diff --git a/books/bookvol8.1.pamphlet b/books/bookvol8.1.pamphlet new file mode 100644 index 0000000..d09ba47 --- /dev/null +++ b/books/bookvol8.1.pamphlet @@ -0,0 +1,2274 @@ +\documentclass[dvipdfm]{book} +\usepackage{hyperref} +\usepackage{axiom} +\usepackage{makeidx} +\setlength{\textwidth}{400pt} +\makeindex +\usepackage{graphicx} +\begin{document} +\begin{titlepage} +\center{\includegraphics{ps/axiomfront.ps}} +\vskip 0.1in +\includegraphics{ps/bluebayou.ps}\\ +\vskip 0.1in +{\Huge{The 30 Year Horizon}} +\vskip 0.1in +$$ +\begin{array}{lll} +Manuel\ Bronstein & William\ Burge & Timothy\ Daly \\ +James\ Davenport & Michael\ Dewar & Martin\ Dunstan \\ +Albrecht\ Fortenbacher & Patrizia\ Gianni & Johannes\ Grabmeier \\ +Jocelyn\ Guidry & Richard\ Jenks & Larry\ Lambe \\ +Michael\ Monagan & Scott\ Morrison & William\ Sit \\ +Jonathan\ Steinbach & Robert\ Sutor & Barry\ Trager \\ +Stephen\ Watt & Jim\ Wen & Clifton\ Williamson +\end{array} +$$ +\center{\large{Volume 8.1: Axiom Gallery}} +\end{titlepage} +\pagenumbering{roman} +\begin{verbatim} +Portions Copyright (c) 2005 Timothy Daly + +The Blue Bayou image Copyright (c) 2004 Jocelyn Guidry + +Portions Copyright (c) 2004 Martin Dunstan + +Portions Copyright (c) 1991-2002, +The Numerical ALgorithms Group Ltd. +All rights reserved. + +This book and the Axiom software is licensed as follows: + +Redistribution and use in source and binary forms, with or +without modification, are permitted provided that the following +conditions are +met: + + - Redistributions of source code must retain the above + copyright notice, this list of conditions and the + following disclaimer. + + - Redistributions in binary form must reproduce the above + copyright notice, this list of conditions and the + following disclaimer in the documentation and/or other + materials provided with the distribution. + + - Neither the name of The Numerical ALgorithms Group Ltd. + nor the names of its contributors may be used to endorse + or promote products derived from this software without + specific prior written permission. + +THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND +CONTRIBUTORS "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, +INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF +MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE +DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR +CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, +SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, +BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR +SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS +INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, +WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING +NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE +OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF +SUCH DAMAGE. + +\end{verbatim} + +Inclusion of names in the list of credits is based on historical +information and is as accurate as possible. Inclusion of names +does not in any way imply an endorsement but represents historical +influence on Axiom development. +\vfill +\eject +\begin{tabular}{lll} +Cyril Alberga & Roy Adler & Richard Anderson\\ +George Andrews & Henry Baker & Stephen Balzac\\ +Yurij Baransky & David R. Barton & Gerald Baumgartner\\ +Gilbert Baumslag & Fred Blair & Vladimir Bondarenko\\ +Mark Botch & Alexandre Bouyer & Peter A. Broadbery\\ +Martin Brock & Manuel Bronstein & Florian Bundschuh\\ +William Burge & Quentin Carpent & Bob Caviness\\ +Bruce Char & Cheekai Chin & David V. Chudnovsky\\ +Gregory V. Chudnovsky & Josh Cohen & Christophe Conil\\ +Don Coppersmith & George Corliss & Robert Corless\\ +Gary Cornell & Meino Cramer & Claire Di Crescenzo\\ +Timothy Daly Sr. & Timothy Daly Jr. & James H. Davenport\\ +Jean Della Dora & Gabriel Dos Reis & Michael Dewar\\ +Claire DiCrescendo & Sam Dooley & Lionel Ducos\\ +Martin Dunstan & Brian Dupee & Dominique Duval\\ +Robert Edwards & Heow Eide-Goodman & Lars Erickson\\ +Richard Fateman & Bertfried Fauser & Stuart Feldman\\ +Brian Ford & Albrecht Fortenbacher & George Frances\\ +Constantine Frangos & Timothy Freeman & Korrinn Fu\\ +Marc Gaetano & Rudiger Gebauer & Kathy Gerber\\ +Patricia Gianni & Holger Gollan & Teresa Gomez-Diaz\\ +Laureano Gonzalez-Vega& Stephen Gortler & Johannes Grabmeier\\ +Matt Grayson & James Griesmer & Vladimir Grinberg\\ +Oswald Gschnitzer & Jocelyn Guidry & Steve Hague\\ +Vilya Harvey & Satoshi Hamaguchi & Martin Hassner\\ +Ralf Hemmecke & Henderson & Antoine Hersen\\ +Pietro Iglio & Richard Jenks & Kai Kaminski\\ +Grant Keady & Tony Kennedy & Paul Kosinski\\ +Klaus Kusche & Bernhard Kutzler & Larry Lambe\\ +Frederic Lehobey & Michel Levaud & Howard Levy\\ +Rudiger Loos & Michael Lucks & Richard Luczak\\ +Camm Maguire & Bob McElrath & Michael McGettrick\\ +Ian Meikle & David Mentre & Victor S. Miller\\ +Gerard Milmeister & Mohammed Mobarak & H. Michael Moeller\\ +Michael Monagan & Marc Moreno-Maza & Scott Morrison\\ +Mark Murray & William Naylor & C. Andrew Neff\\ +John Nelder & Godfrey Nolan & Arthur Norman\\ +Jinzhong Niu & Michael O'Connor & Kostas Oikonomou\\ +Julian A. Padget & Bill Page & Jaap Weel\\ +Susan Pelzel & Michel Petitot & Didier Pinchon\\ +Claude Quitte & Norman Ramsey & Michael Richardson\\ +Renaud Rioboo & Jean Rivlin & Nicolas Robidoux\\ +Simon Robinson & Michael Rothstein & Martin Rubey\\ +Philip Santas & Alfred Scheerhorn & William Schelter\\ +Gerhard Schneider & Martin Schoenert & Marshall Schor\\ +Fritz Schwarz & Nick Simicich & William Sit\\ +Elena Smirnova & Jonathan Steinbach & Christine Sundaresan\\ +Robert Sutor & Moss E. Sweedler & Eugene Surowitz\\ +James Thatcher & Baldir Thomas & Mike Thomas\\ +Dylan Thurston & Barry Trager & Themos T. Tsikas\\ +Gregory Vanuxem & Bernhard Wall & Stephen Watt\\ +Juergen Weiss & M. Weller & Mark Wegman\\ +James Wen & Thorsten Werther & Michael