C 127.6001 41.6001 L 128.2998 42.1001 127.2002 42.2002 127.6001 42.7002 C 127.6001 43.3999 127.6001 44.2002 127.1001 44.5 C 127 45.1001 127.2998 45.8999 126.7998 46.2998 C 127.3999 46.7998 126.2002 47.2002 126.5 47.8999 C 126.7002 49.3999 125.7002 50.1001 125.5 51.5 C 125.3999 51.3999 125.3999 51.2002 125.3999 51.1001 C 125 51.7002 L 124.2002 51.7002 124.7002 51.1001 124.6001 50.5 C 124.6001 50.3999 124.7998 50.3999 124.8999 50.3999 C 124.6001 45.3999 126 39.2998 125.5 34.7998 C 124.8999 33.8999 125.2998 32.6001 124.7002 31.7002 C 124.6001 30.7998 124.1001 30.3999 123.7998 29.6001 C 123 31.1001 123.5 32.5 123 33.7998 C 123.1001 33.7998 L 122.3999 35.2002 123.5 36.7002 122.2998 38.2998 C 123.1001 39.2002 121.7002 40.2998 122.2002 41.6001 C 121.7002 42.1001 L 121.7998 42.1001 L 121.7998 42.2998 121.8999 42.7998 121.3999 42.7998 C 121.7002 42.7998 L 121.8999 43.2002 121.7002 43.7002 121.2998 43.7998 C 121.6001 43.7998 L 121.6001 44.2998 L 121.1001 44.2998 L 121.5 45.7998 120.3999 46.7998 120.1001 48.2002 C 119.7998 48 L 119.7998 48.1001 119.7998 48.2998 119.6001 48.3999 C 118.2998 45.7002 119.3999 42.2998 119.2998 39.7998 C 119.3999 39.7998 119.3999 39.7998 Y 119.2002 39.6001 L 119.7998 39.3999 119.2998 38.2002 119.6001 37.8999 C 119.5 37.8999 L 118.7002 35.6001 119.2998 32.7998 118.7998 30.2002 C 119 30.2002 L 118.3999 29.5 118.5 27.5 117 27.5 C 116.7998 27.2002 L 117 28.6001 115.8999 29.7002 116.2998 31.7002 C 116 31.8999 L 116.2002 33 116.2002 33.8999 116 35 C 116.2998 35.2998 L 115.7998 35.6001 L 116.2002 35.7998 L 116.3999 36.6001 116.2998 38.2002 116.2002 39.3999 C 116.2998 39.2002 L 116.1001 41.5 115.7998 43.2998 115.1001 45.3999 C 115.2998 46.1001 115.2002 46.7002 115.1001 47.5 C 113.8999 47.8999 115.2998 49.2998 114.3999 49.8999 C 115.1001 50.2998 113.7998 50.7002 114.6001 51.1001 C 114.5 51.3999 114.2998 50.8999 114.3999 51.3999 C 114.5 51.5 L 114.1001 51.5 L 114.1001 52.6001 L 114.2002 52.6001 L 114.1001 53.1001 114 53.3999 114.6001 53.8999 C 114.2002 54.1001 L 115.1001 54.6001 113.8999 54.8999 114.5 55.3999 C 115.1001 55.8999 115.6001 57 116.2998 57.5 C 116.3999 57.7002 117.1001 58.6001 117.3999 58 C 117.6001 58.2998 117.6001 58.3999 117.2002 58.7002 C 118.6001 60.2998 119.7998 61.2002 120.7002 62.8999 C 120.7998 62.7998 L 121.1001 63.1001 122.2998 64.3999 122.3999 65.2002 C 122.5 65 L 122.3999 65.8999 123.7002 65.7002 123.2002 66.6001 C 124 66.7002 124.2002 67.8999 124.3999 68.7998 C 125.7002 68.7998 124.8999 70 126 70.2998 C 125.5 71.3999 127.1001 71.2002 126.5 72.1001 C 126.7002 72.5 128 72.7002 127.7002 73.7998 C 128.7998 74 128 75.2002 128.7998 75.6001 C 129 76 129.3999 76.2998 129.2002 76.8999 C 129.3999 76.8999 129.3999 76.8999 129.5 76.7998 C 129.8999 76.8999 129.1001 77.3999 129.7002 77.2998 C 130.2002 77.7002 129.2998 78.2002 130.1001 78.5 C 130.1001 78.3999 130 78.2002 130.2002 78.1001 C 130.3999 78.3999 130.2998 78.8999 130.2998 79.2998 C 130.6001 79.1001 L 131 80.3999 L 131.2998 80.2002 L 131.6001 80.6001 131.2002 81.7002 131.6001 81.7002 C 131.8999 81.5 L 132 82.6001 L 132.2002 82.6001 132.2002 82.2998 132.3999 82.6001 C 132.6001 83.6001 L 132.7002 83.6001 132.7002 83.5 132.7998 83.5 C 132.7998 84.1001 L 133 84.1001 L 133.1001 85.1001 L 133.6001 85.1001 L 132.8999 86.2998 134.7998 86.2998 134.2002 87.6001 C 134.7002 88 135 88.7002 135.1001 89.2002 C 135.2002 90 L 136 90.5 135.7998 90.7998 136.1001 91.6001 C 136.6001 92 136.7002 93 136.7998 93.7998 C 136.7998 93.7002 L f 0 J 0 w 4 M 177 105 m 173 105 L 172.5 55 135.373 20.021 91.479 20.021 c 47.5845 20.021 7.5 55.5 12 114.5 C 1.626 108.4907 L 1.4585 106.2656 1.3735 104.0176 1.3735 101.75 c 1.3735 52.8184 41.0415 13.1499 89.9731 13.1499 c 138.9048 13.1499 178 52 177 105 C f 0.2 w 116.5 186.75 m 92.75 194.25 67 187.5 v 34.3887 178.9517 20.75 155.75 y 38.5 178.25 67.75 185.5 v 96.1782 192.5464 116.25 183.75 y 116.5 186.75 l f 0 w 77.25 162 m 75 164.5 l 42.25 149.5 32.5 113.75 v 43 144.75 77.25 162 v f 111 51.8335 m 109.937 52.9429 109.1665 52 108.1665 51.6665 c 107.1665 51.3335 102.1665 48.1665 98.1665 46.8335 c 94.1665 45.5 93.8335 45.1665 91.1665 45 c 88.5 44.8335 85.8335 44.1665 84 43.6665 c 82.1665 43.1665 80.3335 43.5 78.3335 44 c 76.3335 44.5 70.5 46.3335 67.3335 45.6665 c 64.1665 45 63.6665 43.1665 61.5 42.5 c 59.3335 41.8335 56.3335 41.6665 52.8335 43.3335 c 49.3335 45 47.0103 46.1846 45 47.3335 c 43.8335 48 42.9429 48.8501 42 50.5 c 41.3335 51.6665 38.4165 53.8335 35.5 55.8335 c 31.7988 58.3711 24.3335 63.6665 22.8335 65.5 c 27 57 28.5 55.3335 v 30 53.6665 30 52.3335 32.6665 52.3335 c 35.3335 52.3335 36.6665 51.8335 37.5 51 c 38 50.5 37.1665 50 35.8335 50.1665 c 34.9902 50.272 33.2739 50.1968 34.1665 48.6665 c 34.9165 48.75 35.5835 48.6665 v 36.25 48.5835 37.5 48.75 38.25 48.6665 c 39 48.5835 40.3335 48.1665 40.8335 47.4165 c 40.3335 46.75 39.3335 46.5 v 38.3335 46.25 37.1665 45.8335 37.75 45.3335 c 38.3335 44.8335 39.5835 44.3335 40.9165 44.5835 c 42.25 44.8335 44 45.25 44.6665 44.8335 c 45.3335 44.4165 44.8335 43.5835 43 43 c 41.1665 42.4165 40.9165 41.75 41.8335 41.4165 c 42.75 41.0835 44.5835 41.3335 45.5835 41.9165 c 46.5835 42.5 47 42.3335 47.4165 42.1665 c 47.8335 42 47.9165 41.4165 46.75 40.9165 c 45.5835 40.4165 44.5835 39.5 45.25 39.1665 c 45.9165 38.8335 48.3335 39.4165 49.1665 39.6665 c 50 39.9165 51.4165 40.25 52 39.8335 c 52.5835 39.4165 52.75 39 51.25 38.0835 c 49.75 37.1665 48.75 36.1665 49.3335 35.6665 c 49.9165 35.1665 51.3335 35.8335 52.0835 36.3335 c 52.8335 36.8335 55.4165 38.9165 56.25 38.3335 c 57.0835 37.75 55.9165 35.5 55.0835 34.5835 c 54.25 33.6665 53.8335 32.5 54.9165 32.0835 c 56 31.6665 56.6665 33 57.3335 33.75 c 58 34.5 63.4165 41.3335 64.4165 41 c 65.4165 40.6665 63.3335 36.5835 62.5 35.3335 c 61.6665 34.0835 59.25 29.9165 60.25 29.3335 c 61.25 28.75 64.0835 31.75 64.9165 33.25 c 65.75 34.75 67.9165 38.5835 68.75 38.25 c 69.5835 37.9165 69.5 36.0835 68.25 33.75 c 67 31.4165 64.9165 27.9165 66 27.25 c 67.0835 26.5835 69.3335 29.75 70.5835 32 c 71.8335 34.25 73.8335 38.25 74.9165 37.9165 c 76 37.5835 75.1665 35.25 74.0835 32.4165 c 73 29.5835 71.4165 25.8335 72.5835 25.5 c 73.75 25.1665 76.0835 27.6665 76.9165 29.9165 c 77.75 32.1665 80 37 81.25 36.6665 c 82.5 36.3335 81.8335 34.3335 81.4165 32.8335 c 81 31.3335 80.1665 28.0835 79.4165 26.6665 c 78.6665 25.25 78.8335 24.1665 79.4165 24.1665 c 80 24.1665 83.3335 28.5835 84.5 31.6665 c 85.6665 34.75 86.6665 37.8335 87.4165 38.1665 c 88.1665 38.5 88.1665 38.5 88.0835 37.8335 c 88 37.1665 88.0835 35.6665 87.9165 33.5835 c 87.75 31.5 87.25 28.4165 86.6665 27.1665 c 86.0835 25.9165 85.9165 23 86.75 23.0835 c 87.5835 23.1665 87.4165 24.5 88.25 25.25 c 89.0835 26 90.1665 28 90.5835 30.3335 c 91.75 31.9165 91.9165 33.3335 v 92.0835 34.75 92.5835 35.1665 92.8335 36.1665 c 93.0835 37.1665 93.3335 38.75 93.8335 38.5835 c 94.3335 38.4165 94.25 37.5835 94.3335 36.6665 c 94.4165 35.75 94.75 35 94.5 34.0835 c 94.25 33.1665 94.5 32.5835 94.3335 31.9165 c 94.1665 31.25 93.5835 29.8335 93.4165 28.5 c 93.25 27.1665 93.4165 25.9165 93.25 25.1665 c 93.0835 24.4165 93 23.0835 93.8335 23.6665 c 94.6665 24.25 95.5645 25.6519 95.75 28.25 c 95.8335 29.4165 96.9165 30.5 y 97.3335 30.75 97.4165 31.75 v 97.5 32.75 98.4165 37.3335 99.0835 37.25 c 99.75 37.1665 99.5835 36.6665 99.5835 35.6665 c 99.5835 34.6665 99.9165 32 99.5 30.25 c 99.0835 28.5 98.1665 24.25 98.6665 24.0835 c 99.1665 23.9165 100.8335 24.8335 101.1665 27.5835 c 101.5 30.3335 102.3335 31.75 102.4165 33.75 c 102.5 35.75 103.6665 38.5 104.3335 38.25 c 105 38 105 37.0835 105 36.25 c 105 35.4165 106 31.8335 105.5835 30.6665 c 105.1665 29.5 104.9165 27.0835 105 26.4165 c 105.0835 25.75 105.3335 24.75 105.8335 25.1665 c 106.3335 25.5835 106.9092 27.4375 107.25 30.25 c 107.5835 33 107.6665 34.9165 107.9165 35.8335 c 108.1665 36.75 107.9165 38.0835 108.25 38.5835 c 108.5835 39.0835 108.5835 39.4165 109.0835 38.5835 c 109.5835 37.75 110.25 36.5835 110.25 35.3335 c 110.25 34.0835 110.4165 30.1665 110 28.5 c 109.5835 26.8335 109.9165 26.0835 110.75 26.1665 c 111.7207 26.2637 112.5 28.1665 112.8335 31.3335 c 113.2173 34.9834 113.3335 41.6665 113 44.5835 c 112.6665 47.5 112.9165 49.8335 111 51.8335 c f LB %AI5_EndLayer-- %%PageTrailer gsave annotatepage grestore showpage %%Trailer Adobe_Illustrator_AI5 /terminate get exec Adobe_ColorImage_AI6 /terminate get exec Adobe_level2_AI5 /terminate get exec %%EOF \ No newline at end of file