Wester\\ +John M. Wiley & Berhard Will & Clifton J. Williamson\\ +Stephen Wilson & Shmuel Winograd & Robert Wisbauer\\ +Sandra Wityak & Waldemar Wiwianka & Knut Wolf\\ +Clifford Yapp & David Yun & Richard Zippel\\ +Evelyn Zoernack & Bruno Zuercher & Dan Zwillinger +\end{tabular} +\eject +\tableofcontents +\vfill +\eject +\setlength{\parindent}{0em} +\setlength{\parskip}{1ex} +{\Large{\bf New Foreword}} +\vskip .25in + +On October 1, 2001 Axiom was withdrawn from the market and ended +life as a commercial product. +On September 3, 2002 Axiom was released under the Modified BSD +license, including this document. +On August 27, 2003 Axiom was released as free and open source +software available for download from the Free Software Foundation's +website, Savannah. + +Work on Axiom has had the generous support of the Center for +Algorithms and Interactive Scientific Computation (CAISS) at +City College of New York. Special thanks go to Dr. Gilbert +Baumslag for his support of the long term goal. + +The online version of this documentation is roughly 1000 pages. +In order to make printed versions we've broken it up into three +volumes. The first volume is tutorial in nature. The second volume +is for programmers. The third volume is reference material. We've +also added a fourth volume for developers. All of these changes +represent an experiment in print-on-demand delivery of documentation. +Time will tell whether the experiment succeeded. + +Axiom has been in existence for over thirty years. It is estimated to +contain about three hundred man-years of research and has, as of +September 3, 2003, 143 people listed in the credits. All of these +people have contributed directly or indirectly to making Axiom +available. Axiom is being passed to the next generation. I'm looking +forward to future milestones. + +With that in mind I've introduced the theme of the ``30 year horizon''. +We must invent the tools that support the Computational Mathematician +working 30 years from now. How will research be done when every bit of +mathematical knowledge is online and instantly available? What happens +when we scale Axiom by a factor of 100, giving us 1.1 million domains? +How can we integrate theory with code? How will we integrate theorems +and proofs of the mathematics with space-time complexity proofs and +running code? What visualization tools are needed? How do we support +the conceptual structures and semantics of mathematics in effective +ways? How do we support results from the sciences? How do we teach +the next generation to be effective Computational Mathematicians? + +The ``30 year horizon'' is much nearer than it appears. + +\vskip .25in +%\noindent +Tim Daly\\ +CAISS, City College of New York\\ +November 10, 2003 ((iHy)) +\vfill +\eject +\pagenumbering{arabic} + +\chapter{Hyperdoc examples} +Examples in this section come from the Hyperdoc documentation tool. +These examples are accessed from the Basic Examples Draw section. + +\section{Two dimensional examples} + +\newpage +\subsection{A function of one variable} +{\center{\includegraphics[scale=0.50]{ps/v81equation001.eps}}} +\begin{chunk}{equation001} +draw(x*cos(x),x=0..30,title=="y = x*cos(x)") +\end{chunk} +This is one of the demonstration equations used in hypertex. +It demonstrates a function of one variable. It draws +\[y = f(x) \] +where $y$ is the dependent variable and $x$ is the independent variable. + +\newpage +\subsection{A Parametric function} +{\center{\includegraphics[scale=0.50]{ps/v81equation002.eps}}} +\begin{chunk}{equation002} +draw(curve(-9*sin(4*t/5),8*sin(t)),t=-5*%pi,title=="Lissajous") +\end{chunk} +This is one of the demonstration equations used in hypertex. +It draw a parametrically defined curve +\[f1(t), f2(t)\] +in terms of two functions $f1$ and $f2$ and an independent variable t. + +\newpage +\subsection{A Polynomial in 2 variables} +{\center{\includegraphics[scale=0.50]{ps/v81equation003.eps}}} +\begin{chunk}{equation003} +draw(x**2+7*x*y-(x**3+16*x) = 0,x,y,range==[-15..10,-10..50]) +\end{chunk} +This is one of the demonstration equations used in hypertex. +Plotting the solution to +\[p(x,y) = 0\] +where p is a polynomial in two variables $x$ and $y$. + +\section{Three dimensional examples} + +\newpage +\subsection{A function of two variables} +{\center{\includegraphics[scale=0.50]{ps/v81equation004.eps}}} +\begin{chunk}{equation004} +cf(x,y) == 0.5 +draw(exp(cos(x-y)-sin(x*y))-2,x=-5..5,y=-5..5,_ + colorFunction==cf,style=="smooth") +\end{chunk} +This is one of the demonstration equations used in hypertex. +A function of two variables +\[z = f(x,y)\] +where $z$ is the dependent variable and where $x$ and $y$ are the +dependent variables. + +\newpage +\subsection{A parametrically defined curve} +{\center{\includegraphics[scale=0.50]{ps/v81equation005.eps}}} +\begin{chunk}{equation005} +f1(t) == 1.3*cos(2*t)*cos(4*t)+sin(4*t)*cos(t) +f2(t) == 1.3*sin(2*t)*cos(4*t)-sin(4*t)*sin(t) +f3(t) == 2.5*cos(4*t) +cf(x,y) == 0.5 +draw(curve(f1(t),f2(t),f3(t)),t=0..4*%pi,tubeRadius==.25,tubePoints==16,_ + title=="knot",colorFunction==cf,style=="smooth") +\end{chunk} +This is one of the demonstration equations used in hypertex. +This ia parametrically defined curve +\[ f1(t), f2(t), f3(t) \] +in terms of three functions $f1$, $f2$, and $f3$ and an independent +variable $t$. + +\newpage +\subsection{A parametrically defined surface} +{\center{\includegraphics[scale=0.50]{ps/v81equation006.eps}}} +\begin{chunk}{equation006} +f1(u,v) == u*sin(v) +f2(u,v) == v*cos(u) +f3(u,v) == u*cos(v) +cf(x,y) == 0.5 +draw(surface(f1(u,v),f2(u,v),f3(u,v)),u=-%pi..%pi,v=-%pi/2..%pi/2,_ + title=="surface",colorFunction==cf,style=="smooth") +\end{chunk} +This is one of the demonstration equations used in hypertex. +This ia parametrically defined curve +\[ f1(t), f2(t), f3(t) \] +in terms of three functions $f1$, $f2$, and $f3$ and an independent +variable $t$. + +\chapter{Pasta by Design\cite{4}} +This is a book that combines a taxonomy of pasta shapes with the +Mathematica equations that realize those shapes in three dimensions. +We implemented examples from this book as a graphics test suite for Axiom. + +\newpage +\section{Acini Di Pepe} +{\center{\includegraphics[scale=0.50]{ps/v81acinidipepe.eps}}} +\begin{chunk}{Acini Di Pepe} +X(i,j) == 15*cos(i/60*%pi) +Y(i,j) == 15*sin(i/60*%pi) +Z(i,y) == j +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..120,j=0..30,_ + style=="smooth",title=="Acini Di Pepe") +\end{chunk} +The smallest member of the {\sl postine minute} (tiny pasta) family, +{\sl acini de pepe} (peppercorns) are most suited to consommes (clear +soups), with the occasional addition of croutons and diced greens. +Made of durum wheat flour and eggs, acini di pepe are commonly used +in the Italian-American ``wedding soup'', a broth of vegetables and meat. + +\newpage +\section{Agnolotti} +{\center{\includegraphics[scale=0.50]{ps/v81agnolotti.eps}}} +\begin{chunk}{Agnolotti} +X(i,j) == (10*sin((i/120)*%pi)^(0.5) + _ + (1/400)*sin(((3*j)/10)*%pi)) * _ + cos(((19*j)/2000)*%pi+0.03*%pi) +Y(i,j) == (10*sin((i/120)*%pi) + _ + (1/400)*cos(((30*j)/10)*%pi)) * _ + sin(((19*j)/2000)*%pi+0.03*%pi) +Z(i,j) == 5*cos((i/120)*%pi)^5 * sin((j/100)*%pi) - _ + 5*sin((j/100)*%pi) * cos((i/120)*%pi)^200 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..60,j=0..100,_ + style=="smooth",title=="Agnolotti") +\end{chunk} +These shell-like {\sl ravioli} from Piedmont, northern italy, are fashioned +from small pieces of flattened dough made of wheat flour and egg, and +are often filled with braised veal, port, vegetables or cheese. The +true agnolotto should feature a crinkled edge, cut using a fluted +pasta wheel. Recommended with melted butter and sage + +\newpage +\section{Anellini} +{\center{\includegraphics[scale=0.50]{ps/v81anellini.eps}}} +\begin{chunk}{Anellini} +X(i,j) == cos(0.01*i*%pi) +Y(i,j) == 1.1*sin(0.01*i*%pi) +Z(i,j) == 0.05*j +canvas := createThreeSpace() +makeObject(surface(X(i,j),Y(i,j),Z(i,j)),i=0..200,j=0..8,space==canvas) +makeObject(surface(X(i,j)/1.4,Y(i,j)/1.4,Z(i,j)),i=0..200,j=0..8,space==canvas) +vp:=makeViewport3D(canvas,"Anellini") +\end{chunk} +The diminutive {\sl onellini} (small rings) are part of the extended +{\sl postine minute} (tiny pasta) clan. Their thickness varies between +only 1.15 and 1.20 mm, and the are therefore usually found in light +soups together with croutons and thinly sliced vegetables. This pasta +may also be found served in a {\sl timballo} (baked pasta dish). + +\newpage +\section{Bucatini} +{\center{\includegraphics[scale=0.50]{ps/v81bucatini.eps}}} +\begin{chunk}{Bucatini} +X(i,j) == 0.3*cos(i/30*%pi) +Y(i,j) == 0.3*sin(i/30*%pi) +Z(i,j) == j/45 +canvas := createThreeSpace() +makeObject(surface(X(i,j),Y(i,j),Z(i,j)),i=0..60,j=0..90,space==canvas) +makeObject(surface(X(i,j)/2,Y(i,j)/2,Z(i,j)),i=0..60,j=0..90,space==canvas) +vp:=makeViewport3D(canvas,"Bucatini") +\end{chunk} +{\sl Bucatini} (pierced) pasta is commonly served as a {\sl +pastasciutta} (pasta boiled, drained, and dished up with a sauce, +rather than in broth). Its best known accompaniment is {\sl +amatriciana}: a hearty traditional sauce made with dried port, +Pecorino Romano and tomato sauce, and named after the medieval town of +Amatrice in central Italy. + +\newpage +\section{Buccoli} +{\center{\includegraphics[scale=0.50]{ps/v81buccoli.eps}}} +\begin{chunk}{Buccoli} +X(i,j) == (0.7 + 0.2*sin(21*j/250 * %pi))*cos(i/20*%pi) +Y(i,j) == (0.7 + 0.2*sin(21*j/250 * %pi))*sin(i/20*%pi) +Z(i,j) == 39.0*i/1000. + 1.5*sin(j/50*%pi) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..200,j=0..25,_ + style=="smooth",title=="Buccoli") +\end{chunk} +A spiral-shaped example from the {\sl pasta corta} (short pasta) +family, and of rather uncertain pedigree, {\sl buccoli} are suitable +in a mushroom and sausage dish. They are also excellent with a tomato +aubergine, pesto, and ricotta salad. + +\newpage +\section{Calamaretti} +{\center{\includegraphics[scale=0.50]{ps/v81calamaretti.eps}}} +\begin{chunk}{Calamaretti} +X(i,j) == cos(i/75*%pi) + 0.1*cos(j/40*%pi) + 0.1*cos(i/75*%pi + j/40*%pi) +Y(i,j) == 1.2*sin(i/75*%pi) + 0.2*sin(j/40*%pi) +Z(i,j) == j/10 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..20,_ + style=="smooth",title=="Calamaretti") +\end{chunk} +Literally ``little squids'', {\sl calamaretti} are small ring-shaped +pasta cooked as {\sl pastasciutta} (pasta boiled and drained) then +dished up with a tomato-, egg-, or cheese-based sauce. Their shape +means that {\sl calamaretti} hold both chunky and thin sauces equally +well. Fittingly, they are often served with seafood. + +\newpage +\section{Cannelloni} +{\center{\includegraphics[scale=0.50]{ps/v81cannelloni.eps}}} +\begin{chunk}{Cannelloni} +X(i,j) == (1+j/100)*cos(i*%pi/55) + 0.5*cos(j*%pi/100) + _ + 0.1*cos(i*%pi/55+j*%pi/125) +Y(i,j) == 1.3*sin(i*%pi/55) + 0.3*sin(j*%pi/100) +Z(i,j) == 7.*j/50. +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..110,j=0..50,_ + style=="smooth",title=="Cannelloni") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +Made with wheat flour, eggs, and olive oil, {\sl cannelloni} (big +tubes) originate as strips of pasta shaped into perfect cylinders, +which can be stuffed with meat, vegetables, or ricotta. The stuffed +{\sl cannelloni} are covered with a creamy {besciamella} sauce, a +sprinkling of Parmigiano-Reggiano cheese and then oven-baked. + +\newpage +\section{Cannolicchi Rigati} +{\center{\includegraphics[scale=0.50]{ps/v81cannolicchirigati.eps}}} +\begin{chunk}{Cannolicchi Rigati} +X(i,j) == 8*cos(i*%pi/70) + 0.2*cos(2*i*%pi/7) + 5*cos(j*%pi/100) +Y(i,j) == 8*sin(i*%pi/70) + 0.2*sin(2*i*%pi/7) + 4*sin(j*%pi/100) +Z(i,j) == 6.0*j/5.