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/youshiki/1-1.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,158 @@ +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% 学位審査願(様式1-1号) +% +% @author Syusaku OSHIRO +% @version 1.00 26 Jan 2000 +% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% +% 平成12年度にあわせて学生の印をコメントアウト +% (工学・理学)のところに○がつくようOval追加 +% +% @author Minori ITOKAZU +% @version 1.01 15 Feb 2001 +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% Usage: +% 日付:半角数字で提出日 +% 学生名:姓と名の間に ~ をいれる +% 指導教官名:姓と名の間に ~ をいれる +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% + +\documentclass[a4paper,11pt]{teikei} + +%%%日付を書く +\def\日付{% +\kinto{3.8cm}{平成20年2月8日} +} + +%%%名前を書く +\def\名前{% +下地~篤樹 +} + +%%%指導教官名を書く +\def\指導教官名{% +和田~知久 +} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%ここまで +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% + +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%これ以降変更不要 +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\usepackage{youshiki} +\topmargin -1in +\oddsidemargin -1in +% +% box for separate paragraph +% +\newbox\separatebox +%\FRAMEOFF +\DPI=300 +% +\def\frameouta{{ + \pageno=1 + \hoffset=0mm + \voffset=0mm + \advance\hsize by -\hoffset + \advance\vsize by -\voffset + \OFFSET + \frameparama + \vbox{\if枠表示\framedisplaya\fi} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%% 通常は以下部分を書き換えてどのパラグラフをどこに入れるかを決定 +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%% + {\XM=0.1mm\YM=0.1mm + \XYBP{2.1cm}{1.9cm}{8.0cm}{3.0cm}{\small{\textbf{（様式第１−１号）}}}} + {\XYBC{14cm}{4cm}{18.2cm}{5cm}{\bunshostyle\日付}} + {\XYBC{2.8cm}{6.4cm}{7.0cm}{6.5cm}{理~工~学~研~究~科~長~~~殿}} + {\XM=0.1mm\YM=0.1mm + \XYBP{10.9cm}{8.5cm}{15.9cm}{9.5cm}{\kinto{22mm}{理工学研究科}}} + {\XM=5.5mm\YM=0.1mm + \XYBP{13.3cm}{8.5cm}{15.9cm}{10.5cm}{\kinto{20mm}{情報工学}}} + {\XM=0.1mm\YM=0.1mm + \XYBP{16.9cm}{8.5cm}{18.9cm}{9.5cm}{専攻}} + {\XM=0.1mm\YM=0.1mm + \XYBP{10.9cm}{9.5cm}{15.9cm}{10.5cm}{\kinto{22mm}{氏名}}} + {\XM=5.5mm\YM=0.1mm + \XYBP{13.3cm}{9.5cm}{18.3cm}{10.5cm}{\bunshostyle\名前}} + %{\XM=3.5mm\YM=0.1mm + % \XYBP{16.9cm}{9.5cm}{18.9cm}{10.5cm}{印}} + {\XM=0.1mm\YM=0.1mm + \XYBP{10.9cm}{10.5cm}{15.9cm}{11.5cm}{\kinto{22mm}{指導教官}}} + {\XM=5.5mm\YM=0.1mm + \XYBP{13.3cm}{10.5cm}{18.3cm}{11.5cm}{\bunshostyle\指導教官名}} + {\XM=3.5mm\YM=0.1mm + \XYBP{16.9cm}{10.5cm}{18.9cm}{11.5cm}{印}} + {\XM=0.1mm\YM=0.1mm + \XYBP{7.4cm}{14.0cm}{13.7cm}{14.5cm}{\kinto{5.5cm}{\Large{学位審査願}}}} + {\INDENT=1zw +% \XYBC{2.5cm}{15.8cm}{18.0cm}{17.8cm}{\bunshostyle\文}} + \XYBC{2.0cm}{15.8cm}{18.5cm}{17.8cm}{\bunshostyle\文}} + {\XM=0.1mm\YM=0.1mm + \XYBP{10.0cm}{18.8cm}{11.1cm}{19.4cm}{記}} + {\XM=0.1mm\YM=0.1mm + \XYBP{3.8cm}{20.5cm}{8.8cm}{21.5cm}{\kinto{2.5cm}{論文目録}}} + {\XM=0.1mm\YM=0.1mm + \XYBP{3.8cm}{21.5cm}{8.3cm}{22.5cm}{\kinto{2.5cm}{論文要旨}}} + {\XM=0.1mm\YM=0.1mm + \XYBP{3.8cm}{22.5cm}{8.3cm}{23.5cm}{\kinto{2.5cm}{学位論文}}} + {\XM=0.1mm\YM=0.1mm + \XYBP{3.8cm}{24.5cm}{8.3cm}{25.5cm}{\kinto{2.5cm}{履歴書}}} + {\XM=0.1mm\YM=0.1mm + \XYBP{11.5cm}{22.5cm}{12.5cm}{23.5cm}{正本}} + {\XM=0.1mm\YM=0.1mm + \XYBP{11.5cm}{23.5cm}{12.5cm}{24.5cm}{副本}} + {\XM=0.1mm\YM=0.1mm + \XYBP{12.7cm}{20.5cm}{16.5cm}{21.5cm}{1~~部}} + {\XM=0.1mm\YM=0.1mm + \XYBP{12.7cm}{21.5cm}{16.5cm}{22.5cm}{1~~部}} + {\XM=0.1mm\YM=0.1mm + \XYBP{12.7cm}{22.5cm}{16.5cm}{23.5cm}{1~~部}} + {\XM=0.1mm\YM=0.1mm + \XYBP{12.7cm}{23.5cm}{16.5cm}{24.5cm}{1~~部}} + {\XM=0.1mm\YM=0.1mm + \XYBP{12.7cm}{24.5cm}{16.5cm}{25.5cm}{1~~部}} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +}} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%% 枠表示する場合には以下に設定する %%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\def\framedisplaya{ + \Hrule{\Xa}{\Ya}{\Xb}{1.0pt} + \Hrule{\Xa}{\Yc}{\Xb}{1.0pt} + \Vrule{\Xa}{\Ya}{\Yc}{1.0pt} + \Vrule{\Xb}{\Ya}{\Yc}{1.0pt} +} +% +% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%% parameters %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% +% 定型枠の各座標データ +% Xは右方向にYは下方向に正 +% +\def\frameparama{ + \Xa= 1.75cm + \Xb= 18.75cm + \Ya= 3.00cm + \Yc= 27.50cm +} +% +% 印刷出力命令はこのファイルの最後にまとめてあります +% +\def\工学{% +\put(11, 4){\oval(24,10)}工学} +\def\文{% +\baselineskip 10mm +修士（\工学・理学）の学位を受けたいので，琉球大学学位規則第6条第1項の規 +定により，下記の書類を提出しますので，審査くださるよう申請します。 +} +\begin{document} +%\VOFFSET=-8mm +\HOFFSET=0mm +\frameouta +\end{document}
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/youshiki/2.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,118 @@ +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% @version1.01 15 Feb 2001 +% いろんな名前の字数のバージョンを追加 +% +% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\documentclass[a4paper]{teikei} +\def\名前{% +%姓と名の文字数で表示がおかしい~と を駆使すればなんとか見れる +%\kinto{}のなかの長さを変えてみても結構見ためがかわる +%\kinto{3.0cm}{\Large{~~~~~中 西学}} %中西 学 +\kinto{3.0cm}{\Large{~~~~~下地~篤樹}} %中西 学 +%\kinto{3.4cm}{\Large{情報太郎}} %情報 太郎 +%\kinto{2.4cm}{\Large{曙太 郎}} %曙 太郎 +%\kinto{3.4cm}{\Large{佐々木 健介~~~~~}} %佐々木 健介 +} +\def\論文題目{% +\Large{線形時相論理を用いた\\ +Continuation based Cプログラムの検証} +} +\def\参考論文{% +下地篤樹, 河野真治. ``タブロー法を用いたContinuation based Cプログラムの検証''. +日本ソフトウェア科学会第23回大会, 2006. +\\ +\\ +下地篤樹, 河野真治. ``線形時相論理によるContinuation based Cプログラムの検証''. +情報処理学会システムソフトウェアとオペレーティング・システム研究会(OS), April, 2007. +} + + +\usepackage{youshiki} +\topmargin -1in +\oddsidemargin -1in +% +% box for separate paragraph +% +\newbox\separatebox +% +% +% teikei.clsの使用例 +% for teikei.cls Ver 0.94 +% +%\FRAMEOFF +% +\DPI=300 +% +\def\frameouta{{ + \pageno=1 + \hoffset=0mm + \voffset=0mm + \advance\hsize by -\hoffset + \advance\vsize by -\voffset + \OFFSET + \frameparama + \vbox{\if枠表示\framedisplaya\fi} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%% 通常は以下部分を書き換えてどのパラグラフをどこに入れるかを決定 +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%% + {\XM=0.1mm\YM=0.1mm + \XYBP{3.0cm}{2.0cm}{8.0cm}{3.0cm}{\textbf{（様式第2号）}}} + {\XM=0.1mm\YM=0.1mm + \XYBP{8.7cm}{4.6cm}{13.7cm}{5.6cm}{\kinto{5cm}{\Large{論文目録}}}} + {\XM=0mm\YM=0mm + \XYBP{12.6cm}{7.1cm}{17.6cm}{8.0cm}{\kinto{1cm}{氏名}}} + {\XM=0mm\YM=-0.8mm + \XYBP{14.1cm}{7.1cm}{17.1cm}{8.0cm}{\bunshostyle\名前}} + %{\XM=0mm\YM=0mm + % \XYBP{18.3cm}{7.1cm}{20.1cm}{8.0cm}{印}} + + {\XM=0.1mm\YM=0.1mm + \XYBP{3.8cm}{9.3cm}{8.8cm}{10.3cm}{学位論文}} + {\XM=0.1mm\YM=0.1mm + \XYBP{4.2cm}{10.3cm}{10.7cm}{11.3cm}{論文題目}} + {\XM=0.1mm\YM=-0.8mm + \XYBP{5.9cm}{10.3cm}{19cm}{11.3cm}{\bunshostyle\論文題目}} + {\XM=0.1mm\YM=0.1mm + \XYBP{4.2cm}{19.0cm}{10.7cm}{20.0cm}{参考論文}} + {\XM=0.1mm\YM=-0.8mm + \XYBP{5.9cm}{20.0cm}{19cm}{26.0cm}{\bunshostyle\参考論文}} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +}} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%% 枠表示する場合には以下に設定する %%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\def\framedisplaya{ + \Hrule{\Xa}{\Ya}{\Xb}{1.0pt} + \Hrule{\Xa}{\Ye}{\Xb}{1.0pt} + \Vrule{\Xa}{\Ya}{\Ye}{1.0pt} + \Vrule{\Xb}{\Ya}{\Ye}{1.0pt} + \Hrule{\Xa}{\Yc}{\Xb}{0.5pt} + \Hrule{\Xa}{\Yd}{\Xb}{0.5pt} +} +% +% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%% parameters %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% +% 定型枠の各座標データ +% Xは右方向にYは下方向に正 +% +\def\frameparama{ + \Xa= 2.80cm + \Xb= 19.70cm + \Ya= 3.00cm + \Yc= 6.70cm + \Yd= 7.80cm + \Ye= 27.50cm +} +% +% 印刷出力命令はこのファイルの最後にまとめてあります +% +\begin{document} +%\VOFFSET=-8mm +\HOFFSET=0mm +\frameouta +\end{document}
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/youshiki/3.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,129 @@ +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% @version1.01 15 Feb 2001 +% +% +% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\documentclass[a4paper,12pt]{teikei} +\def\名前{% +%姓と名の文字数で表示がおかしい~と を駆使すればなんとか見れる +%\kinto{}のなかの長さを変えてみても結構見ためがかわる +%\kinto{3.8cm}{\Large{~~~~~~~中 西学}} +\kinto{3.8cm}{\Large{~~~~~~~下地~篤樹}} +%\kinto{3.8cm}{\Large{情報太郎}} +%\kinto{3.4cm}{\Large{~~~~曙太 郎}} +%\kinto{3.8cm}{\Large{佐々木 健介}} +%\kinto{3.4cm}{\Large{~~花は じ め}} +} +\def\論文題目{% +線形時相論理を用いたContinuation based Cプログラムの検証 +} +\def\要旨{% +近年、ソフトウェアは大規模かつ複雑化していく傾向がある。 +そのため、設計および実装段階において誤りが生じる可能性が高くなってきており、 +設計・実装されたシステムに誤りがないことを保証するための論理設計や検証手法および +デバッグ手法の確立が重要な課題となっている。 +検証とは、ソフトウェアが仕様を満たすことを数学的に厳密に確かめることである。 + +本研究では、検証を実装に組み込むことが可能な言語である +Continuation based C(CbC)を提案する。 +CbCは、C言語より下位でアセンブラより上位のプログラミング言語である。 +そのため、C言語よりも細かく、アセンブラよりも高度な記述が可能であるという +利点がある。 + +CbCによって記述されたプログラムは状態遷移記述と近い構造になるという性質がある。 +その性質に着目し、非決定性状態遷移記述に対して有効である、 +タブロー法による状態の展開を行い、その際に線形時相論理式も同時に展開することで +検証を行った。 +タブロー法とは、様相論理式の恒真性を検証する定理証明アルゴリズムで、 +木構造に基づく反駁手法である。 +検証にかかる実行時間を計測したところ、実用において十分であることが示された。 +また、他の検証ツールと比較することで、その優位性と改善すべき点について考察した。 +} + +\usepackage{youshiki} +\topmargin -1in +\oddsidemargin -1in +% +% box for separate paragraph +% +\newbox\separatebox +% +% +% teikei.clsの使用例 +% for teikei.cls Ver 0.94 +% +%\FRAMEOFF +% +\DPI=300 +% +\def\frameouta{{ + \pageno=1 + \hoffset=0mm + \voffset=0mm + \advance\hsize by -\hoffset + \advance\vsize by -\voffset + \OFFSET + \frameparama + \vbox{\if枠表示\framedisplaya\fi} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%% 通常は以下部分を書き換えてどのパラグラフをどこに入れるかを決定 +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%% + {\XM=0.1mm\YM=0.1mm + \XYBP{1.6cm}{2.2cm}{8.0cm}{3.0cm}{ \small{ \textbf{（様式第3号）} } } } + {\XM=0.1mm\YM=0.1mm + \XYBP{8.0cm}{4.3cm}{13.7cm}{5.6cm}{\kinto{5cm}{\large{論文要旨}}}} + {\XM=0mm\YM=0mm + \XYBP{11.0cm}{25.3cm}{12.4cm}{25.6cm}{\kinto{1.4cm}{氏名}}} + {\XM=0mm\YM=-1.8mm + \XYBP{12.8cm}{25.3cm}{17.4cm}{25.6cm}{\bunshostyle\名前}} + %{\XM=0mm\YM=-0.5mm + % \XYBP{17.4cm}{25.3cm}{17.8cm}{25.6cm}{ 印 } } + + {\XM=0.1mm\YM=0.1mm + \XYBP{2.1cm}{6.5cm}{4.7cm}{8.0cm}{\kinto{2.5cm}{論文題目}}} + {\XM=0.1mm\YM=0.1mm + \XYBP{5.0cm}{6.5cm}{17.8cm}{8.0cm}{\bunshostyle\論文題目}} + {\XM=1mm\YM=1mm + \XYBP{2.7cm}{10.0cm}{18.4cm}{25.0cm}{\bunshostyle\要旨}} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +}} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%% 枠表示する場合には以下に設定する %%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\def\framedisplaya{ + \Hrule{\Xa}{\Ya}{\Xb}{1.0pt} +% \Hrule{\Xa}{\Ye}{\Xb}{1.0pt} +% \Vrule{\Xa}{\Ya}{\Ye}{1.0pt} +% \Vrule{\Xb}{\Ya}{\Ye}{1.0pt} +% \Hrule{\Xa}{\Yc}{\Xb}{0.5pt} +% \Hrule{\Xa}{\Yd}{\Xb}{0.5pt} +} +% +% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%% parameters %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% +% 定型枠の各座標データ +% Xは右方向にYは下方向に正 +% +\def\frameparama{ + \Xa= 11.0cm + \Ya= 25.7cm + \Xb= 17.4cm +% \Yc= 6.70cm +% \Yd= 7.80cm +% \Ye= 28.50cm +} +% +% 印刷出力命令はこのファイルの最後にまとめてあります +% +\begin{document} +%\VOFFSET=-8mm +\HOFFSET=0mm +\frameouta +\end{document} + +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/youshiki/4.