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..140,j=0..50,_ + style=="smooth",title=="Cannolicchi Rigati") +zoom(v3d,3.0,3.0,3.0) +\end{chunk} +Known as ``little tubes'', {\sl cannolicchi} exist both in a {\sl +rigati} (grooved) and {\sl lisci} (smooth) form. These hollow {\sl +pasta corta} (short pasta) come in various diameters and are often +served with seafood. {\sl Cannolicchi} hail from Campania in southern Italy. + +\newpage +\section{Capellini} +{\center{\includegraphics[scale=0.50]{ps/v81capellini.eps}}} +\begin{chunk}{Capellini} +X(i,j) == 0.05*cos(2*i*%pi/15) + 0.6*cos(j*%pi/100) +Y(i,j) == 0.05*sin(2*i*%pi/15) + 0.5*sin(j*%pi/100) +Z(i,j) == 7.0*j/100.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..15,j=0..100,_ + style=="smooth",title=="Capellini") +zoom(v3d,3.0,3.0,3.0) +\end{chunk} +An extra-fine rod-like pasta {\sl capellini} (thin hair) may be served +in a light broth, but also combine perfectly with butter, nutmeg, or +lemon. This variety (or its even more slender relative, {\sl capelli +d'angelo} (angel hair) is sometimes used to form the basis of an +unusual sweet pasta dish, made with lemons and almonds, called {\sl +torta ricciolina}. + +\newpage +\section{Cappelletti} +{\center{\includegraphics[scale=0.50]{ps/v81cappelletti.eps}}} +\begin{chunk}{Cappelletti} +X(i,j) == (0.1 + sin(((3*i)/160)*%pi)) * cos(((2.3*j)/120)*%pi) +Y(i,j) == (0.1 + sin(((3*i)/160)*%pi)) * sin(((2.3*j)/120)*%pi) +Z(i,j) == 0.1 + (1/400.)*j + (0.3 - 0.231*(i/40.)) * cos((i/20.)*%pi) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..40,j=0..120,_ + style=="smooth",title=="Cappelletti") +\end{chunk} +This pasta is customarily served as the first course of a traditional +north Italian Christmas meal, dished up in a chicken brodo +(broth). Typically, it is the children of a houseold who prepare the +cappelletti (little hats) on Christmas Eve, filling the pasta parcels +(made from wheat flour and fresh eggs) with mixed meats or soft +cheeses, such as ricotta. + +\newpage +\section{Casarecce} +{\center{\includegraphics[scale=0.50]{ps/v81casarecce.eps}}} +\begin{chunk}{Casarecce} +X(i,j) == _ + if (i <= 30)_ + then 0.5*cos(j*%pi/30)+0.5*cos((2*i+j+16)/40*%pi) _ + else cos(j*%pi/40)+0.5*cos(j*%pi/30)+0.5*sin((2*i-j)/40*%pi) +Y(i,j) == _ + if (i <= 30)_ + then 0.5*sin(j*%pi/30)+0.5*sin((2*i+j+16)/40*%pi) _ + else sin(j*%pi/40)+0.5*sin(j*%pi/30)+0.5*cos((2*i-j)/40*%pi) +Z(i,j) == j/4.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..60,j=0..60,_ + style=="smooth",title=="Casarecce") +zoom(v3d,3.0,3.0,3.0) +\end{chunk} +Easily identified by their unique s-shaped cross-section {\sl +casarecce} (home-made) are best cooked as {\sl postasciutta} (pasta +boiled, drained and dished up with a sauce). Often {\sl casarecce} are +served with a classic {\sl ragu} and topped with a sprinkle of pepper +and Parmigiano-Reggiano cheese. + +\newpage +\section{Castellane} +{\center{\includegraphics[scale=0.50]{ps/v81castellane.eps}}} +\begin{chunk}{Castellane} +X(i,j) == ((0.3*sin(j*%pi/120)*abs(cos((j+3)*%pi/6)) + _ + i^2/720.*(sin(2*j*%pi/300)^2+0.1) + 0.3)) * cos(7*i*%pi/150) +Y(i,j) == ((0.3*sin(j*%pi/120)*abs(cos((j+3)*%pi/6)) + _ + i^2/720.*(sin(2*j*%pi/300)^2+0.1) + 0.3)) * sin(7*i*%pi/150) +Z(i,j) == 12*cos(j*%pi/120) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..60,j=0..120,_ + style=="smooth",title=="Castellane") +viewpoint(v3d,0.0,0.0,45.0) +rotate(v3d,270,30) +zoom(v3d,1.5,1.5,1.5) +\end{chunk} +The manufacturer Bailla has recently created this elegant pasta +shape. Accordking to its maker, they were originally called {\sl +paguri} (hermit crabs) but renamed {\sl castellane} (castle +dwellers). The sturdy form and rich nutty taste of {\sl castellane} +stand up to hearty meals and full-flavoured sauces. + +\newpage +\section{Cavatappi} +{\center{\includegraphics[scale=0.50]{ps/v81cavatappi.eps}}} +\begin{chunk}{Cavatappi} +X(i,j) == (3+2*cos(i*%pi/35)+0.1*cos(2*i*%pi/7))*cos(j*%pi/30) +Y(i,j) == (3+2*cos(i*%pi/35)+0.1*cos(2*i*%pi/7))*sin(j*%pi/30) +Z(i,j) == 3+2*sin(i*%pi/35)+0.1*sin(2*i*%pi/7)+j/6.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..70,j=0..150,_ + style=="smooth",title=="Cavatappi") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +Perfect with chunky sauces made from lamb or pork, {\sl cavatappi} +(corkscrews) are 36 mm-long, hollow helicoidal tubes. As well as an +accompaniment to creamy sauces, such as {\sl boscaiola} (woodsman's) +sauce, they are also often used in oven-baked cheese-topped dishes, or +in salads with pesto. + +\newpage +\section{Cavatelli} +{\center{\includegraphics[scale=0.50]{ps/v81cavatelli.eps}}} +\begin{chunk}{Cavatelli} +A(i) == 0.5*cos(i*%pi/100) +B(i,j) == j/60.*sin(i*%pi/100) +X(i,j) == 3*(1-sin(A(i)*2*%pi))*cos(A(i)*%pi+0.9*%pi) +Y(i,j) == 3*sin(A(i)*2*%pi)*sin(A(i)*%pi+0.63*%pi) +Z(i,j) == 4*B(i,j)*(5-sin(A(i)*%pi)) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..200,j=0..30,_ + style=="smooth",title=="Cavatelli") +\end{chunk} +Popular in the south of Italy, and related in shape to the longer +twisted {\sl casareccia}, {\sl cavatelli} can be served {\sl alla +puttanesca} (with a sauce containing chilli, garlic, capers, and +anchovies). They can also be added to a salad with olive oil, sauteed +crushed garlic and a dusting of soft cheese. + +\newpage +\section{Chifferi Rigati} +{\center{\includegraphics[scale=0.50]{ps/v81chifferirigati.eps}}} +\begin{chunk}{Chifferi Rigati} +X(i,j) == (0.45+0.3*cos(i*%pi/100)+0.005*cos(2*i*%pi/5)) * cos(j*%pi/45) + _ + 0.15*(j/45.0)^10*cos(i*%pi/100)^3 +Y(i,j) == (0.35+j/300.0)*sin(i*%pi/100) + 0.005*sin(2*i*%pi/5) +Z(i,j) == (0.4+0.3*cos(i*%pi/100))*sin(j*%pi/45) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..200,j=0..45,_ + style=="smooth",title=="Chifferi Rigati") +rotate(v3d,90,180) +\end{chunk} +This pasta - available in both {\sl rigoti} (grooved) and {\sl lisci} +(smooth) forms - is typically cooked in broth or served in {\sl rogu +alla bolognese}, though {\sl chifferi rigati} also make an excellent +addition to salads with carrot, red pepper and courgette. {\sl +Chifferi rigoti} bear a resemblance to, and the term is a +transliteration of, the Austrian 'kipfel' sweet. + +\newpage +\section{Colonne Pompeii} +{\center{\includegraphics[scale=0.50]{ps/v81colonnepompeii.eps}}} +\begin{chunk}{Colonne Pompeii} +X0(i,j) == _ + if (j <= 50) _ + then 2*cos(i*%pi/20) _ + else 2*cos(i*%pi/20)*cos(-j*%pi/25) +Y0(i,j) == _ + if (j <= 50) _ + then 0.0 _ + else 2*cos(i*%pi/20)*sin(-j*%pi/25) + 3*sin((j-50)*%pi/200) +Z0(i,j) == _ + if (j <= 50) _ + then sin(i*%pi/20)+12 _ + else sin(i*%pi/20)+6.0*j/25.0 +X1(i,j) == _ + if (j <= 200) _ + then 2*cos(i*%pi/20)*cos(-j*%pi/25+2*%pi/3) _ + else 2*cos(i*%pi/20)*sin(-28*%pi/3) +Y1(i,j) == _ + if (j <= 200) _ + then 2*cos(i*%pi/20)*sin(-j*%pi/20 + 2*%pi/3) + 3*sin(j*%pi/200) _ + else 2*cos(i*%pi/20)*sin(-28*%pi/3) +Z1(i,j) == _ + if (j <= 200) _ + then 12+sin(i*%pi/20)+6.0*j/25.0 _ + else sin(i*%pi/20)+60 +X2(i,j) == _ + if (j <= 200) _ + then 2*cos(i*%pi/20)*cos(-j*%pi/25+4*%pi/3) _ + else 2*cos(i*%pi/20)*sin(-28*%pi/3) +Y2(i,j) == _ + if (j <= 200) _ + then 2*cos(i*%pi/200)*sin(-j*%pi/25+4*%pi/3)+3*sin(j*%pi/200) _ + else 2*cos(i*%pi/20)*sin(-28*%pi/3) +vsp:=createThreeSpace() +makeObject(surface(X0(i,j),Y0(i,j),Z0(i,j)),i=0..10,j=0..250,space==vsp) +makeObject(surface(X1(i,j),Y1(i,j),Z1(i,j)),i=0..10,j=0..250,space==vsp) +makeObject(surface(X2(i,j),Y2(i,j),Z1(i,j)),i=0..10,j=0..250,space==vsp) +vp:=makeViewport3D(vsp,"Colonne Pompeii") +zoom(vp,3.0,3.0,3.0) +\end{chunk} +This ornate pasta (originally from Campania, southern Italy) is +similar in shape to {\sl fusilloni} (a large {\sl fusilli}) but is +substantially longer. {\sl Colonne Pompeii} (columns of Pompeii) are +best served with a seasoning of fresh basil, pine nuts, finely sliced +garlic and olive oil, topped with a sprinkling of freshly grated +Parmigiano-Reggiano. + +\newpage +\section{Conchiglie Rigate} +{\center{\includegraphics[scale=0.50]{ps/v81conchiglierigate.eps}}} +\begin{chunk}{Conchiglie Rigate} +A(i,j) == 0.25*sin(j*%pi/250)*cos((6*j+25)/25*%pi) +B(i,j) == ((40.0-i)/40.0)*(0.3+sin(j*%pi/250))*%pi +C(i,j) == 2.5*cos(j*%pi/125)+2*sin((40-i)*%pi/80)^10 * _ + sin(j*%pi/250)^10*sin(j*%pi/125+1.5*%pi) +X(i,j) == A(i,j)+cos(j*%pi/125)+(5+30*sin(j*%pi/250))*sin(B(i,j)) * _ + sin(i/40*(0.1*(1.1+sin(j*%pi/250)^5))*%pi) +Y(i,j) == A(i,j)+(5+30*sin(j*%pi/250))*cos(B(i,j)) * _ + sin(i/40*(0.1*(1.1+sin(j*%pi/250)^5))*%pi) + C(i,j) +Z(i,j) == 25.0*cos(j*%pi/250) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..40,j=0..250,_ + style=="smooth",title=="Conchiglie Rigate") +rotate(v3d,45,45) +\end{chunk} +Shaped like their namesake, {\sl conchiglie} (shells) exist in both +{\sl rigate} (grooved) and {\sl lisce} (smooth) forms. Suited to light +tomato sauces, ricotta cheese or {\sl pesto genovese}, {\sl +conchiglie} hold flavourings in their grooves and cunningly designed +shell. Smaller versions are used in soups, while larger shells are +more commonly served with a sauce. + +\newpage +\section{Conchigliette Lisce} +{\center{\includegraphics[scale=0.50]{ps/v81conchigliettelisce.eps}}} +\begin{chunk}{Conchigliette Lisce} +A(i,j) == (60.0-i)/60.0*(0.5+sin(j*%pi/60))*%pi +B(i,j) == i/60.0*(0.1*(1.1+sin(j*%pi/60)^5))*%pi +C(i,j) == 2.5*cos(j*%pi/30)+2*sin((60-i)*%pi/120)^10 * _ + sin(j*%pi/60)^10*sin((j+45)*%pi/30) +X(i,j) == (5+30*sin(j*%pi/60))*sin(A(i,j))*sin(B(i,j))+cos(j*%pi/30) +Y(i,j) == (5+30*sin(j*%pi/60))*cos(A(i,j))*sin(B(i,j))+C(i,j) +Z(i,j) == 25*cos(j*%pi/60) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..60,j=0..60,_ + style=="smooth",title=="Conchigliette Lisce") +rotate(v3d,45,45) +\end{chunk} +Typically found in central and southern Italy (notably Campania), {\sl +conchigliette lisce} (small smooth shells) can be served in soups such +as {\sl minestrone}. Alternatively, these shells can accompany a meat- +or vegetable-based sauce. + +\newpage +\section{Conchiglioni Rigate} +{\center{\includegraphics[scale=0.50]{ps/v81conchiglionirigate.eps}}} +\begin{chunk}{Conchiglioni Rigate} +A(i,j) == 0.25*sin(j*%pi/200)*cos((j+4)*%pi/4) +B(i,j) == i/40.0*(0.1+0.1*sin(j*%pi/200)^6)*%pi +C(i,j) == 2.5*cos(j*%pi/100)+3*sin((40-i)*%pi/80)^10 * _ + sin(j*%pi/200)^10*sin((j-150)*%pi/100) +X(i,j) == A(i,j)+(10+30*sin(j*%pi/200)) * _ + sin((40.0-i)/40*(0.3+sin(j*%pi/200)^3)*%pi) * _ + sin(B(i,j))+cos(j*%pi/100) +Y(i,j) == A(i,j)+(10+30*sin(j*%pi/200)) * _ + cos((40.0-i)/40*(0.3+sin(j*%pi/200)^3)*%pi) * _ + sin(B(i,j))+C(i,j) +Z(i,j) == 30.0*cos(j*%pi/200) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..40,j=0..200,_ + style=="smooth",title=="Conchiglioni Rigati") +rotate(v3d,45,45) +\end{chunk} +The shape of {\sl conchiglioni rigate} (large ribbed shells) is ideal +for holding sauces and fillings (either fish or meat based) and the +pasta can be baked in the oven, or placed under a grill and cooked as +a gratin. {\sl Conchiglioni rigati} are often served in the +Italian-American dish {\sl pasta primavera} (pasta in spring sauce) +alongside crisp spring vegetables. + +\newpage +\section{Corallini Lisci} +{\center{\includegraphics[scale=0.50]{ps/v81corallinilisci.eps}}} +\begin{chunk}{Corallini Lisci} +X(i,j) == 0.8*cos(i*%pi/50) +Y(i,j) == 0.8*sin(i*%pi/50) +Z(i,j) == 3.0*j/50.0 +vsp:=createThreeSpace() +makeObject(surface(X(i,j),Y(i,j),Z(i,j)),i=0..140,j=0..70,space==vsp) +makeObject(surface(X(i,j)/2,Y(i,j)/2,Z(i,j)),i=0..140,j=0..70,space==vsp) +vp:=makeViewport3D(vsp,style=="smooth",title=="Corallini Lisci") +zoom(vp,2.0,2.0,2.0) +\end{chunk} +Members of the {\sl postine minute} (tiny pasta) group, {\sl corallini +lisci} (small smooth coral) are so called because their pierced +appearance resembles the coral beads worn as jewelry in Italy. Their +small size (no larger than 3.5 mm in diameter) means that {\sl +corallini} are best cooked in broths, such as Tuscan white bean soup. + +\newpage +\section{Creste Di Galli} +{\center{\includegraphics[scale=0.50]{ps/v81crestedigalli.eps}}} +\begin{chunk}{Creste Di Galli} +A(i) == ((1+sin((1.5+i)*%pi))/2)^5 +B(i,j) == 0.3*sin(A(i/140.)