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,679 @@ +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% @version1.01 15 Feb 2001 +% 数字、ハイフンは全角を使うとよい +% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\documentclass[a4paper,11pt]{teikei} +\usepackage{youshiki} +\topmargin -1in +\oddsidemargin -1in +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%% 以下の部分を書き換える +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% + +%%%ひらがなで名前を書く +\def\なまえ{% +~~~~~しもじ~~~~あつき +} + +%%%漢字で名前を書く +\def\名前{% +%姓と名の文字数で表示がおかしい~と を駆使すればなんとか見れる +%\kinto{}のなかの長さを変えてみても結構見ためがかわる +\kinto{35mm}{\LARGE{~~~下地~篤樹}} +%\kinto{35mm}{\LARGE{~~~~情報 太郎}} +%\kinto{35mm}{\LARGE{~~~曙太 郎}} +%\kinto{3.5cm}{\Large{佐々木 健介~~~~~}} +%\kinto{3.4cm}{\Large{~~花は じ め}} +} + +%%%本籍地を書く +\def\本籍{% +\Large{沖縄県} +} + +%%%郵便番号を書く +\def\郵便番号{% +９０３ー０１２９ +} + +%%%住所を書く +\def\住所{% +\Large{沖縄県西原町千原１６６ー２ おおくらアパート１０１} +} + +%%%電話番号を書く +\def\電話番号{% +電話（０９０）−（５７３７）−（３９５７） +} + +%%%生年月日を書く +\def\生年月日{% +昭和58年9月1日生\\ +} + +%%%歳を書く +\def\年齢{% +（満24才） +} + +\def\項目a{\kinto{17mm}{学歴}} +\def\年a{\small{平成 １１}} +\def\月a{\small{３}} +\def\日a{} +\def\摘要a{~~石垣市立 石垣第二中学校 卒業} + +\def\項目b{} +\def\年b{\small{平成 １１}} +\def\月b{\small{４}} +\def\日b{} +\def\摘要b{~~沖縄県立 八重山高等学校 入学} + +\def\項目c{} +\def\年c{\small{平成 １４}} +\def\月c{\small{３}} +\def\日c{} +\def\摘要c{~~沖縄県立 八重山高等学校 卒業} + +\def\項目d{} +\def\年d{\small{平成 １４}} +\def\月d{\small{４}} +\def\日d{} +\def\摘要d{~~国立 琉球大学 工学部 情報工学科 入学} + +\def\項目e{} +\def\年e{\small{平成１８}} +\def\月e{\small{３}} +\def\日e{} +\def\摘要e{~~国立 琉球大学 工学部 情報工学科 卒業} + +\def\項目f{} +\def\年f{\small{平成１８}} +\def\月f{\small{４}} +\def\日f{} +\def\摘要f{~~国立 琉球大学大学院 理工学研究科 博士前期課程\\~~情報工学専攻 入学} + +\def\項目g{} +\def\年g{\small{平成２０}} +\def\月g{\small{３}} +\def\日g{\small{２４}} +\def\摘要g{~~国立 琉球大学大学院 理工学研究科 博士前期課程\\~~情報工学専攻 修了見込} + +\def\項目h{\kinto{17mm}{職歴}} +\def\年h{\small{}} +\def\月h{\small{}} +\def\日h{\small{}} +\def\摘要h{\kinto{30mm}{なし}} + +\def\項目i{\kinto{17mm}{研究歴}} +\def\年i{} +\def\月i{} +\def\日i{} +\def\摘要i{\kinto{30mm}{なし}} + +\def\項目j{} +\def\年j{} +\def\月j{} +\def\日j{} +\def\摘要j{\kinto{30mm}{以上}} + +\def\項目k{} +\def\年k{} +\def\月k{} +\def\日k{} +\def\摘要k{} + +\def\項目l{} +\def\年l{} +\def\月l{} +\def\日l{} +\def\摘要l{} + +\def\項目m{} +\def\年m{} +\def\月m{} +\def\日m{} +\def\摘要m{} + +\def\項目n{} +\def\年n{} +\def\月n{} +\def\日n{} +\def\摘要n{} + +\def\項目o{} +\def\年o{} +\def\月o{} +\def\日o{} +\def\摘要o{} + +\def\項目p{} +\def\年p{} +\def\月p{} +\def\日p{} +\def\摘要p{} + +\def\項目q{} +\def\年q{} +\def\月q{} +\def\日q{} +\def\摘要q{} + +\def\項目r{} +\def\年r{} +\def\月r{} +\def\日r{} +\def\摘要r{} + +\def\項目s{} +\def\年s{} +\def\月s{} +\def\日s{} +\def\摘要s{} + +\def\項目t{} +\def\年t{} +\def\月t{} +\def\日t{} +\def\摘要t{} + +\def\項目u{} +\def\年u{} +\def\月u{} +\def\日u{} +\def\摘要u{} + +\def\項目v{} +\def\年v{} +\def\月v{} +\def\日v{} +\def\摘要v{} + +\def\項目w{} +\def\年w{} +\def\月w{} +\def\日w{} +\def\摘要w{} + +\def\項目x{} +\def\年x{} +\def\月x{} +\def\日x{} +\def\摘要x{} + +\def\項目y{} +\def\年y{} +\def\月y{} +\def\日y{} +\def\摘要y{} + +\def\年月日{% +\kinto{4cm}{平成20年2月8日} +} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%% 以下は書き換え不要 +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% +% box for separate paragraph +% +\newbox\separatebox +% +% +% teikei.clsの使用例 +% for teikei.cls Ver 0.94 +% +%\FRAMEOFF +% +\DPI=300 +% +\def\frameouta{{ + \pageno=1 + \hoffset=0mm + \voffset=0mm + \advance\hsize by -\hoffset + \advance\vsize by -\voffset + \OFFSET + \frameparama + \vbox{\if枠表示\framedisplaya\fi} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%% 通常は以下部分を書き換えてどのパラグラフをどこに入れるかを決定 +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% + {\XM=2mm\YM=4.5mm + \XYBP{\Xb}{\Ya}{\Xc}{\Yf}{\bunshostyle\なまえ}} + {\XM=3mm\YM=10.5mm + \XYBP{\Xb}{\Ya}{\Xc}{\Yf}{\bunshostyle\名前}} + {\XM=7mm\YM=1.1mm + \XYBP{\Xb}{\Yf}{\Xe}{\Yf}{\bunshostyle\本籍}} + {\XM=7mm\YM=0.8mm + \XYBP{\Xb}{\Yg}{\Xe}{\Yg}{\bunshostyle\郵便番号}} + {\XM=5mm\YM=2.5mm + \XYBP{\Xb}{\Yg}{\Xe}{\Yg}{\bunshostyle\住所}} + {\XM=0mm\YM=4.5mm + \XYBP{\Xc}{\Yg}{\Xe}{\Yg}{\bunshostyle\電話番号}} + {\XM=1.0mm\YM=5mm + \XYBP{\Xw}{\Yj}{\Xe}{\Yk}{\bunshostyle\摘要a}} + {\XM=1.0mm\YM=5mm + \XYBP{\Xw}{\Yk}{\Xe}{\Yl}{\bunshostyle\摘要b}} + {\XM=1.0mm\YM=5mm + \XYBP{\Xw}{\Yl}{\Xe}{\Ym}{\bunshostyle\摘要c}} + {\XM=1.0mm\YM=5mm + \XYBP{\Xw}{\Ym}{\Xe}{\Yn}{\bunshostyle\摘要d}} + {\XM=1.0mm\YM=5mm + \XYBP{\Xw}{\Yn}{\Xe}{\Yo}{\bunshostyle\摘要e}} + {\XM=1.0mm\YM=3mm + \XYBP{\Xw}{\Yo}{\Xe}{\Yp}{\bunshostyle\摘要f}} + {\XM=1.0mm\YM=3mm + \XYBP{\Xw}{\Yp}{\Xe}{\Yq}{\bunshostyle\摘要g}} +% {\XM=1.0mm\YM=5mm +% \XYBP{\Xw}{\Yq}{\Xe}{\Yr}{\bunshostyle\摘要h}} + {\XYBC{\Xw}{\Yq}{\Xe}{\Yr}{\bunshostyle\摘要h}} + +% {\XM=1.0mm\YM=3mm +% \XYBP{\Xw}{\Yr}{\Xe}{\Ys}{\bunshostyle\摘要i}} + {\XYBC{\Xw}{\Yr}{\Xe}{\Ys}{\bunshostyle\摘要i}} + +% {\XM=1.0mm\YM=3mm +% \XYBP{\Xw}{\Ys}{\Xe}{\Yt}{\bunshostyle\摘要j}} + {\XYBC{\Xw}{\Ys}{\Xe}{\Yt}{\bunshostyle\摘要j}} +%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%% 以上 +%%%%%%%%%%%%%%%%%%%%%%%%%%%% + + {\XYBC{\Xa}{\Yj}{\Xb}{\Yk}{\bunshostyle\項目a}} + {\XYBC{\Xa}{\Yk}{\Xb}{\Yl}{\bunshostyle\項目b}} + {\XYBC{\Xa}{\Yl}{\Xb}{\Ym}{\bunshostyle\項目c}} + {\XYBC{\Xa}{\Ym}{\Xb}{\Yn}{\bunshostyle\項目d}} + {\XYBC{\Xa}{\Yn}{\Xb}{\Yo}{\bunshostyle\項目e}} + {\XYBC{\Xa}{\Yo}{\Xb}{\Yp}{\bunshostyle\項目f}} + {\XYBC{\Xa}{\Yp}{\Xb}{\Yq}{\bunshostyle\項目g}} + {\XYBC{\Xa}{\Yq}{\Xb}{\Yr}{\bunshostyle\項目h}} + {\XYBC{\Xa}{\Yr}{\Xb}{\Ys}{\bunshostyle\項目i}} + {\XYBC{\Xa}{\Ys}{\Xb}{\Yt}{\bunshostyle\項目j}} + + + {\XYBC{\Xb}{\Yj}{\Xu}{\Yk}{\bunshostyle\年a}} + {\XYBC{\Xu}{\Yj}{\Xv}{\Yk}{\bunshostyle\月a}} + {\XYBC{\Xv}{\Yj}{\Xw}{\Yk}{\bunshostyle\日a}} + {\XYBC{\Xb}{\Yk}{\Xu}{\Yl}{\bunshostyle\年b}} + {\XYBC{\Xu}{\Yk}{\Xv}{\Yl}{\bunshostyle\月b}} + {\XYBC{\Xv}{\Yk}{\Xw}{\Yl}{\bunshostyle\日b}} + {\XYBC{\Xb}{\Yl}{\Xu}{\Ym}{\bunshostyle\年c}} + {\XYBC{\Xu}{\Yl}{\Xv}{\Ym}{\bunshostyle\月c}} + {\XYBC{\Xv}{\Yl}{\Xw}{\Ym}{\bunshostyle\日c}} + {\XYBC{\Xb}{\Ym}{\Xu}{\Yn}{\bunshostyle\年d}} + {\XYBC{\Xu}{\Ym}{\Xv}{\Yn}{\bunshostyle\月d}} + {\XYBC{\Xv}{\Ym}{\Xw}{\Yn}{\bunshostyle\日d}} + {\XYBC{\Xb}{\Yn}{\Xu}{\Yo}{\bunshostyle\年e}} + {\XYBC{\Xu}{\Yn}{\Xv}{\Yo}{\bunshostyle\月e}} + {\XYBC{\Xv}{\Yn}{\Xw}{\Yo}{\bunshostyle\日e}} + {\XYBC{\Xb}{\Yo}{\Xu}{\Yp}{\bunshostyle\年f}} + {\XYBC{\Xu}{\Yo}{\Xv}{\Yp}{\bunshostyle\月f}} + {\XYBC{\Xv}{\Yo}{\Xw}{\Yp}{\bunshostyle\日f}} + {\XYBC{\Xb}{\Yp}{\Xu}{\Yq}{\bunshostyle\年g}} + {\XYBC{\Xu}{\Yp}{\Xv}{\Yq}{\bunshostyle\月g}} + {\XYBC{\Xv}{\Yp}{\Xw}{\Yq}{\bunshostyle\日g}} + {\XYBC{\Xb}{\Yq}{\Xu}{\Yr}{\bunshostyle\年h}} + {\XYBC{\Xu}{\Yq}{\Xv}{\Yr}{\bunshostyle\月h}} + {\XYBC{\Xv}{\Yq}{\Xw}{\Yr}{\bunshostyle\日h}} + {\XYBC{\Xb}{\Yr}{\Xu}{\Ys}{\bunshostyle\年i}} + {\XYBC{\Xu}{\Yr}{\Xv}{\Ys}{\bunshostyle\月i}} + {\XYBC{\Xv}{\Yr}{\Xw}{\Ys}{\bunshostyle\日i}} + {\XYBC{\Xb}{\Ys}{\Xu}{\Yt}{\bunshostyle\年j}} + {\XYBC{\Xu}{\Ys}{\Xv}{\Yt}{\bunshostyle\月j}} + {\XYBC{\Xv}{\Ys}{\Xw}{\Yt}{\bunshostyle\日j}} +%%% + {\XM=57mm\YM=-17mm + \XYBP{\Xa}{\Ya}{\Xe}{\Yf}{\bunshostyle\履歴書}} + {\XM=0.1mm\YM=0.1mm + \XYBP{2.5cm}{2.0cm}{8.0cm}{3.0cm}{\bunshostyle\様式}} + +% {\XM=0.1mm\YM=-30mm +% \XYBP{\Xa}{\Ya}{\Xb}{\Yf}{ + + {\XM=8mm\YM=4.5mm + \XYBP{\Xa}{\Ya}{\Xb}{\Yf}{\bunshostyle\ふりがな}} + {\XM=8mm\YM=10.8mm + \XYBP{\Xa}{\Ya}{\Xb}{\Yf}{\bunshostyle\氏名}} + {\XM=15mm\YM=4.5mm + \XYBP{\Xc}{\Ya}{\Xe}{\Yf}{\bunshostyle\生年月日}} + {\XM=30mm\YM=11.0mm + \XYBP{\Xc}{\Ya}{\Xe}{\Yf}{\bunshostyle\年齢}} + {\XM=6.5mm\YM=4.0mm + \XYBP{\Xd}{\Ya}{\Xe}{\Yf}{\bunshostyle\男}} + {\XM=6.5mm\YM=11.0mm + \XYBP{\Xd}{\Ya}{\Xe}{\Yf}{\bunshostyle\女}} + {\XYBC{\Xa}{\Yf}{\Xb}{\Yg}{\bunshostyle\本籍地}} + {\XYBC{\Xa}{\Yg}{\Xb}{\Yh}{\bunshostyle\現住所}} + {\XM=8mm\YM=5mm + \XYBP{\Xa}{\Yh}{\Xe}{\Yi}{\bunshostyle\学歴}} + {\XYBC{\Xa}{\Yi}{\Xb}{\Yj}{\bunshostyle\項目}} + {\XYBC{\Xb}{\Yi}{\Xu}{\Yj}{\bunshostyle\年}} + {\XYBC{\Xu}{\Yi}{\Xv}{\Yj}{\bunshostyle\月}} + {\XYBC{\Xv}{\Yi}{\Xw}{\Yj}{\bunshostyle\日}} + {\XYBC{\Xw}{\Yi}{\Xe}{\Yj}{\bunshostyle\摘要}} + {\XM=-12mm\YM=10mm + \XYBP{\Xd}{\Ys}{\Xe}{\Yt}{\bunshostyle\裏面}} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +}} + + +\def\frameoutb{{ + \pageno=2 + \hoffset=0mm + \voffset=0mm + \advance\hsize by -\hoffset + \advance\vsize by -\voffset + \OFFSET + \frameparamb + \vbox{\if枠表示\framedisplayb\fi} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% + {\XYBC{\Xa}{\Ya}{\Xb}{\Yg}{\kinto{17mm}{項目}}} + {\XYBC{\Xb}{\Ya}{\Xc}{\Yg}{年}} + {\XYBC{\Xc}{\Ya}{\Xd}{\Yg}{月}} + {\XYBC{\Xd}{\Ya}{\Xe}{\Yg}{日}} + {\XYBC{\Xe}{\Ya}{\Xf}{\Yg}{\kinto{44mm}{摘要}}} + {\XM=8mm\YM=6mm + \XYBP{\Xa}{\Yv}{\Xf}{\Yw}{上記のとおり相違ありません。}} + {\XYBC{\Xb}{\Yv}{10cm}{26.2cm}{\bunshostyle\年月日}} + {\XYBC{11cm}{25cm}{13cm}{26cm}{\kinto{1.5cm}{氏名}}} + {\XYBC{12.5cm}{25cm}{17cm}{26cm}{\bunshostyle\名前}} + {\XYBC{17cm}{25cm}{18cm}{26cm}{印}} + + + {\XYBC{\Xa}{\Yg}{\Xb}{\Yh}{\bunshostyle\項目k}} + {\XYBC{\Xb}{\Yg}{\Xc}{\Yh}{\bunshostyle\年k}} + {\XYBC{\Xc}{\Yg}{\Xd}{\Yh}{\bunshostyle\月k}} + {\XYBC{\Xd}{\Yg}{\Xe}{\Yh}{\bunshostyle\日k}} + + {\XYBC{\Xa}{\Yh}{\Xb}{\Yi}{\bunshostyle\項目l}} + {\XYBC{\Xb}{\Yh}{\Xc}{\Yi}{\bunshostyle\年l}} + {\XYBC{\Xc}{\Yh}{\Xd}{\Yi}{\bunshostyle\月l}} + {\XYBC{\Xd}{\Yh}{\Xe}{\Yi}{\bunshostyle\日l}} + + {\XYBC{\Xa}{\Yi}{\Xb}{\Yj}{\bunshostyle\項目m}} + {\XYBC{\Xb}{\Yi}{\Xc}{\Yj}{\bunshostyle\年m}} + {\XYBC{\Xc}{\Yi}{\Xd}{\Yj}{\bunshostyle\月m}} + {\XYBC{\Xd}{\Yi}{\Xe}{\Yj}{\bunshostyle\日m}} + + {\XYBC{\Xa}{\Yj}{\Xb}{\Yk}{\bunshostyle\項目n}} + {\XYBC{\Xb}{\Yj}{\Xc}{\Yk}{\bunshostyle\年n}} + {\XYBC{\Xc}{\Yj}{\Xd}{\Yk}{\bunshostyle\月n}} + {\XYBC{\Xd}{\Yj}{\Xe}{\Yk}{\bunshostyle\日n}} + + {\XYBC{\Xa}{\Yk}{\Xb}{\Yl}{\bunshostyle\項目o}} + {\XYBC{\Xb}{\Yk}{\Xc}{\Yl}{\bunshostyle\年o}} + {\XYBC{\Xc}{\Yk}{\Xd}{\Yl}{\bunshostyle\月o}} + {\XYBC{\Xd}{\Yk}{\Xe}{\Yl}{\bunshostyle\日o}} + + {\XYBC{\Xa}{\Yl}{\Xb}{\Ym}{\bunshostyle\項目p}} + {\XYBC{\Xb}{\Yl}{\Xc}{\Ym}{\bunshostyle\年p}} + {\XYBC{\Xc}{\Yl}{\Xd}{\Ym}{\bunshostyle\月p}} + {\XYBC{\Xd}{\Yl}{\Xe}{\Ym}{\bunshostyle\日p}} + + {\XYBC{\Xa}{\Ym}{\Xb}{\Yn}{\bunshostyle\項目q}} + {\XYBC{\Xb}{\Ym}{\Xc}{\Yn}{\bunshostyle\年q}} + {\XYBC{\Xc}{\Ym}{\Xd}{\Yn}{\bunshostyle\月q}} + {\XYBC{\Xd}{\Ym}{\Xe}{\Yn}{\bunshostyle\日q}} + + {\XYBC{\Xa}{\Yn}{\Xb}{\Yo}{\bunshostyle\項目r}} + {\XYBC{\Xb}{\Yn}{\Xc}{\Yo}{\bunshostyle\年r}} + {\XYBC{\Xc}{\Yn}{\Xd}{\Yo}{\bunshostyle\月r}} + {\XYBC{\Xd}{\Yn}{\Xe}{\Yo}{\bunshostyle\日r}} + + {\XYBC{\Xa}{\Yo}{\Xb}{\Yp}{\bunshostyle\項目s}} + {\XYBC{\Xb}{\Yo}{\Xc}{\Yp}{\bunshostyle\年s}} + {\XYBC{\Xc}{\Yo}{\Xd}{\Yp}{\bunshostyle\月s}} + {\XYBC{\Xd}{\Yo}{\Xe}{\Yp}{\bunshostyle\日s}} + + {\XYBC{\Xa}{\Yp}{\Xb}{\Yq}{\bunshostyle\項目t}} + {\XYBC{\Xb}{\Yp}{\Xc}{\Yq}{\bunshostyle\年t}} + {\XYBC{\Xc}{\Yp}{\Xd}{\Yq}{\bunshostyle\月t}} + {\XYBC{\Xd}{\Yp}{\Xe}{\Yq}{\bunshostyle\日t}} + + {\XYBC{\Xa}{\Yq}{\Xb}{\Yr}{\bunshostyle\項目u}} + {\XYBC{\Xb}{\Yq}{\Xc}{\Yr}{\bunshostyle\年u}} + {\XYBC{\Xc}{\Yq}{\Xd}{\Yr}{\bunshostyle\月u}} + {\XYBC{\Xd}{\Yq}{\Xe}{\Yr}{\bunshostyle\日u}} + + {\XYBC{\Xa}{\Yr}{\Xb}{\Ys}{\bunshostyle\項目v}} + {\XYBC{\Xb}{\Yr}{\Xc}{\Ys}{\bunshostyle\年v}} + {\XYBC{\Xc}{\Yr}{\Xd}{\Ys}{\bunshostyle\月v}} + {\XYBC{\Xd}{\Yr}{\Xe}{\Ys}{\bunshostyle\日v}} + + {\XYBC{\Xa}{\Ys}{\Xb}{\Yt}{\bunshostyle\項目w}} + {\XYBC{\Xb}{\Ys}{\Xc}{\Yt}{\bunshostyle\年w}} + {\XYBC{\Xc}{\Ys}{\Xd}{\Yt}{\bunshostyle\月w}} + {\XYBC{\Xd}{\Ys}{\Xe}{\Yt}{\bunshostyle\日w}} + + {\XYBC{\Xa}{\Yt}{\Xb}{\Yu}{\bunshostyle\項目x}} + {\XYBC{\Xb}{\Yt}{\Xc}{\Yu}{\bunshostyle\年x}} + {\XYBC{\Xc}{\Yt}{\Xd}{\Yu}{\bunshostyle\月x}} + {\XYBC{\Xd}{\Yt}{\Xe}{\Yu}{\bunshostyle\日x}} + + {\XYBC{\Xu}{\Yy}{\Xb}{\Yv}{\bunshostyle\項目y}} + {\XYBC{\Xu}{\Yy}{\Xc}{\Yv}{\bunshostyle\年y}} + {\XYBC{\Xu}{\Yy}{\Xd}{\Yv}{\bunshostyle\月y}} + {\XYBC{\Xu}{\Yy}{\Xe}{\Yv}{\bunshostyle\日y}} + +% {\XM=1.0mm\YM=5.0mm +% \XYBP{\Xe}{\Yg}{\Xf}{\Yh}{\bunshostyle\摘要k}} + {\XYBC{\Xe}{\Yg}{\Xf}{\Yh}{\bunshostyle\摘要k}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Yh}{\Xf}{\Yi}{\bunshostyle\摘要l}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Yi}{\Xf}{\Yj}{\bunshostyle\摘要m}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Yj}{\Xf}{\Yk}{\bunshostyle\摘要n}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Yk}{\Xf}{\Yl}{\bunshostyle\摘要o}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Yl}{\Xf}{\Ym}{\bunshostyle\摘要p}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Ym}{\Xf}{\Yn}{\bunshostyle\摘要q}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Yn}{\Xf}{\Yo}{\bunshostyle\摘要r}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Yo}{\Xf}{\Yp}{\bunshostyle\摘要s}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Yp}{\Xf}{\Yq}{\bunshostyle\摘要t}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Yq}{\Xf}{\Yr}{\bunshostyle\摘要u}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Yr}{\Xf}{\Ys}{\bunshostyle\摘要v}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Ys}{\Xf}{\Yt}{\bunshostyle\摘要w}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Yt}{\Xf}{\Yu}{\bunshostyle\摘要x}} + {\XM=1.0mm\YM=5.0mm + \XYBP{\Xe}{\Yu}{\Xf}{\Yv}{\bunshostyle\摘要y}} + +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +}} + + +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%% 枠表示する場合には以下に設定する %%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\def\framedisplaya{ + \Hrule{\Xa}{\Ya}{\Xe}{1.0pt} + \Hrule{\Xa}{\Yf}{\Xe}{0.3pt} + \Hrule{\Xa}{\Yg}{\Xe}{0.3pt} + \Hrule{\Xa}{\Yh}{\Xe}{0.3pt} + \Hrule{\Xa}{\Yi}{\Xe}{0.3pt} + \Hrule{\Xa}{\Yj}{\Xe}{0.3pt} + \Hrule{\Xa}{\Yk}{\Xe}{0.3pt} + \Hrule{\Xa}{\Yl}{\Xe}{0.3pt} + \Hrule{\Xa}{\Ym}{\Xe}{0.3pt} + \Hrule{\Xa}{\Yn}{\Xe}{0.3pt} + \Hrule{\Xa}{\Yo}{\Xe}{0.3pt} + \Hrule{\Xa}{\Yp}{\Xe}{0.3pt} + \Hrule{\Xa}{\Yq}{\Xe}{0.3pt} + \Hrule{\Xa}{\Yr}{\Xe}{0.3pt} + \Hrule{\Xa}{\Ys}{\Xe}{0.3pt} + \Hrule{\Xa}{\Yt}{\Xe}{1.0pt} + \Vrule{\Xa}{\Ya}{\Yt}{1.0pt} + \Vrule{\Xe}{\Ya}{\Yt}{1.0pt} + \Vrule{\Xb}{\Ya}{\Yh}{0.5pt} + \Vrule{\Xc}{\Ya}{\Yf}{0.5pt} + \Vrule{\Xd}{\Ya}{\Yf}{0.5pt} + \Vrule{\Xb}{\Yi}{\Yt}{0.5pt} + \Vruledash{\Xu}{\Yj}{\Yt}{0.3pt} + \Vruledash{\Xv}{\Yj}{\Yt}{0.3pt} + \Vrule{\Xw}{\Yi}{\Yt}{0.5pt} +} +% +% +\def\framedisplayb{ + \Hrule{\Xa}{\Ya}{\Xf}{1.0pt} + \Hrule{\Xa}{\Yg}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yh}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yi}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yj}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yk}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yl}{\Xf}{0.3pt} + \Hrule{\Xa}{\Ym}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yn}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yo}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yp}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yq}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yr}{\Xf}{0.3pt} + \Hrule{\Xa}{\Ys}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yt}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yu}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yv}{\Xf}{0.3pt} + \Hrule{\Xa}{\Yw}{\Xf}{1.0pt} + \Vrule{\Xa}{\Ya}{\Yw}{1.0pt} + \Vrule{\Xf}{\Ya}{\Yw}{1.0pt} + \Vrule{\Xb}{\Ya}{\Yv}{0.5pt} + \Vruledash{\Xc}{\Yg}{\Yv}{0.3pt} + \Vruledash{\Xd}{\Yg}{\Yv}{0.3pt} + \Vrule{\Xe}{\Ya}{\Yv}{0.5pt} +} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%% parameters %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% +% 定型枠の各座標データ +% Xは右方向にYは下方向に正 +% +\def\frameparama{ + \Xa= 2.50cm + \Xb= 5.70cm + \Xc= 11.30cm + \Xd= 17.80cm + \Xe= 19.40cm + \Xu= 6.60cm + \Xv= 7.50cm + \Xw= 8.40cm + \Ya= 5.10cm + \Yf= 7.10cm + \Yg= 8.40cm + \Yh= 10.90cm + \Yi= 12.20cm + \Yj= 13.50cm + \Yk= 14.80cm + \Yl= 16.10cm + \Ym= 17.40cm + \Yn= 18.70cm + \Yo= 20.00cm + \Yp= 21.30cm + \Yq= 22.60cm + \Yr= 23.90cm + \Ys= 25.20cm + \Yt= 26.50cm +} +%%%%%%%%%%%%%%%%%%%% +\def\frameparamb{ + \Xa= 1.80cm + \Xb= 4.90cm + \Xc= 5.80cm + \Xd= 6.70cm + \Xe= 7.60cm + \Xf= 18.70cm + \Ya= 2.00cm + \Yg= 3.30cm + \Yh= 4.60cm + \Yi= 5.90cm + \Yj= 7.20cm + \Yk= 8.50cm + \Yl= 9.80cm + \Ym= 11.10cm + \Yn= 12.40cm + \Yo= 13.70cm + \Yp= 15.00cm + \Yq= 16.30cm + \Yr= 17.60cm + \Ys= 18.90cm + \Yt= 20.20cm + \Yu= 21.50cm + \Yv= 22.80cm + \Yw= 26.65cm +} +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%これ以降は変更不要 +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\def\履歴書{% +\kinto{55mm}{\Large{履歴書}} +} +\def\様式{% +%\sf{（様式第４号）} +\textbf{（様式第４号）} +} +\def\ふりがな{% +\kinto{17mm}{ふりがな} +} +\def\氏名{% +\kinto{17mm}{氏名} +} +\def\男{% +\textcircled{男} +} +%% 丸で囲まないときはこちら +%% \def\男{% +%% 男 +%% } +\def\女{% +\textcircled{女} +} +%% 丸で囲まないときはこちら +%% \def\女{% +%% 女 +%% } +\def\本籍地{% +\kinto{17mm}{本籍地} +} +\def\現住所{% +\kinto{17mm}{現住所} +} +\def\学歴{% +学歴・職歴・研究歴及び賞罰について各項目別にまとめて記入すること。 +} +\def\項目{% +\kinto{17mm}{項目} +} +\def\年{% +年 +} +\def\月{% +月 +} +\def\日{% +日 +} +\def\摘要{% +\kinto{43mm}{摘要} +} +\def\裏面{% +（裏面へつづく） +} +\begin{document} +%\VOFFSET=-8mm +\HOFFSET=0mm +\frameouta +\newpage +\frameoutb +\end{document}
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/youshiki/5-1.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,347 @@ +%% 琉球大学大学院工学研究科 +%% 学位(修士)論文審査及び最終試験の終了報告書(様式5-1) +%% +%% この TeXファイルは、定型文書用スタイルファイル(teikei.sty) +%% を利用して書かれています。teikei.sty は大阪大学医学部麻酔学教室 +%% 萩平 哲(はぎひら さとし)さんによって作成されたものです。 +%% このファイルをコンパイルするためには、teikei.sty と abst.sty が +%% 必要になります。 +%% +%% このファイルで使用されている文章は、平成9年度 学生便覧 pp.44 の +%% 様式3に掲示されたものです。この文章に関する責任はこのTeXファイル +%% をコンパイルする個人の責任とさせてもらいます。また、提出の際には +%% 各文部教官の印鑑が必要です。 +%% +%% 1999年 2月27日 土曜日 22時31分15秒 JST mura +% +% このファイルは2e用に修正したものです +% +%% 2000年 2月25日 平良 +%% 2001年 2月15日 糸数，具志堅 +%% 2002年 3月31日 島袋 誠 +%% - 論文題目の 1 行ニセ対応(1 行目を全角空白) +%% - 名前の長い教官のとき、「印」を右方向へずらす + +\documentclass[a4paper,11pt]{teikei} + +% 教官１ には 指導教官を記入するようにして下さい。 +\def\教官１{ +\normalsize +猪木 寛至 +} + +\def\教官２{ +\normalsize +坂口 征二 +} + +\def\教官３{ +\normalsize +マサ 斎藤 +} + +\def\専攻{ +\normalsize +情報工学 +} + +\def\学生番号{ +\normalsize +999999A +} + +\def\氏名{ +\normalsize +中西 学 +} + +%% (当時のメーリングリストから抜粋) +%% ほとんどの人が、1 行で収まるタイトルではないかと思います。 +%% スタイルファイルを読む時間がないので、僕はカッコ悪いですが、 +%% 「1 行目を全角空白」で対処することにしました。 +%% \def\論文題目{ \\ +%% 自律分散並列機械システムのネットモデリングに関する研究 +%% } + +\def\論文題目{近代プロレスにおけるレスラーの体格向上と\\ +それに伴うフェイバリッドホールドの変化に関する研究 +} + +\def\合格{\put(11,4){\oval(27,15)}合格} + +\def\審査要旨a{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！a} %page 1 +\def\審査要旨b{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！b} +\def\審査要旨c{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！c} +\def\審査要旨d{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！d} +\def\審査要旨e{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！e} +\def\審査要旨f{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！f} %page 2 +\def\審査要旨g{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！g} +\def\審査要旨h{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！h} +\def\審査要旨i{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！i} +\def\審査要旨j{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！j} +\def\審査要旨k{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！k} +\def\審査要旨l{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！l} +\def\審査要旨m{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！m} +\def\審査要旨n{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！n} +\def\審査要旨o{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！o} +\def\審査要旨p{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！p} +\def\審査要旨q{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！q} +\def\審査要旨r{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！r} +\def\審査要旨s{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！s} +\def\審査要旨t{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！t} +\def\審査要旨u{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！u} +\def\審査要旨v{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！v} +\def\審査要旨w{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！w} +\def\審査要旨x{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！x} +\def\審査要旨y{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！