*%pi+0.5*%pi)^1000*cos(j*%pi/70.0) +C(i,j) == 0.3*cos(A(i/140.)*%pi)^1000*sin(j*%pi/70.0) +X(i,j) == (0.5+0.3*cos(A(i/140.)*2*%pi))*cos(j*%pi/70.0) + _ + 0.15*(j/70.0)^10*cos(A(i/140.0)*2*%pi)^3 + B(i,j) +Y(i,j) == 0.35*sin(A(i/140.0)*2*%pi) + 0.15*j/70.0*sin(A(i/140.0)*2*%pi) +Z(i,j) == (0.4+0.3*cos(A(i/140.0)*2*%pi))*sin(j*%pi/70.0) + C(i,j) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..140,j=0..70,_ + style=="smooth",title=="Creste Di Galli") +\end{chunk} +Part of the {\sl pasta ripiena} (filled pasta) family, {\sl creste di +galli} (coxcombs) are identical to {\sl galletti} except for the +crest, which is smooth rather than crimped. They may be stuffed, +cooked and served in a simple {\sl marinara} (mariner's) sauce, which +contains tomato, garlic, and basil. + +\newpage +\section{Couretti} +{\center{\includegraphics[scale=0.50]{ps/v81couretti.eps}}} +\begin{chunk}{Couretti} +X(i,j) == 2*cos(i*%pi/150)-cos(i*%pi/75)-sin(i*%pi/300)^150 - _ + (abs(cos(i*%pi/300)))^5 +Y(i,j) == 2*sin(i*%pi/150)-sin(i*%pi/75) +Z(i,j) == j/10.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..300,j=0..10,_ + style=="smooth",title=="Couretti") +\end{chunk} +A romantically shaped scion of the {\sl postine minute} (tiny pasta) +clan, {\sl cuoretti} (tiny hearts) are minuscule. In fact, along with +{\sl acini di pepe}, they are one of the smallest forms of pasta. Like +all {\sl postine} they may be served in soup, such as cream of chicken. + +\newpage +\section{Ditali Rigati} +{\center{\includegraphics[scale=0.50]{ps/v81ditalirigati.eps}}} +\begin{chunk}{Ditali Rigati} +X(i,j) == cos(i*%pi/100) + 0.03*cos((7*i)*%pi/40) + 0.25*cos(j*%pi/50) +Y(i,j) == 1.1 * sin(i*%pi/100) + 0.03*sin((7*i)*%pi/40) + 0.25*sin(j*%pi/50) +Z(i,j) == j/10.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..200,j=0..25,_ + style=="smooth",title=="Ditali Rigati") +\end{chunk} +Another speciality of the Campania region of southern Italy, {\sl +ditali rigati} (grooved thimbles) are compact and typically less than +10 mm long. Like other {\sl pastine}, they are usually found in soups +such as {\sl pasta e patate}. Their stocky shape makes them a +sustaining winter snack, as well as an excellent addition to salads. + +\newpage +\section{Fagottini} +{\center{\includegraphics[scale=0.50]{ps/v81fagottini.eps}}} +\begin{chunk}{Fagottini} +A(i,j) == (0.8 + sin(i/100*%pi)^8 - 0.8 * cos(i/25*%pi))^1.5 + _ + 0.2 + 0.2 * sin(1/100*%pi) +B(i,j) == (0.9 + cos(i/100*%pi)^8 - 0.9 * cos(i/25*%pi + 0.03*%pi))^1.5 + _ + 0.3 * cos(i/100*%pi) +C(i,j) == 4 - ((4*j)/500)*(1+cos(i/100*%pi)^8 - 0.8*cos(i/25*%pi))^1.5 +X(i,j) == cos(i/100*%pi) * _ + (A(i,j) * sin(j/100*%pi)^8 + _ + 0.6 * (2 + sin(i/100*%pi)^2) * sin(j/50*%pi)^2) +Y(i,j) == sin(i/100*%pi) * _ + (B(i,j) * sin(j/100*%pi)^8 + _ + 0.6 * (2 + cos(i/100*%pi)^2) * sin(j/50*%pi)^2) +Z(i,j) == (1 + sin(j/100*%pi - 0.5*%pi)) * _ + (C(i,j) * ((4*j)/500) * _ + (1 + sin(i/100*%pi)^8 - 0.8 * cos(i/25*%pi))^1.5) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..200,j=0..50,_ + style=="smooth",title=="Fagottini") +\end{chunk} +A notable member of the pasta ripiena (filled pasta) family, fagottini +(little purses) are made from circles of durum wheat dough. A spoonful +of ricotta, steamed vegetables or even stewed fruit is placed on the +dough, and the corners are then pinched together to form a bundle. +These packed dumplings are similar to ravioli, only larger. + +\newpage +\section{Farfalle} +{\center{\includegraphics[scale=0.50]{ps/v81farfalle.eps}}} +\begin{chunk}{Farfalle} +A(i) == sin((7*i+16)*%pi/40) +B(i,j) == (7.0*j/16.0)+4*sin(i*%pi/80)*sin((j-10)*%pi/120) +C(i,j) == 10*cos((i+80)*%pi/80)*sin((j+110)*%pi/100)^9 +D(i,j) == (7.0*j/16.0)-4*sin(i*%pi/80)-A(i)*sin((10-j)*%pi/20) +E(i,j) == 0.0 -- This was never defined. +X(i,j) == _ + if ((20 <= i) and (i <= 60)) _ + then 7*sin((i+40)*%pi/40)^3*sin((j+110)*%pi/100)^9+(3.0*i)/8.0 _ + else C(i,j)+(3.0*i)/8.0 +Y(i,j) == _ + if ((10 <= j) and (j <= 70)) _ + then B(i,j)-4*sin(i*%pi/80)*sin((70-j)*%pi/120) _ + else if (j <= 10) _ + then D(i,j) _ + else E(i,j) +Z(i,j) == 3*sin((i+10)*%pi/20)*sin(j*%pi/80)^1.5 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..80,j=0..80,_ + style=="smooth",title=="Farfalle") +zoom(v3d,0.5,0.5,0.5) +\end{chunk} +A mixture of durum-wheat flour, eggs, and water, {\sl farfalle} +(butterflies) come from the Emilia-Romagnaand Lombardy regions of +northern Italy. They are best served in a rich {\sl carbonara} sauce +(made with cream, eggs, and bacon). Depending on se, {\sl farfalle} +might be accompanied by green peas and chicken or ham. + +\newpage +\section{Farfalline} +{\center{\includegraphics[scale=0.50]{ps/v81farfalline.eps}}} +\begin{chunk}{Farfalline} +A(i) == 30*cos(i*%pi/125)+0.5*cos((6*i)*%pi/25) +B(i) == 30*sin(i*%pi/125)+0.5*sin((6*i)*%pi/25) +X(i,j) == cos(3*A(i)*%pi/100) +Y(i,j) == 0.5*sin((3*A(i))*%pi/100)*(1+sin(j*%pi/100)^10) +Z(i,j) == B(i)*j/500.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..250,j=0..50,_ + style=="smooth",title=="Farfalline") +rotate(v3d,45,45) +\end{chunk} +The small size of this well-known member of the {\sl postine minute} +(tiny pasta) lineage means that {\sl farfalline} (tiny butterflies), +are suitable for light soups, such as {\sl pomodori e robiolo} (a +mixture of tomato and soft cheese). A crimped pasta cutter and a +central pinch create the iconic shape. + +\newpage +\section{Farfalloni} +{\center{\includegraphics[scale=0.50]{ps/v81farfalloni.eps}}} +\begin{chunk}{Farfalloni} +A(i,j) == 10*cos((i+70)*%pi/70)*sin((2*j)*%pi/175+1.1*%pi)^9 +B(j) == 0.3*sin((6-j)*%pi/7+0.4*%pi) +C(i,j) == _ + if ((17 <= i) and (i <= 52)) _ + then 7*sin((i+35)*%pi/35)^3*sin((2*j*%pi)/175+1.1*%pi)^9 _ + else A(i,j) +D(i,j) == (j/2.0)+4*sin(i*%pi/70)*sin((j-10)*%pi/100) - _ + 4*sin(i*%pi/70)*sin((60-j)*%pi/100) +E(i,j) == (j/2.0)+4*sin(i*%pi/70)+0.3*sin((2*i+2.8)*%pi/7)*sin((j-60)*%pi/20) +F(i,j) == (j/2.0)-4*sin(i*%pi/70)-0.3*sin((2*i+2.8)*%pi/7)*sin((10-j)*%pi/20) +X(i,j) == (3.0*i)/7.0+C(i,j) +Y(i,j) == _ + if ((10 <= j) and (j <= 60)) _ + then D(i,j) _ + else if (j <= 10) _ + then F(i,j) _ + else E(i,j) +Z(i,j) == 3*sin((2*i+17.5)*%pi/35.)