y} +\def\審査要旨z{ \Large うおおおおおおおおおおおおぃぃぃぃぃすぅ！z} + + +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\usepackage{youshiki} +\topmargin -1in +\oddsidemargin -1in +% +% box for separate paragraph +% +\newbox\separatebox +% +% +% teikei.clsの使用例 +% for teikei.cls Ver 0.94 +% +%\FRAMEOFF +% +\DPI=300 +% +\def\frameouta{{ + \pageno=1 + \hoffset=25mm + \voffset=17mm + \advance\hsize by -\hoffset + \advance\vsize by -\voffset + \OFFSET + \frameparama + \vbox{\if枠表示\framedisplaya\fi} + {\XYBC{0cm}{0.4cm}{3.5cm}{1cm}{\normalsize {\bf(様式第5--1号)}}} + {\XYBC{12.7cm}{1.3cm}{13.8cm}{1.8cm}{\normalsize \kinto{3.8cm}{平成15年2月 + 13日}}} + {\XYBC{0.75cm}{2.6cm}{4.1cm}{3.0cm}{\normalsize \kinto{3.33cm}{琉球大学大学院}}} + {\XYBC{1.2cm}{3.3cm}{5.5cm}{3.7cm}{\normalsize \kinto{4.3cm}{理工学研究科長~~~殿}}} + + {\XYBP{9.3cm}{5cm}{13.8cm}{5.6cm}{\normalsize 論文審査委員}} + {\XYBP{9.3cm}{5.7cm}{10.8cm}{6.1cm}{\normalsize 主査}} + {\XYBP{10.5cm}{5.7cm}{17cm}{6.1cm}{\normalsize \kinto{1.05cm}{氏名}}} +%% {\XYBP{15.6cm}{5.7cm}{17cm}{6.1cm}{\normalsize ~~~~~ 印}} + {\XYBP{15.6cm}{5.7cm}{17cm}{6.1cm}{\normalsize 印}} + {\XYBP{11.8cm}{5.7cm}{16cm}{6.1cm}{\bunshostyle \教官１}} + {\XYBP{9.3cm}{6.4cm}{10.8cm}{6.9cm}{\normalsize 副査}} + {\XYBP{10.5cm}{6.4cm}{17cm}{6.9cm} {\normalsize \kinto{1.05cm}{氏名}}} +%% {\XYBP{15.6cm}{6.4cm}{17cm}{6.9cm}{\normalsize ~~~~~ 印}} + {\XYBP{15.6cm}{6.4cm}{17cm}{6.9cm}{\normalsize 印}} + {\XYBP{11.8cm}{6.4cm}{16cm}{6.9cm}{\bunshostyle \教官２}} + {\XYBP{9.3cm}{7.1cm}{10.8cm}{7.5cm}{\normalsize 副査}} + {\XYBP{10.5cm}{7.1cm}{17cm}{7.5cm}{\normalsize \kinto{1.05cm}{氏名}}} +%% {\XYBP{15.6cm}{7.1cm}{17cm}{7.5cm}{\normalsize ~~~~~ 印}} + {\XYBP{15.6cm}{7.1cm}{17cm}{7.5cm}{\normalsize 印}} + {\XYBP{11.8cm}{7.1cm}{16cm}{7.5cm}{\bunshostyle \教官３}} + + {\XYBC{2.1cm}{9cm}{14.6cm}{10.5cm}{\Large \kinto{10.8cm}{学位(修士)論文審査及び最終試験の終了報告書}}} + {\XYBC{0.3cm}{10.4cm}{16.4cm}{12.7cm}{\bunshostyle \報告}} + {\XYBC{8.4cm}{12.9cm}{9cm}{13.4cm}{\normalsize 記}} + + {\XYBC{0.34cm}{14.0cm}{2.8cm}{15.2cm}{\normalsize \kinto{2.6cm}{申請者}}} + {\XYBC{3.7cm}{14.0cm}{4.9cm}{15.2cm} {\normalsize 専攻名}} + {\XYBC{5.1cm}{14.0cm}{7.2cm}{15.2cm}{\normalsize \bunshostyle \専攻}} + {\XYBC{7.95cm}{14.0cm}{9.0cm}{15.2cm} {\normalsize 氏名}} + {\XYBC{8.2cm}{14.0cm}{11.5cm}{15.2cm}{\normalsize \bunshostyle \氏名}} + {\XYBC{12.55cm}{14.0cm}{14.05cm}{15.2cm} {\normalsize 学籍番号}} + {\XYBC{14.8cm}{14.0cm}{16.85cm}{15.2cm}{\bunshostyle \学生番号}} + + {\XYBC{0.34cm}{15.1cm}{2.8cm}{16.1cm}{\normalsize \kinto{2.6cm}{指導教官名}}} + {\XYBC{3cm}{15.1cm}{6.7cm}{16.1cm}{\bunshostyle \教官１}} + + {\XYBC{0.34cm}{16.4cm}{2.8cm}{17.1cm}{\normalsize \kinto{2.6cm}{成績評価}}} + {\XYBC{3.7cm}{16.3cm}{5.2cm}{17.1cm} {\normalsize 学位論文}} +% {\XYBC{6.4cm}{16.3cm}{7.2cm}{17.1cm} {\normalsize 合格}} + {\XYBC{6.4cm}{16.4cm}{7.2cm}{17.1cm} {\normalsize \合格}} + {\XYBC{8.1cm}{16.3cm}{9.3cm}{17.1cm} {\normalsize 不合格}} + {\XYBC{10.7cm}{16.4cm}{12.2cm}{17.1cm}{\normalsize 最終試験}} +% {\XYBC{13.1cm}{16.4cm}{13.9cm}{17.1cm}{\normalsize 合格}} + {\XYBC{13.1cm}{16.5cm}{13.9cm}{17.1cm}{\normalsize \合格}} + {\XYBC{14.95cm}{16.4cm}{16.15cm}{17.1cm}{\normalsize 不合格}} + + {\XYBC{0.34cm}{17.3cm}{2.8cm}{18.5cm}{\normalsize \kinto{2.6cm}{論文題目}}} + {\XYBP{3.64cm}{17.4cm}{17cm}{19cm}{\bunshostyle \論文題目}} + {\XYBP{0.6cm}{19.0cm}{5.6cm}{19.9cm}{\normalsize 審査要旨(500字以内)}} + {\XYBP{0.3cm}{19.5cm}{17cm}{20.65cm}{\bunshostyle \審査要旨a}} + {\XYBP{0.3cm}{20.65cm}{17cm}{21.80cm}{\bunshostyle \審査要旨b}} + {\XYBP{0.3cm}{21.80cm}{17cm}{22.95cm}{\bunshostyle \審査要旨c}} + {\XYBP{0.3cm}{22.95cm}{17cm}{24.05cm}{\bunshostyle \審査要旨d}} + {\XYBP{0.3cm}{24.05cm}{17cm}{25.20cm}{\bunshostyle \審査要旨e}} + {\XYBC{14.0cm}{24.85cm}{18.25cm}{25.75cm}{(次頁へ続く)}} +}} + +%% 枠表示 +%% +\def\framedisplaya{ + \Hrule{\Xa}{\Ya}{\Xb}{1.0pt} % + \Hrule{\Xa}{\Yb}{\Xb}{1.0pt} % 枠表示 + \Vrule{\Xa}{\Ya}{\Yb}{1.0pt} % + \Vrule{\Xb}{\Ya}{\Yb}{1.0pt} % + + \Hrule{\Xa}{\Yc}{\Xb}{0.3pt} + \Hrule{\Xa}{\Yd}{\Xb}{0.3pt} + \Hrule{\Xa}{\Ye}{\Xb}{0.3pt} + \Hrule{\Xa}{\Yf}{\Xb}{0.3pt} + + \Vrule{\Xc}{\Yd}{\Ye}{0.3pt} + \Vrule{\Xd}{\Ya}{\Yf}{0.3pt} + + \Hruledash{\Xa}{\Yg}{\Xb}{0.3pt} % 破線部 + \Hruledash{\Xa}{\Yh}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yi}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yj}{\Xb}{0.3pt} +} + +%% 枠表示のための座標パラメータです。 +%% 通常はこのパラメータを使って下さい。 +%% どうしても、枠を変えたい場合は修正をして下さい。 +%% +\def\frameparama{ + \Xa= 0cm + \Xb= 17.15cm + \Ya= 13.9cm + \Yb= 24.9cm + + \Xc= 10.165cm %2.8 + \Xd= 3.2cm %5 + + \Yc= 15.05cm %Yaから1.15cm増 + \Yd= 16.20cm + \Ye= 17.35cm + \Yf= 18.5cm + + \Yg= 202mm + \Yh= 213.4mm + \Yi= 224.8mm + \Yj= 236.2mm +} + +%%2ページ目 + +\def\frameoutb{{ + \pageno=1 + \hoffset=23.93mm + \voffset=23mm + \advance\hsize by -\hoffset + \advance\vsize by -\voffset + \OFFSET + \frameparamb + \vbox{\if枠表示\framedisplayb\fi} + + {\XYBP{0.3cm}{1.0cm}{17cm}{2.15cm}{\bunshostyle \審査要旨f}} + {\XYBP{0.3cm}{2.15cm}{17cm}{3.30cm}{\bunshostyle \審査要旨g}} + {\XYBP{0.3cm}{3.30cm}{17cm}{4.45cm}{\bunshostyle \審査要旨h}} + {\XYBP{0.3cm}{4.45cm}{17cm}{5.60cm}{\bunshostyle \審査要旨i}} + {\XYBP{0.3cm}{5.60cm}{17cm}{6.75cm}{\bunshostyle \審査要旨j}} + {\XYBP{0.3cm}{6.75cm}{17cm}{7.90cm}{\bunshostyle \審査要旨k}} + {\XYBP{0.3cm}{7.90cm}{17cm}{9.05cm}{\bunshostyle \審査要旨l}} + {\XYBP{0.3cm}{9.05cm}{17cm}{10.20cm}{\bunshostyle \審査要旨m}} + {\XYBP{0.3cm}{10.20cm}{17cm}{11.35cm}{\bunshostyle \審査要旨n}} + {\XYBP{0.3cm}{11.35cm}{17cm}{12.50cm}{\bunshostyle \審査要旨o}} + {\XYBP{0.3cm}{12.50cm}{17cm}{13.65cm}{\bunshostyle \審査要旨p}} + {\XYBP{0.3cm}{13.65cm}{17cm}{14.80cm}{\bunshostyle \審査要旨q}} + {\XYBP{0.3cm}{14.80cm}{17cm}{15.95cm}{\bunshostyle \審査要旨r}} + {\XYBP{0.3cm}{15.95cm}{17cm}{17.05cm}{\bunshostyle \審査要旨s}} + {\XYBP{0.3cm}{17.05cm}{17cm}{18.20cm}{\bunshostyle \審査要旨t}} + {\XYBP{0.3cm}{18.20cm}{17cm}{19.35cm}{\bunshostyle \審査要旨u}} + {\XYBP{0.3cm}{19.35cm}{17cm}{20.50cm}{\bunshostyle \審査要旨v}} + {\XYBP{0.3cm}{20.50cm}{17cm}{21.65cm}{\bunshostyle \審査要旨w}} + {\XYBP{0.3cm}{21.65cm}{17cm}{22.80cm}{\bunshostyle \審査要旨x}} + {\XYBP{0.3cm}{22.80cm}{17cm}{23.95cm}{\bunshostyle \審査要旨y}} + {\XYBP{0.3cm}{24.0cm}{17cm}{25.05cm}{\bunshostyle \審査要旨z}} + +}} + +%% 枠表示 +%% +\def\framedisplayb{ + \Hrule{\Xa}{\Ya}{\Xb}{1.0pt} % + \Hrule{\Xa}{\Yb}{\Xb}{1.0pt} % 枠表示 + \Vrule{\Xa}{\Ya}{\Yb}{1.0pt} % + \Vrule{\Xb}{\Ya}{\Yb}{1.0pt} % + + \Hruledash{\Xa}{\Yc}{\Xb}{0.3pt} % 破線部 + \Hruledash{\Xa}{\Yd}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Ye}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yf}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yg}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yh}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yi}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yj}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yk}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yl}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Ym}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yn}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yo}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yp}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yq}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yr}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Ys}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yt}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yu}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yv}{\Xb}{0.3pt} +} + +%% 枠表示のための座標パラメータです。 +%% 通常はこのパラメータを使って下さい。 +%% どうしても、枠を変えたい場合は修正をして下さい。 +%% +\def\frameparamb{ + \Xa= 0cm + \Xb= 17.15cm + \Ya= 0cm + \Yb= 24.9cm + + \Xc= 9.715cm + \Xd= 3.0cm + + \Yc= 17.0mm %11.4mm増 + \Yd= 28.4mm + \Ye= 39.8mm + \Yf= 51.2mm + \Yg= 62.6mm + \Yh= 74.0mm + \Yi= 85.4mm + \Yj= 96.8mm + \Yk= 108.2mm + \Yl= 119.6mm + \Ym= 131.0mm + \Yn= 143.4mm + \Yo= 154.8mm + \Yp= 166.2mm + \Yq= 177.6mm + \Yr= 189.0mm + \Ys= 200.4mm + \Yt= 211.8mm + \Yu= 223.2mm + \Yv= 235.6mm +} + +\def\報告{ + \large + ~~~学位(修士)の申請に対し,~学位論文の審査及び最終試験を終了したので, + 下記のとおり報告します。 +} + +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% +\begin{document} +%\VOFFSET=-8mm +\HOFFSET=0mm +\frameouta +\newpage +\frameoutb +\end{document}
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/youshiki/5-2.tex Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,323 @@ +%% 琉球大学大学院工学研究科 +%% 学位(博士)論文審査及び最終試験の終了報告書(様式5-1) +%% +%% この TeXファイルは、定型文書用スタイルファイル(teikei.sty) +%% を利用して書かれています。teikei.sty は大阪大学医学部麻酔学教室 +%% 萩平 哲(はぎひら さとし)さんによって作成されたものです。 +%% このファイルをコンパイルするためには、teikei.sty と abst.sty が +%% 必要になります。 +%% +%% このファイルで使用されている文章は、平成9年度 学生便覧 pp.44 の +%% 様式3に掲示されたものです。この文章に関する責任はこのTeXファイル +%% をコンパイルする個人の責任とさせてもらいます。また、提出の際には +%% 各文部教官の印鑑が必要です。 +%% +%% 1999年 2月27日 土曜日 22時31分15秒 JST mura +% +% このファイルは2e用に修正したものです +% +%% 2000年 2月25日 平良 +%% 2001年 2月15日 糸数，具志堅 +%% 2002年 3月31日 島袋 誠 +%% - 論文題目の 1 行ニセ対応(1 行目を全角空白) +%% - 名前の長い教官のとき、「印」を右方向へずらす +%% 2004年 2月18日 大塚 + +\documentclass[a4paper,11pt]{teikei} + +% 査日には予備審査日説と最終発表日説があるので手書き。 +\def\日付{ +\normalsize +平成18年~~~~月~~~~日 +} + +% 教官１ には 指導教官を記入するようにして下さい。 +\def\教官１{ +\normalsize +玉城 史朗 +} + +\def\教官２{ +\normalsize +河野 真治 +} + +\def\教官３{ +\normalsize +山田 孝治 +} + +\def\専攻{ +\normalsize +情報工学 +} + +\def\学生番号{ +\normalsize +999999A +} + +\def\氏名{ +\normalsize +中西 学 +} + +\def\論文題目{近代プロレスにおけるレスラーの体格向上と\\ +それに伴うフェイバリッドホールドの変化に関する研究 +} +\def\題目位置{17.74cm} % タイトルが 1 行のとき +%\def\題目位置{17.56cm} % タイトルが 2 行のとき + +\def\合格{\put(11,4){\oval(27,15)}合格} + +%page 1 +\def\審査要旨a{ ~~上記の論文では、今までの〜 +} %page 1 + +%page 2 +\def\審査要旨b{ +〜の有効性を示している。\\ +~~上記の学生は、〜。 +また、最終試験の結果、上記の学生は、専門分野および関連分野の十分な知識 +を有することが判明した。\\ ~~以上のことより、学位論文審査委員一同は、〜 +を博士(工学)の学位を授与するのにふさわしい者と判断し、学位論文および +最終試験をそれぞれ合格とする。 + +} + + +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\usepackage{youshiki} +\topmargin -1in +\oddsidemargin -1in +% +% box for separate paragraph +% +\newbox\separatebox +% +% +% teikei.clsの使用例 +% for teikei.cls Ver 0.94 +% +%\FRAMEOFF +% +\DPI=300 +% +\def\frameouta{{ + \pageno=1 + \hoffset=25mm + \voffset=17mm + \advance\hsize by -\hoffset + \advance\vsize by -\voffset + \OFFSET + \frameparama + \vbox{\if枠表示\framedisplaya\fi} + {\XYBC{0cm}{0.4cm}{3.5cm}{1cm}{\normalsize {\bf(様式第5--2号)}}} + {\XYBC{12.7cm}{1.3cm}{13.8cm}{1.8cm}{\normalsize \kinto{3.8cm}{\日付}}} + {\XYBC{0.75cm}{2.6cm}{4.1cm}{3.0cm}{\normalsize \kinto{3.33cm}{琉球大学大学院}}} + {\XYBC{1.2cm}{3.3cm}{5.5cm}{3.7cm}{\normalsize \kinto{4.3cm}{理工学研究科長~~~殿}}} + + {\XYBP{9.3cm}{5cm}{13.8cm}{5.6cm}{\normalsize 論文審査委員}} + {\XYBP{9.3cm}{5.7cm}{10.8cm}{6.1cm}{\normalsize 主査}} + {\XYBP{10.5cm}{5.7cm}{17cm}{6.1cm}{\normalsize \kinto{1.05cm}{氏名}}} +%% {\XYBP{15.6cm}{5.7cm}{17cm}{6.1cm}{\normalsize ~~~~~ 印}} + {\XYBP{15.6cm}{5.7cm}{17cm}{6.1cm}{\normalsize 印}} + {\XYBP{11.8cm}{5.7cm}{16cm}{6.1cm}{\bunshostyle \教官１}} + {\XYBP{9.3cm}{6.4cm}{10.8cm}{6.9cm}{\normalsize 副査}} + {\XYBP{10.5cm}{6.4cm}{17cm}{6.9cm} {\normalsize \kinto{1.05cm}{氏名}}} +%% {\XYBP{15.6cm}{6.4cm}{17cm}{6.9cm}{\normalsize ~~~~~ 印}} + {\XYBP{15.6cm}{6.4cm}{17cm}{6.9cm}{\normalsize 印}} + {\XYBP{11.8cm}{6.4cm}{16cm}{6.9cm}{\bunshostyle \教官２}} + {\XYBP{9.3cm}{7.1cm}{10.8cm}{7.5cm}{\normalsize 副査}} + {\XYBP{10.5cm}{7.1cm}{17cm}{7.5cm}{\normalsize \kinto{1.05cm}{氏名}}} +%% {\XYBP{15.6cm}{7.1cm}{17cm}{7.5cm}{\normalsize ~~~~~ 印}} + {\XYBP{15.6cm}{7.1cm}{17cm}{7.5cm}{\normalsize 印}} + {\XYBP{11.8cm}{7.1cm}{16cm}{7.5cm}{\bunshostyle \教官３}} + + {\XYBC{2.1cm}{9cm}{14.6cm}{10.5cm}{\Large \kinto{10.8cm}{学位(博士)論文審査及び最終試験の終了報告書}}} + {\XYBC{0.3cm}{10.4cm}{16.4cm}{12.7cm}{\bunshostyle \報告}} + {\XYBC{8.4cm}{12.9cm}{9cm}{13.4cm}{\normalsize 記}} + + {\XYBC{0.34cm}{14.0cm}{2.8cm}{15.2cm}{\normalsize \kinto{2.6cm}{申請者}}} + {\XYBC{3.7cm}{14.0cm}{4.9cm}{15.2cm} {\normalsize 専攻名}} + {\XYBC{5.1cm}{14.0cm}{7.2cm}{15.2cm}{\normalsize \bunshostyle \専攻}} + {\XYBC{7.95cm}{14.0cm}{9.0cm}{15.2cm} {\normalsize 氏名}} + {\XYBC{8.2cm}{14.0cm}{11.5cm}{15.2cm}{\normalsize \bunshostyle \氏名}} + {\XYBC{12.55cm}{14.0cm}{14.05cm}{15.2cm} {\normalsize 学籍番号}} + {\XYBC{14.8cm}{14.0cm}{16.85cm}{15.2cm}{\bunshostyle \学生番号}} + + {\XYBC{0.34cm}{15.1cm}{2.8cm}{16.1cm}{\normalsize \kinto{2.6cm}{指導教官名}}} + {\XYBC{3cm}{15.1cm}{6.7cm}{16.1cm}{\bunshostyle \教官１}} + + {\XYBC{0.34cm}{16.4cm}{2.8cm}{17.1cm}{\normalsize \kinto{2.6cm}{成績評価}}} + {\XYBC{3.7cm}{16.3cm}{5.2cm}{17.1cm} {\normalsize 学位論文}} +% {\XYBC{6.4cm}{16.3cm}{7.2cm}{17.1cm} {\normalsize 合格}} + {\XYBC{6.4cm}{16.4cm}{7.2cm}{17.1cm} {\normalsize \合格}} + {\XYBC{8.1cm}{16.3cm}{9.3cm}{17.1cm} {\normalsize 不合格}} + {\XYBC{10.7cm}{16.4cm}{12.2cm}{17.1cm}{\normalsize 最終試験}} +% {\XYBC{13.1cm}{16.4cm}{13.9cm}{17.1cm}{\normalsize 合格}} + {\XYBC{13.1cm}{16.5cm}{13.9cm}{17.1cm}{\normalsize \合格}} + {\XYBC{14.95cm}{16.4cm}{16.15cm}{17.1cm}{\normalsize 不合格}} + + {\XYBC{0.34cm}{17.3cm}{2.8cm}{18.5cm}{\normalsize \kinto{2.6cm}{論文題目}}} + {\XYBP{3.64cm}{\題目位置}{17cm}{19cm}{\bunshostyle \論文題目}} + {\XYBP{0.6cm}{19.0cm}{5.6cm}{19.9cm}{\normalsize 審査要旨(2000字以内)}} + {\XYBC{14.0cm}{24.85cm}{18.25cm}{25.75cm}{(次頁へ続く)}} +} + +%%審査要旨 (1ページ目) +\hbox{\hskip 28mm% +\vbox{\vskip 212.7mm% + \hsize=166mm% + \Large\addtolength{\baselineskip}{4mm}% + \審査要旨a}}% +} % `\frameouta' の終わり + +%% 枠表示 +%% +\def\framedisplaya{ + \Hrule{\Xa}{\Ya}{\Xb}{1.0pt} % + \Hrule{\Xa}{\Yb}{\Xb}{1.0pt} % 枠表示 + \Vrule{\Xa}{\Ya}{\Yb}{1.0pt} % + \Vrule{\Xb}{\Ya}{\Yb}{1.0pt} % + + \Hrule{\Xa}{\Yc}{\Xb}{0.3pt} + \Hrule{\Xa}{\Yd}{\Xb}{0.3pt} + \Hrule{\Xa}{\Ye}{\Xb}{0.3pt} + \Hrule{\Xa}{\Yf}{\Xb}{0.3pt} + + \Vrule{\Xc}{\Yd}{\Ye}{0.3pt} + \Vrule{\Xd}{\Ya}{\Yf}{0.3pt} + + \Hruledash{\Xa}{\Yg}{\Xb}{0.3pt} % 破線部 + \Hruledash{\Xa}{\Yh}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yi}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yj}{\Xb}{0.3pt} +} + +%% 枠表示のための座標パラメータです。 +%% 通常はこのパラメータを使って下さい。 +%% どうしても、枠を変えたい場合は修正をして下さい。 +%% +\def\frameparama{ + \Xa= 0cm + \Xb= 17.15cm + \Ya= 13.9cm + \Yb= 24.9cm + + \Xc= 10.165cm %2.8 + \Xd= 3.2cm %5 + + \Yc= 15.05cm %Yaから1.15cm増 + \Yd= 16.20cm + \Ye= 17.35cm + \Yf= 18.5cm + + \Yg= 202mm + \Yh= 213.4mm + \Yi= 224.8mm + \Yj= 236.2mm +} + +%%2ページ目 + +\def\frameoutb{{ + \pageno=1 + \hoffset=23.93mm + \voffset=23mm + \advance\hsize by -\hoffset + \advance\vsize by -\voffset + \OFFSET + \frameparamb + \vbox{\if枠表示\framedisplayb\fi} +} + +%%審査要旨 (2ページ目) +\hbox{\hskip 28mm% +\vbox{\vskip 33mm% + \hsize=166mm% + \Large\addtolength{\baselineskip}{4.1mm}% + \審査要旨b}}% +} % `\frameoutb' の終わり + +%% 枠表示 +%% +\def\framedisplayb{ + \Hrule{\Xa}{\Ya}{\Xb}{1.0pt} % + \Hrule{\Xa}{\Yb}{\Xb}{1.0pt} % 枠表示 + \Vrule{\Xa}{\Ya}{\Yb}{1.0pt} % + \Vrule{\Xb}{\Ya}{\Yb}{1.0pt} % + + \Hruledash{\Xa}{\Yc}{\Xb}{0.3pt} % 破線部 + \Hruledash{\Xa}{\Yd}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Ye}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yf}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yg}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yh}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yi}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yj}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yk}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yl}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Ym}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yn}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yo}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yp}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yq}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yr}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Ys}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yt}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yu}{\Xb}{0.3pt} + \Hruledash{\Xa}{\Yv}{\Xb}{0.3pt} +} + +%% 枠表示のための座標パラメータです。 +%% 通常はこのパラメータを使って下さい。 +%% どうしても、枠を変えたい場合は修正をして下さい。 +%% +\def\frameparamb{ + \Xa= 0cm + \Xb= 17.15cm + \Ya= 0cm + \Yb= 24.9cm + + \Xc= 9.715cm + \Xd= 3.0cm + + \Yc= 17.0mm %11.4mm増 + \Yd= 28.4mm + \Ye= 39.8mm + \Yf= 51.2mm + \Yg= 62.6mm + \Yh= 74.0mm + \Yi= 85.4mm + \Yj= 96.8mm + \Yk= 108.2mm + \Yl= 119.6mm + \Ym= 131.0mm + \Yn= 143.4mm + \Yo= 154.8mm + \Yp= 166.2mm + \Yq= 177.6mm + \Yr= 189.0mm + \Ys= 200.4mm + \Yt= 211.8mm + \Yu= 223.2mm + \Yv= 235.6mm +} + +\def\報告{ + \large + ~~~学位(博士)の申請に対し,~学位論文の審査及び最終試験を終了したので, + 下記のとおり報告します。 +} + +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% +\begin{document} +%\VOFFSET=-8mm +\HOFFSET=0mm +\frameouta +\newpage +\frameoutb +\end{document}
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/youshiki/Makefile Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,36 @@ +# edit by mkt +# for youshiki in masterkit + +all: dvi + +final: ps + +dvi: + platex 1-1.tex + platex 2.tex + platex 3.tex + platex 4.tex + platex 5-1.tex + platex 5-2.tex + +ps: dvi + dvips 1-1.dvi + dvips 2.dvi + dvips 3.dvi + dvips 4.dvi + dvips 5-1.dvi + dvips 5-2.dvi + +pdf: dvi + dvipdfm 1-1.dvi + dvipdfm 2.dvi + dvipdfm 3.dvi + dvipdfm 4.dvi + dvipdfm 5-1.dvi + dvipdfm 5-2.dvi + +clean: + rm -f *.aux *.log *.dvi *.ps *.pdf + +veryclean: clean + find ./ -name \*~ -exec rm -f {} \;
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/youshiki/README Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,26 @@ +これは＜修士論文用＞の様式を作るもの． +＃博士もちょっと変えればいけそーだ． + +※99年度修士卒業生の 平良 洋樹 さんにいっぱい感謝して使いましょう．※ + +環境 LaTeX2e 用 + LaTeX2e が使えないようって人はあきらめてください． + + +ファイル構成 + README このファイル + 1-1.tex 様式第1-1号 + 2.tex 様式第2号 + 3.tex 様式第3号 + 4.tex 様式第4号 + 5-1.tex 様式第5-1号 ＜これは審査後提出 + teikei.cls これがないとコンパイルできません． + youshiki.sty これもないとコンパイルできません． + + teikeiマクロについて詳しいことはこちら． + http://www.med.osaka-u.ac.jp/pub/anes/www/latex/teikei.html + +2002.3.31 edit by mkt +ver.[2001.3.2昼] ryuji +ver.[2001.2.15昼] minru +ver.[2001.1.22深夜] minru
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/youshiki/teikei.cls Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,704 @@ +\ProvidesClass{teikei}[2000/11/03] +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%%%%% +%%%%%%% 定型的書式に文書をはめ込むためのclass Ver 0.96 +%%%%%%% 1994/10/15 +%%%%%%% 1997/02/02 Ver 0.9 for pLaTeX2e +%%%%%%% 1997/02/07 Ver 0.91 offset bug fixed +%%%%%%% by masahide@mk.ecei.tohoku.ac.jp +%%%%%%% 1997/02/09 Ver 0.92 XYSETGBP and XYPBP added +%%%%%%% 1997/03/27 Ver 0.93 Brule, Vruledash Hruledash added +%%%%%%% from 科研マクロ +%%%%%%% 1997/03/28 Ver 0.94 line pointを変数化 +%%%%%%% 1998/09/16 Ver 0.95 Drule bug fixed and line width added +%%%%%%% 2000/11/03 Ver 0.96 Hruledash/Vruledash bug fixed +%%%%%%% by sawai@nike.mech.osaka-sandai.ac.jp +%%%%%%% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% +% このstyle fileはもともと科研費調書（A4サイズ新版）として配布されていた +% ものです． +% このバージョンはLaTeX2e専用です． +% +% by Level3 hagihira@anes.med.osaka-u.ac.jp +% PGB00174@niftyserve.or.jp +% 以下の方々の作成です． +%%%%%%% Ken-Ichi Aoki (aoki@hep.s.kanazawa-u.ac.jp) +%%%%%%% Taikan Oki (taikan@hydro.iis.u-tokyo.ac.jp) +%%%%%%% Shinichi Nawa (nawa@ps1.yukawa.kyoto-u.ac.jp) +%%%%%%% Toru Sato (tsato@ibuki.kuee.kyoto-u.ac.jp) +%%%%%%% File ID: KAKENHI.STY 基本スタイルファイル (LaTeX版) +%%%%%%% 1993/11/5 +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% +\LoadClassWithOptions{jarticle} +% +\newdimen\INDENT % 段落開始位置(文字数) +% +\newcount\DPI\DPI=300 +% +\INDENT=0zw +% +% 使用するプリンタのＤＰＩを下でセットして下さい．