*sin(j*%pi/70)^1.5 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..70,j=0..70,_ + style=="smooth",title=="Farfalloni") +zoom(v3d,2.5,2.5,2.5) +\end{chunk} +Like {\sl farfalle}, {\sl farfalloni} (large butterflies) are well +matched by a tomato- or butter-based sauce with peas and ham. They are +also perfect with marrow vegetables such as roast courgette or pureed +pumpkin, topped with Parmigiano-Reggiano and a sprinkling of {\sl noce +moscata} (nutmeg). + +\newpage +\section{Festonati} +{\center{\includegraphics[scale=0.50]{ps/v81festonati.eps}}} +\begin{chunk}{Festonati} +X(i,j) == 5*cos(i*%pi/50)+0.5*cos(i*%pi/50)*(1+sin(j*%pi/100)) + _ + 0.5*cos((i+25)*%pi/25)*(1+sin(j*%pi/5)) +Y(i,j) == 5*sin(i*%pi/50)+0.5*sin(i*%pi/50)*(1+sin(j*%pi/100)) + _ + 0.5*cos(i**%pi/25)*(1+sin(j*%pi/5)) +Z(i,j) == j/2.0+2*sin((3*i+25)*%pi/50) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..100,j=0..100,_ + style=="smooth",title=="Festonati") +zoom(v3d,3.0,3.0,3.0) +\end{chunk} +This smooth member of the {\sl pasta corta} (short pasta) family is +named after 'festoons' (decorative lengths of fabric with the rippled +profile of a garland). {\sl Festonati} can be served with grilled +aubergine or home-grown tomatoes, topped with grated scamorza, fresh +basil, olive oil, garlic, and red chilli flakes. + +\newpage +\section{Fettuccine} +{\center{\includegraphics[scale=0.50]{ps/v81fettuccine.eps}}} +\begin{chunk}{Fettuccine} +X(i,j) == 1.8*sin((4-i)*%pi/375) +Y(i,y) == 1.6*cos((6-i)*%pi/375)*sin((3-i)*%pi/750) +Z(i,j) == i/75.0 + j/20.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..10,_ + style=="smooth",title=="Fettuccine") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +This famous {\sl pasta lunga} (long pasta) is made with durum-wheat +flour, water, and in the case of {\sl fettuccine alluovo}, eggs +ideally within days of laying. {\sl Fettuccine} (little ribbons) hail +from the Lazio region. Popular in many dishes, they are an ideal +accompaniment to {\sl Alfredo} sauce, a rich mix of cream, parmesan, +garlic, and parsley. + +\newpage +\section{Fiocchi Rigati} +{\center{\includegraphics[scale=0.50]{ps/v81fiocchirigati.eps}}} +\begin{chunk}{Fiocchi Rigati} +A(i,j) == 10*cos((i+80)*%pi/80)*sin((j+110)*%pi/100)^9 +B(i,j) == 35.0*j/80.0+4*sin(i*%pi/80)*sin((j-10)*%pi/120) +X(i,j) == _ + if ((20 <= i) and (i <= 60)) _ + then 7*sin((i+40)*%pi/40)^3*sin((j+110)*%pi/100)^9 + 30.0*i/80.0 _ + else A(i,j) + 30.0*i/80.0 +Y(i,j) == B(i,j)-4*sin(i*%pi/80)*sin((70-j)*%pi/120) +Z(i,j) == 3*sin((1+10)*%pi/20)*sin(j*%pi/80)^1.5-0.7*((sin(3*j*%pi/8)+1)/2)^4 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..80,j=0..80,_ + style=="smooth",title=="Fiocchi Rigati") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +A distant relative of the {\sl farfalle} family, {\sl fiocchi rigati} +(grooved flakes) are smaller than either {\sl farfalloni} or {\sl +farfalle}, but larger than {\sl farfalline}. Their corrugated surface +collects more sauce than a typical {\sl farfalle}. For a more unusual +disk, {\sl fiocchi rigati} can be served in a tomato and vodka sauce. + +\newpage +\section{Fisarmoniche} +{\center{\includegraphics[scale=0.50]{ps/v81fisarmoniche.eps}}} +\begin{chunk}{Fisarmoniche} +X(i,j) == (1.5+3*(i/70.0)^5+4*sin(j*%pi/200)^50)*cos(4*i*%pi/175) +Y(i,j) == (1.5+3*(i/70.0)^5+4*sin(j*%pi/200)^50)*sin(4*i*%pi/175) +Z(i,j) == j/50.0+cos(3*i*%pi/14)*sin(j*%pi/1000) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..70,j=0..1000,_ + style=="smooth",title=="Fisarmoniche") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +Named after the accordion - whose bellows their bunched profiles +recall - {\sl fisarmoniche} are perfect for capturing thick sauces, +which cling to their folds. This sturdy pasta is said to have been +invented in the fifteenth century, in the Italian town of Loreto in +the Marche, east central Italy. + +\newpage +\section{Funghini} +{\center{\includegraphics[scale=0.50]{ps/v81funghini.eps}}} +\begin{chunk}{Funghini} +A(i,j) == 5*cos(i*%pi/150)+0.05*cos(i*%pi/3)*sin(j*%pi/60)^2000 +B(i,j) == j/30.0*(5*sin(i*%pi/150)+0.05*sin(i*%pi/3)) +C(i,j) == j/10.0*(2*sin(i*%pi/150)+0.05*sin(i*%pi/3)) +D(i,j) == _ + if (i <= 150) _ + then B(i,j) _ + else if (j <= 10) _ + then C(i,j) _ + else 2*sin(i*%pi/150)+0.05*sin(i*%pi/6) +X(i,j) == 0.05*cos(A(i,j)*%pi/5)+0.3*cos(A(i,j)*%pi/5)*sin(3*D(i,j)*%pi/50)^2 +Y(i,j) == 0.01*sin(A(i,j)*%pi/5)+0.3*sin(A(i,j)*%pi/5)*sin(3*D(i,j)*%pi/50)^2 +Z(i,j) == 0.25*sin((D(i,j)+3)*%pi/10) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..300,j=0..30,_ + style=="smooth",title=="Funghini") +\end{chunk} +The modest dimensions of this {\sl pastine minute} (tiny pasta) make +{\sl funghini} (little mushrooms) especially suitable for soups, such +as a {\sl minestrone} made from chopped and sauteed celeriac. + +\newpage +\section{Fusilli} +{\center{\includegraphics[scale=0.50]{ps/v81fusilli.eps}}} +\begin{chunk}{Fusilli} +X(i,j) == 6*cos((3*i+10)*%pi/100)*cos(j*%pi/25) +Y(i,j) == 6*sin((3*i+10)*%pi/100)*cos(j*%pi/25) +Z(i,j) == (3.0*i)/20.0+2.5*cos((j+12.5)*%pi/25) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..200,j=0..25,_ + style=="smooth",title=="Fusilli") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +A popular set from the {\sl pasta corta} (short pasta) family, {\sl +fusilli} (little spindles) were originally made by quickly