斜線を最適に印刷する +% ためのパラメタです． +\DPI=300 +% +\newif\if枠表示\枠表示true +\def\FRAMEON{\枠表示true}%with rules and item names +\def\FRAMEOFF{\枠表示false}%without rules nor item names +% +% working variables +% +\newbox\dummybox +\newbox\partbox +\newcount\Ta \Ta=0 +\newcount\Tb \Tb=0 +\newcount\Tc \Tc=0 +\newcount\Td \Td=0 +% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\newif\ifSmallTeX\SmallTeXfalse +% BigLaTeX でない LaTeX を使用する場合は，次のコメントをはずして下さい． +% ただし，その場合は斜線および長円は描かれません． +%\SmallTeXtrue +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\newif\ifNTTTeX\NTTTeXfalse +\def\NTTTeX用{\NTTTeXtrue} +% +%NTT-TeXの場合は以下の５つの命令を有効にして下さい． +%このNTT-TeXへの対応は +%電気通信大学電子工学科 伊藤 秀一 itoh@ee.uec.ac.jp +%によります． +%このLaTeX2e専用のバージョンでは動かないかもしれませんし， +%不要かもしれません． +% +%\NTTTeX用 +%\newskip\kanjiskip +%\newskip\xkanjiskip +%\let\kanjiskip=\jintercharskip +%\let\xkanjiskip=\jasciikanjiskip +% +\pagestyle{empty} +\oddsidemargin=0mm +\evensidemargin=0mm +\textwidth=\paperwidth +\topmargin=0mm +\headheight=0pt +\headsep=0pt +\textheight=\paperheight +% +\let\@document=\document +\def\document{\@document\teikeistyle} + +% global advance +\def\Advance{\global\advance} +% various skips +% +\def\smallbaselineskip{\baselineskip=2.0mm} +\def\eightbaselineskip{\baselineskip=3.6mm} +\def\sevenbaselineskip{\baselineskip=2.4mm} +\def\sixbaselineskip{\baselineskip=2.1mm} +%\def\bunshobaselineskip{\baselineskip=5.4mm plus0.2mm minus0.15mm} +%\def\lkanjiskip{\kanjiskip=2.5pt plus 1pt minus 0.5pt} +%\def\llkanjiskip{\kanjiskip=5pt plus 2pt minus 2pt} +\def\lllkanjiskip{\kanjiskip=8pt plus 2pt minus 2pt +\xkanjiskip=8pt plus 2pt minus 2pt} +\def\kintokanjiskip{\kanjiskip=0pt plus 1fil minus 1fil% +\xkanjiskip=\kanjiskip} +%\def\msuji{\tenmin\kanjiskip=0.0pt} +%\def\lsuji{\twelvemin\kanjiskip=0.0pt} +%\def\llsuji{\twelvemin\kanjiskip=11pt} +%\def\hsuji{\twelvemin\kanjiskip=11.2pt} +% +% 文章入力のスタイル +\def\bunshostyle{ +% \bunshobaselineskip + \linewidth=\hsize +% \parindent=1zw + \parindent=\INDENT % changed by Level3 + \parskip=1.0mm plus 0.5mm minus 1mm + \rightskip=0pt + \kanjiskip=0pt plus0.3pt +} +% +%magic way of pointing a place defined by X-Y coordinate +\newdimen\htbackskip +\newdimen\dpbackskip +\long\def\XY#1#2#3{ + \setbox\dummybox=\vbox{ + \vskip#2 + \vskip\voffset % by masahide@mk.ecei.tohoku.ac.jp + \hbox to \hsize{% + \hskip#1 + \hskip\hoffset % by masahide@mk.ecei.tohoku.ac.jp + \vbox{\advance\hsize by -#1#3}\hfil + } + } + \htbackskip=-\ht\dummybox + \dpbackskip=-\dp\dummybox +% + \box\dummybox\nointerlineskip + \vskip\htbackskip + \vskip\dpbackskip +% \box\sepinbox\nointerlineskip +} +% +%A box with something centered both horizontally and vertically +%\def\Cbox#1#2#3{ +% \vbox to #2mm{ +% \vfil +% \hbox to #1mm{\hfil#3\hfil} +% \vfil +% } +%} +% 絶対位置 (#1, #2) (#3, #4)で定まるボックスに +% #5 を入れて上下左右でセンタリングする． +\long\def\XYBC#1#2#3#4#5{ + \X=#3 \Y=#4 \advance\X by -#1 \advance\Y by -#2 + \XY{#1}{#2}{\CBOX{\X}{\Y}{#5}} +} +% BOX を描く．縦横にセンタリングされる．#1, #2引数は長さで与える +% 箱の横の長さ，縦の長さ，中身 +%\long\def\CBOX#1#2#3{ +% \vbox to #2{ +% \vfil +% \hbox to #1{\hsize=#1\hfil#3\hfil} +% \vfil +% } +%} +%%%% +\long\def\CBOX#1#2#3{{ + \hsize=#1\linewidth=\hsize + \setbox\dummybox\hbox{#3} + \vbox to #2{ + \vfil + \ifdim#1 < \wd\dummybox + \X=#1 + \advance\X by -4mm + \hbox to \hsize{\hfil\vbox{\hsize=\X\linewidth=\hsize #3}\hfil} + \else + \hbox to \hsize{\hfil #3\hfil} + \fi + \vfil + } +}} +% +% 絶対位置 (#1, #2) (#3, #4)で定まるボックスに +% パラグラフとして#5 を入れる．マージン（両側）はXM, YM で決まる． +\long\def\XYBP#1#2#3#4#5{ + \X=#3 \Y=#4 \advance\X by -#1 \advance\Y by -#2 + \XY{#1}{#2}{\PBOX{\X}{\Y}{#5}} +} +\long\def\PBOX#1#2#3{ + \X=#1 \Y=#2 \advance\X by -\XM \XA=\X \advance\X by -\XM + \advance\Y by -\YM \YA=\Y \advance\Y by -\YM + \vbox to \YA{\vskip\YM + \hbox to \XA{\hskip\XM\vbox to \Y{\hsize=\X\linewidth=\X #3\vfil}% + \hfil} +}} +% +% サイズ #1 x #2 で定まるグローバルボックス#4に +% パラグラフとして#3 を入れる．マージン（両側）はXM, YM で決まる． +\long\def\XYSETGBP#1#2#3#4{ + \X=#1 \Y=#2 + \advance\X by -\XM \advance\X by -\XM + \global\setbox#4=\vbox{\hsize=\X\linewidth=\X #3\vfil}% +} +% +% XYSETGBPで作製したBOX#4を絶対位置 (#1, #2)から高さ#3だけ入れる +% +\long\def\XYPBP#1#2#3#4{ + \YA=#3 \advance\YA by -\YM \advance\YA by -\YM + \global\setbox\partbox=\vsplit#4 to \YA% + \X=#1 \Y=#2 \advance\X by \XM \advance\Y by \YM + \XY{\X}{\Y}{\box\partbox\vfil}% +} +% +% 右詰めボックス +\def\RBOX#1{\hbox to \hsize{\hfil#1}} +% 数字用ボックス（コンマ処理付き） +\def\NBOX#1{\hbox to \hsize{\hfil\Number{#1}}} +% +% \hsizeをセットするマクロ 両端x座標 #1, #2, 両側からのマージン #3 +\def\SEThsize#1#2#3{% +\hsize=#2 \advance\hsize by -#1% +\advance\hsize by -#3 \advance\hsize by -#3} +% +%ボックスをつぶさないための横方向の見えない柱 +\def\SS{\vskip0pt\hrule width\hsize height0pt depth0pt} +% +% 数字をローカルに足す。空白なら足さない。 +\def\Add#1#2{\def\DUMMY{#2}\ifx\DUMMY\empty\else\advance#1 by#2\fi} +% +%BOX rules with 1.0pt width +% 箱型罫線 右下隅の欠けを防ぐためのマクロ +% 対角線指定 (#1, #2) --- (#3, #4) +% #5 line point +\def\Brule#1#2#3#4#5{ + \X=#4 \Add{\X}{#5} + \Hrule{#1}{#2}{#3}{#5} + \Hrule{#1}{#4}{#3}{#5} + \Vrule{#1}{#2}{#4}{#5} + \Vrule{#3}{#2}{\X}{#5} +} +% +%vertival rule +% 縦罫線 0.1pt 幅 始点座標 (#1, #2) 終点Ｙ座標 #3 線の太さ #4 +\newdimen\rulelength +\def\Vrule#1#2#3#4{ + \rulelength=#3 + \advance\rulelength by -#2 + \XY{#1}{#2}{\vrule width#4 height\rulelength depth0pt} +} +% +%horizontal rule +% 横罫線 0.1pt 幅 始点座標 (#1, #2) 終点Ｘ座標 #3 線の太さ #4 +\def\Hrule#1#2#3#4{ + \rulelength=#3 + \advance\rulelength by -#1 + \XY{#1}{#2}{\vrule width\rulelength height#4 depth0pt} +} +% +%vertical dotted +% 縦鎖罫線 始点座標 (#1, #2) 終点Ｙ座標 #3 幅 #4 +\def\Vruledash#1#2#3#4{{ + \rulelength=#3 + \advance\rulelength by -5pt + \loop\ifdim\rulelength>#2\XY{#1}{\rulelength}{\vrule + height 2pt depth0pt width#4} + \advance\rulelength by -5pt\repeat +}} +% dotted rule +% 横鎖罫線 始点座標 (#1, #2) 終点Ｘ座標 #3 幅 #4 +\def\Hruledash#1#2#3#4{{ + \rulelength=#3 + \advance\rulelength by -5pt + \loop\ifdim\rulelength>#1\XY{\rulelength}{#2}{\vrule + height#4 depth0pt width 2pt} + \advance\rulelength by -5pt\repeat +}} +% +% 文字数，行数単位のスキップ +% hskip #1 zw, vskip #1 baselineskip +% +\long\gdef\Sz#1{\hskip #1zw} +\long\gdef\Sb#1{\vskip #1\baselineskip} +% +% print asterisk +% +\long\gdef\ASTER{\lower0.6ex\hbox{*}} +% +%%%% +% underline +\def\undertext#1{\vtop{\hbox{#1}\kern 1pt \hrule}} +% +%%%% +% contributed by T. Sato (Kyoto U) +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%%%% +% kinto{size}{KANJI TEXT} +\def\kinto#1#2{\hbox to #1{\kintokanjiskip#2}} +% +% \maru{x} : encircled number x (should be 1digit), easy version +% \maru{x} is replaced to \textcircled{x} in original pLaTeX2e +%%%% +% \Number{number} : 数字の３桁毎にコンマを入れるマクロ（９桁まで） +\newif\ifコンマ付数字 \コンマ付数字true +\def\コンマ付数字{\コンマ付数字true} +\def\コンマなし数字{\コンマ付数字false} +\newcount\Numa +\newcount\Numb +\def\Numempty{}%文字列「-0」が与えられると空白を出力する +\def\Number#1{\edef\Numpar{#1}\ifx\Numempty\Numpar\else% +\ifコンマ付数字\Numa=#1\relax +\ifnum\Numa>999999\divide\Numa by 1000000 +\number\Numa,% +\multiply\Numa by -1000000\advance\Numa by #1\relax +\Numb=\Numa\divide\Numa by 1000 +\ifnum\Numa<100 \ifnum\Numa<10 0\fi0\fi\number\Numa,% +\multiply\Numa by -1000\advance\Numa by \Numb +\ifnum\Numa<100 \ifnum\Numa<10 0\fi0\fi\number\Numa% +\else\ifnum\Numa>999\divide\Numa by 1000 +\number\Numa,% +\multiply\Numa by -1000\advance\Numa by #1\relax +\ifnum\Numa<100 \ifnum\Numa<10 0\fi0\fi\number\Numa% +\else\number\Numa\fi\fi\else\number#1\fi\fi} +%------------------------------------------------------------------------ +% +% #2 から #3 までに横罫線を引く．罫線入りのボックスは#1におく． +% 縦位置は呼ばれた時の位置 +\def\横区分線#1#2#3{\X=#3\advance\X by -#1% +\hbox to \X{\hfil\X=#3\advance\X by -#2% +\vrule width\X height0.1pt depth0pt}} +% +% 位置の最終調整用変数 +\newdimen\HOFFSET \HOFFSET=0mm +\newdimen\VOFFSET \VOFFSET=0mm +% 印刷位置決めを偶奇頁で区別するためのパラメータ +% \doubleHOFFSET は偶奇で逆にずらす． +\newdimen\oddHOFFSET \oddHOFFSET=0mm +\newdimen\evenHOFFSET \evenHOFFSET=0mm +\newdimen\doubleHOFFSET \doubleHOFFSET=0mm +% +%各頁毎に呼ばれる位置調整コマンド +\def\OFFSET{ + \advance\hoffset by \HOFFSET + \ifodd\count0 + \advance\hoffset by \oddHOFFSET + \advance\hoffset by \doubleHOFFSET + \else + \advance\hoffset by \evenHOFFSET + \advance\hoffset by -\doubleHOFFSET + \fi + \advance\voffset by \VOFFSET +} +% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% 任意の２点に罫線（含む斜線）を引く aoki 93/10/30 +% \Drule{#1}{#2}{#3}{#4}{#5} +% (#1,#2) --> (#3,#4) 太さは変数#5で与える． +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% +%以下では，Ｙの正方向は下，Ｘの正方向は右である． +%SmallTeX では定義しない． +\newif\ifSTEEP% 勾配の絶対値が１より大かどうか +\newif\ifVERTICAL% 垂直罫線かどうか +\newif\ifHORIZONTAL% 水平罫線かどうか +\newif\ifREVERSE% Ｙ変位を正にした時にＸ変位が負 +\newcount\LOOPcount% loop counter +\newdimen\DOTsize +\newdimen\DW +\newdimen\DH +\newdimen\Xstep% 正負あり +\newdimen\Ystep +\newdimen\Xdiff% 正に固定 +\newdimen\DX +\newdimen\DruleThickness \DruleThickness=0.1pt +\newdimen\DruleSize +% +\ifSmallTeX + \def\Drule#1#2#3#4#5{} +\else +% + \def\Drule#1#2#3#4#5{{% +% +% まずＹ方向変位を正にセット．(X,Y) ---> (XA,YA) YA > Y +\DruleThickness=#5 +\ifdim#2 > #4 + \X=#3\Y=#4\XA=#1\YA=#2 +\else + \X=#1\Y=#2\XA=#3\YA=#4 +\fi +% +% 罫線のＸ方向とＹ方向の変位．この段階ではＤＷは正負あり． +\DW=\XA \advance\DW by -\X +\DH=\YA \advance\DH by -\Y +% +% 垂直または水平の罫線かどうかのチェック，別処理をする． +\VERTICALfalse\HORIZONTALfalse +\ifdim\DW=0cm + \ifdim\DH=0cm \errmessage{Null Drule ...}\else\VERTICALtrue\fi +\else\ifdim\DH=0cm \HORIZONTALtrue\fi\fi +% +\ifVERTICAL +% \message{DiagonalRule (\the\X,\the\Y)-->(\the\XA,\the\YA) by vrule +% Thickness \the\DruleThickness }% + \message{Drule:1seg }% + \XY{\X}{\Y}{\noindent\vrule width\DruleThickness height\DH depth0pt} +\else\ifHORIZONTAL% Ｘ方向を正にセットし直す必要がある． +% \message{DiagonalRule (\the\X,\the\Y)-->(\the\XA,\the\YA) by hrule +% Thickness \the\DruleThickness }% + \message{Drule:1seg }% + \ifdim\DW < 0cm \X=\XA \multiply\DW by -1 \fi + \XY{\X}{\Y}{\noindent\vrule width\DW height\DruleThickness depth0pt} +\else% 以下すべてがこの場合である． +% +% 勾配の絶対値が１より大きい時には，STEEPtrueをセット +\STEEPfalse +\ifdim\DW < \DH \ifdim\DW > -\DH \STEEPtrue \fi\fi +% +% DW < 0 の時にはREVERSEtrueをセット． +% これ以降，DW も正に固定． +\REVERSEfalse +\ifdim\DW < 0cm \REVERSEtrue \multiply\DW by -1 \fi +% +% 罫線の太さの補正． +\Ta=\DH \divide\Ta by 100 +\Tb=\DW \divide\Tb by 100 +% 100 倍の tanθ(Tc) を計算． +\ifSTEEP + \multiply\Tb by 100 \divide\Tb by \Ta \Tc=\Tb +\else + \multiply\Ta by 100 \divide\Ta by \Tb \Tc=\Ta +\fi +% 補正因子(Td)は cosθ とするが，１から１/ルート２まで動く． +% この区間を７区間に分けて補正する． +% +\ifnum \Tc < 23 \Td=100 +\else\ifnum\Tc < 41 \Td= 95 +\else\ifnum\Tc < 55 \Td= 90 +\else\ifnum\Tc < 69 \Td= 85 +\else\ifnum\Tc < 82 \Td= 80 +\else\ifnum\Tc < 95 \Td= 75 +\else \Td= 71 +\fi\fi\fi\fi\fi\fi +% +\DruleSize=\DruleThickness +\multiply\DruleSize by 100 \divide\DruleSize by \Td +% +% +% ＤＰＩに対応する１ドットのサイズ +\DOTsize=1in \divide\DOTsize by \DPI \Ystep=\DOTsize +% +% ステップ数（セグメント数）（正に固定）を決める． +% 勾配が１以下の場合はＹ変位から，１以上の場合はＸ変位から決める． +% （太い罫線の場合には）罫線の太さ１セグメント分の補正が必要． +% 相手側の１ステップ変位は，全変位をステップ数で割って得る． +\ifSTEEP + \LOOPcount=\DW \advance\LOOPcount by -\DruleSize + \divide\LOOPcount by \DOTsize \advance\LOOPcount by 1 + \Xstep=\DOTsize + \Ystep=\DH \divide\Ystep by \LOOPcount +\else + \LOOPcount=\DH \advance\LOOPcount by -\DruleSize + \divide\LOOPcount by \DOTsize \advance\LOOPcount by 1 + \Ystep=\DOTsize + \Xstep=\DW \divide\Xstep by \LOOPcount +\fi +% +% REVERSEの時にはXstepを負にセット．絶対値をXdiffにキープ． +\Xdiff=\Xstep +\ifREVERSE\multiply\Xstep by -1 \fi +% +%\message{DiagonalRule (\the\X,\the\Y)-->(\the\XA,\the\YA) by +%(\the\Xstep,\the\Ystep) Thickness \the\DruleSize (\number\Td) } +\message{Drule:\number\LOOPcount segs } +% +% セグメントの初期位置=DX のセット +% +\ifREVERSE + \DX=\DW + \ifSTEEP\advance\DX by -\DruleSize\fi%罫線幅戻し + \advance\DX by \Xdiff%右端から更に１ステップ分右 + \X=\XA% REVERSE 時には，ＸＹボックス命令の左上はXAで与えられる +\else + \DX=0cm +\fi +% +\XY{\X}{\Y}{% +\advance\LOOPcount by 1 +\loop + \advance\LOOPcount by -1 + \advance\DX by \Xstep + \ifnum\LOOPcount > 0% + \vbox to \ifSTEEP\Ystep\else\DruleSize\fi + {\hsize=\DW\hbox to \DW{% + \X=\DX\advance\X by -\Xdiff% + \hskip\X + \vrule height\ifSTEEP\Ystep\else\DruleSize\fi + depth0pt + width\ifSTEEP\DruleSize\else\Xdiff\fi + \hfill + }}% + \ifSTEEP\else\vskip-\DruleSize\vskip\Ystep\fi + \nointerlineskip% +\repeat +} +\fi\fi% 垂直または水平罫線の別処理のＩＦの終わり +}} +\fi + +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% dummy definitions for compatibility with plain TeX version +\newcount\pageno +\newtoks\footline +\newdimen\itemsize +% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% 軽量化の試み +\let\vpt=\relax +\let\viipt=\relax +\let\ixpt=\relax +\let\xviipt=\relax +\let\xxpt=\relax +\let\xxvpt=\relax +% +\let\@starttoc=\relax +\let\addcontentsline=\relax +\let\addtocontents=\relax +\let\contentsline=\relax +\let\@dottedtocline=\relax +\let\numberline=\relax +\let\makeindex=\relax +\let\@wrindex=\relax +\let\index=\relax +\let\@index=\relax +\let\makeglossary=\relax +\let\glossary=\relax +\let\bibitem=\relax +\let\@lbibitem=\relax +\let\@bibitem=\relax +\let\bibcite=\relax +\let\citation=\relax +\let\cite=\relax +\let\@citex=\relax +\let\bibliography=\relax +\let\bibliographystyle=\relax +\let\nocite=\relax +\let\caption=\relax +\let\@caption=\relax +\let\@float=\relax +\let\@xfloat=\relax +\let\end@float=\relax +\let\@dblfloat=\relax +\let\@dbflt=\relax +\let\@xdblfloat=\relax +\let\@floatplacement=\relax +\let\@dblfloatplacement=\relax +\let\marginpar=\relax +\let\@xmpar=\relax +\let\@ympar=\relax +\let\@savemarbox=\relax +\let\@xympar=\relax +\let\reversemarginpar=\relax +\let\normalmarginpar=\relax +% simplify the output routine +\output{\let\par\@@par + \ifnum\outputpenalty <-\@M\@specialoutput\else + \begingroup\catcode`\ =10 + \let\-\@dischyph \let\'\@acci \let\`\@accii \let\=\@acciii + \shipout + \vbox{%\reset@font %% RmS 91/08/15 + \normalsize \baselineskip\z@ \lineskip\z@ + \let\par\@@par %% 15 Sep 87 + \vskip\topmargin \moveright\@themargin + \vbox{\vskip \headsep + \box255}}\global\@colht\textheight + \endgroup\stepcounter{page}\let\firstmark\botmark\fi + \global\vsize\ifnum\outputpenalty >-\@Miv \@colroom + \else \maxdimen\fi} +%%\let\@specialoutput=\relax +\def\@doclearpage{ + \setbox\@tempboxa\vsplit\@cclv to\z@ \unvbox\@tempboxa + \setbox\@tempboxa\box\@cclv +} +\let\@freelist=\relax +\let\@toplist=\relax +\let\@botlist=\relax +\let\@midlist=\relax +\let\@currlist=\relax +\let\@deferlist=\relax +\let\@dbltoplist=\relax +\let\@dbldeferlist=\relax +% \let\@dbltopnum=\relax +\let\@dbltoproom=\relax +\let\@textmin=\relax +\let\@fpmin=\relax +\let\@mparbottom=\relax +\let\@currtype=\relax +\let\cleardoublepage=\relax +\let\twocolumn=\relax +\let\onecolumn=\relax +\let\@topnewpage=\relax +\let\@opcol=\relax +\let\@outputdblcol=\relax +\let\@makecol=\relax +\let\@outputpage=\relax +\let\@floatplacement=\relax +\let\@dblfloatplacement=\relax +\let\@combinefloats=\relax +\let\@cfla=\relax +\let\@cflb=\relax +\let\@comflelt=\relax +\let\@combinedblfloats=\relax +\let\@comdblflelt=\relax +\let\@startcolumn=\relax +\let\@xstartcol=\relax +\let\@scolelt=\relax +\let\@startdblcolumn=\relax +\let\@sdblcolelt=\relax +\let\@tryfcolumn=\relax +\let\@vtryfc=\relax +\let\@wtryfc=\relax +\let\@xtryfc=\relax +\let\@ytryfc=\relax +\let\@ztryfc=\relax +\let\@testfp=\relax +\let\@makefcolumn=\relax +\let\@addtobot=\relax +\let\@addtotoporbot=\relax +\let\@addtonextcol=\relax +\let\@addtodblcol=\relax +\let\@addtocurcol=\relax +\let\@addmarginpar=\relax +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +\raggedbottom +\global\columnwidth\textwidth +\global\hsize\columnwidth \global\linewidth\columnwidth +\global\@twocolumnfalse +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% +% \ls{x} : set line space to be x times the default (modified June 11, 1991) +% same as \renewcommand{baselinestretch}{ x } , but effective +% also in the text. (cf: \lsx, \lsxcur) +% If two or more \ls is used in a paragraph, the last one is taken. +\let\@currsize=\normalsize +\def\ls#1{\let\@@curr=\@currsize\def\baselinestretch{#1}\large\@@curr} + +% lsx{x} : set normal line space of all font sizes to be 'x' +% (a dimension, e.g., 10mm, 5pt). cf: \lsxcur +% Note: only \baselineskip is changed. Real line space is affected +% by the glue. Use \raggedbottom for a more accurate spacings. +% May 13, 1993 +\let\@@setsize=\@setsize +\def\lsx#1{\def\@setsize##1##2{\@@setsize##1{#1}}\ls{1.0}} +%%%% +% \nagamaru{xyz} : encircled string 'xyz'. 'xyz' can be a 'tabular' +% July 2, 1992 +\ifSmallTeX + \def\nagamaru#1{} +\else +\newdimen\@nagax +\newdimen\@nagaxx +\newdimen\@nagay +\newdimen\@nagayy +\newbox\@nagabox +\def\nagamaru#1{{% +\setlength{\unitlength}{1sp}% +\setbox\@nagabox=\hbox{#1}% +\@nagax=\ht\@nagabox\advance\@nagax by 0.7zw% +\@nagay=\dp\@nagabox\advance\@nagay by 0.7zh% +\@nagayy=\dp\@nagabox\advance\@nagayy by 0.5zh% +\raisebox{-1\@nagayy}[\@nagax][\@nagay]{% +\@nagax=\wd\@nagabox\advance\@nagax by 1zw% +\@nagay=\ht\@nagabox\advance\@nagay by \dp\@nagabox\advance\@nagay by 1zh% +\begin{picture}(\number\@nagax,\number\@nagay)(0,0) +\thicklines% +\@nagaxx=\@nagax\divide\@nagaxx by 2% +\@nagayy=\@nagay\divide\@nagayy by 2% +\divide\@nagay by 131072 \multiply\@nagay by 131071 % omajinai +\put(\number\@nagaxx,\number\@nagayy){\oval(\number\@nagax,\number\@nagay)} +\put(\number\@nagaxx,\number\@nagayy){\makebox(0,0){#1}} +\end{picture}}% +}} +\fi + +% +%basic style +% +\def\teikeistyle{ + \hsize=\paperwidth + \vsize=\paperheight + \footline={\hfil} + \linewidth=\hsize + \parskip = 0pt + \parindent=0pt + \baselineskip = 4.0mm plus1mm minus0.5mm + \rightskip = 0pt plus 150mm + \itemsize=20pt + \lineskip=0pt + \topskip=0pt +} +% +% end of teikei.cls ----------------------------------------------- +
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/youshiki/youshiki.sty Tue Feb 12 17:37:48 2008 +0900 @@ -0,0 +1,121 @@ +\ProvidesPackage{youshi}[1997/02/02] +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +% +% teikei.clsを用いる場合の枠組のディメンジョン用変数の定義 +% また複雑な枠組で変数を追加する場合にはこのファイルに +% 追加の定義を行う +% +% 以下は設定しなくても可です +% HOFFSET,VOFFSET,oddHOFFSET,evenHOFFSET +% doubleHOFFSET +% +% +% +% 位置がずれすぎて印刷が欠けるときには、この下の +% \HOFFSETと\VOFFSETを調節して下さい。 +%\HOFFSET=0mm +% +%更に、頁の偶奇でずらすなら、次のパラメータをセットして下さい。 +%\oddHOFFSET=0mm +%\evenHOFFSET=0mm +% +%更に、偶奇の差を一気に埋めたければ次のパラメータを使って下さい。 +%このパラメータはodd頁に対してプラス、even頁に対してマイナスで効きます。 +%\doubleHOFFSET=0mm +% +% データ入力用token +% +\newdimen\X +\newdimen\XA +\newdimen\Y +\newdimen\YA +\newdimen\XXa +\newdimen\XXb +\newdimen\XXc +\newdimen\XXd +\newdimen\XXe +\newdimen\XXf +\newdimen\XXg +% +% memory for positions of rules +\newdimen\XW%full width of table +\newdimen\YH%full height of table +\newdimen\XM \XM=0mm% X-direction margin +\newdimen\YM \YM=0mm% Y-direction margin +% +% 罫線位置絶対座標 左上角を原点とする +% +% ここで罫線の座標を設定する変数を定義している． +% 必要に応じて追加・削除して下さい． +% +\newdimen\Xa +\newdimen\Xb +\newdimen\Xc +\newdimen\Xd +\newdimen\Xe +\newdimen\Xf +\newdimen\Xg +\newdimen\Xh +\newdimen\XI%これだけ大文字なのは、ギリシャ文字とぶつかるから。 +\newdimen\Xj +\newdimen\Xk +\newdimen\Xl +\newdimen\Xm +\newdimen\Xn +\newdimen\Xo +\newdimen\Xp +\newdimen\Xq +\newdimen\Xr +\newdimen\Xs +\newdimen\Xt +\newdimen\Xu +\newdimen\Xv +\newdimen\Xw +\newdimen\Xx +\newdimen\Xy +\newdimen\Xz +\newdimen\Xaa +\newdimen\Xab +\newdimen\Xac +\newdimen\Xad +\newdimen\Xae +\newdimen\Xaf +\newdimen\Xag +\newdimen\Xba +\newdimen\Xbb +\newdimen\Xbc +\newdimen\Xbd +\newdimen\Ya +\newdimen\Yb +\newdimen\Yc +\newdimen\Yd +\newdimen\Ye +\newdimen\Yf +\newdimen\Yg +\newdimen\Ygg +\newdimen\Yh +\newdimen\Yhh +\newdimen\Yi +\newdimen\Yj +\newdimen\Yk +\newdimen\Yl +\newdimen\Ym +\newdimen\Yn +\newdimen\Yo +\newdimen\Yoo +\newdimen\Yp +\newdimen\Yq +\newdimen\Yr +\newdimen\Ys +\newdimen\Yt +\newdimen\Yu +\newdimen\Yv +\newdimen\Yw +\newdimen\Yx +\newdimen\Yy +\newdimen\Yz +% +\newdimen\Ygg +\newdimen\Yhh +% +