wrapping a +{\sl spaghetto} around a large needle. Best served as {\sl +pastasciutta} (pasta boild and drained) with a creamy sauce containing +slices of spicy sausage. + +\newpage +\section{Fusilli al Ferretto} +{\center{\includegraphics[scale=0.50]{ps/v81fusillialferretto.eps}}} +\begin{chunk}{Fusilli al Ferretto} +A(i,j) == 6.0*i/7.0+15*cos(j*%pi/20) +X(i,j) == (3+1.5*sin(i*%pi/140)^0.5*sin(j*%pi/20))*sin(13*i*%pi/280) + _ + 5*sin(2*A(i,j)*%pi/135) +Y(i,j) == (3+1.5*sin(i*%pi/140)^0.5*sin(j*%pi/20))*cos(13*i*%pi/280) +Z(i,j) == A(i,j) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..140,j=0..40,_ + style=="smooth",title=="Fusilli al Ferretto") +zoom(v3d,3.0,3.0,3.0) +\end{chunk} +To create this Neapolitan variety of +{\sl fusilli}, a small amount of durum-wheat flour is kneaded and +placed along a {\sl ferretto} (small iron stick) that is then rolled +between the hands to create a thick irregular twist of dough. The +shape is removed and left to dry on a wicker tray known as a {\sl +spasa}. {\sl Fusilli al ferretto} are best dished up with a lamb {\sl ragu}. + +\newpage +\section{Fusilli Capri} +{\center{\includegraphics[scale=0.50]{ps/v81fusillicapri.eps}}} +\begin{chunk}{Fusilli Capri} +X(i,j) == 6*cos(j*%pi/50)*cos((i+2.5)*%pi/25) +Y(i,j) == 6*cos(j*%pi/50)*sin((i+2.5)*%pi/25) +Z(i,j) == 2.0*i/3.0 + 14*cos((j+25)*%pi/50) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..50,_ + style=="smooth",title=="Fusilli Capri") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +A longer and more compact regional adaptation of {\sl fusilli}, {\sl +fusilli Capri} are suited to a hearty {\sl ragu} of lamb or por sausages, +or may also be combined with rocket and lemon to form a lighter dish. + +\newpage +\section{Fusilli Lunghi Bucati} +{\center{\includegraphics[scale=0.50]{ps/v81fusillilunghibucati.eps}}} +\begin{chunk}{Fusilli Lunghi Bucati} +A(i,j) == 10+cos(i*%pi/10)+2*cos((j+10)*%pi/10)+10*cos((j+140)*%pi/160) +B(i,j) == 20+cos(i*%pi/10)+2*cos((j+10)*%pi/10) +C(i,j) == (j+10.0)*%pi/10.0 +D(i,j) == i*%pi/10.0 +E(i,j) == 7+20*sin((j-20)*%pi/160) +F(i,j) == 70*(0.1-(j-180.0)/200.0) +X(i,j) == _ + if ((20 <= j) and (j <= 180)) _ + then A(i,j) _ + else if (j <= 20) _ + then cos(D(i,j))+2*cos(C(i,j)) _ + else B(i,j) +Y(i,j) == _ + if ((20 <= j) and (j <= 180)) _ + then sin(D(i,j))+2*sin(C(i,j)) _ + else sin(D(i,j))+2*sin(C(i,j)) +Z(i,j) == _ + if ((20 <= j) and (j <= 180)) _ + then E(i,j) _ + else if (j <= 20) _ + then (7.0*j/20.0) _ + else F(i,j) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..20,j=0..200,_ + style=="smooth",title=="Fusilli Lunghi Bucati") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +A distinctive member of the extended {\sl fusilli} clan, {\sl fusilli +lunghi bucati} (long pierced {\sl fusilli}) originated in Campania, +southern Italy, and have a spring-like profile. Like all {\sl fusilli} +they are traditionally consumed with a meat-based {\sl ragu}, but may +also be combined with thick vegetable sauces and baked in an oven. + +\newpage +\section{Galletti} +{\center{\includegraphics[scale=0.50]{ps/v81galletti.eps}}} +\begin{chunk}{Galletti} +A(i) == (1+sin(i*%pi+1.5*%pi)/2)^5 +B(i,j) == 0.4*sin(A(i/140)*%pi+0.5*%pi)^1000*cos(j*%pi/70) +C(i,j) == 0.15*sin(A(i/140)*%pi+0.5*%pi)^1000*cos(j*%pi/7) +D(i,j) == 0.4*cos(A(i/140)*%pi)^1000*sin(j*%pi/70) +X(i,j) == (0.5+0.3*cos(A(i/140)*2*%pi))*cos(j*%pi/70) + _ + 0.15*(j/70.0)^10*cos(A(i/140)*2*%pi)^3 + B(i,j) +Y(i,j) == 0.35*sin(A(i/140)*2*%pi)+0.15*(j/70.0)*sin(A(i/140)*2*%pi)+C(i,j) +Z(i,j) == (0.4+0.3*cos(A(i/140)*2*%pi))*sin(j*%pi/70) + D(i,j) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..140,j=0..70,_ + style=="smooth",title=="Galletti") +\end{chunk} +According to their maker, Barilla, the origin of {\sl galletti} (small +cocks) is uncertain, but their shape recalls that of the {\sl +chifferi} with the addtion of an undulating crest. {\sl Galletti} are +usually served in tomato sauces, but combine wqually well with a {\sl +boscaiola} (woodsman's) sauce of mushrooms. + +\newpage +\section{Garganelli} +{\center{\includegraphics[scale=0.50]{ps/v81garganelli.eps}}} +\begin{chunk}{Garganelli} +A(i,j) == (i-25.0)/125.0*j +B(i,j) == (i-25.0)/125.0*(150.0-j) +C(i,j) == _ + if ((j <= 75) or (i <= 25)) _ + then A(i,j) _ + else if ((J >= 75) or (i <= 25)) _ + then B(i,j) _ + else if ((j >= 75) or (i >= 25)) _ + then B(i,j) _ + else A(i,j) +X(i,j) == 0.1*cos(j*%pi/3)+(3+sin(C(i,j)*%pi/60))*cos(7*C(i,j)*%pi/60) +Y(i,j) == 0.1*sin(j*%pi/3)+(3+sin(C(i,j)*%pi/60))*sin(7*C(i,j)*%pi/60) +Z(i,j) == 6.0*j/25.0+C(i,j)/4.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..50,j=0..150,_ + style=="smooth",title=="Garganelli") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +A grooved {\sl pasta corta} (short pasta), similar to {\sl maccheroni} +but with pointed slanting ends, {\sl garganelli} are shaped like the +gullet of a chicken ('{\sl garganel}' in the northern Italian +Emiliano-Romagnolo dialect). Traditionally cooked in broth, {\sl +garganelli} are also sometimes served in hare sauce with chopped bacon. + +\newpage +\section{Gemelli} +{\center{\includegraphics[scale=0.50]{ps/v81gemelli.eps}}} +\begin{chunk}{Gemelli} +X(i,j) == 6*cos(j*1.9*%pi/50+0.55*%pi)*cos(3.0*i/25.0) +Y(i,j) == 6*cos(j*1.9*%pi/50+0.55*%pi)*sin(3.0*i/25.0) +Z(i,j) == 8*sin(j*1.9*%pi/50+0.55*%pi)+3.0*i/4.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..100,j=0..50,_ + style=="smooth",title=="Gemelli") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +To create a {\sl gemello}, a single pasta strand is twisted into a +spiral with a deceptively dual appearance. In the south of Italy {\sl +gemelli} (twins) are served with tomato, mozzarella, and basil, while +in the northwest they are preferred with pesto and green beans, or in +salads. + +\newpage +\section{Gigli} +{\center{\includegraphics[scale=0.50]{ps/v81gigli.eps}}} +\begin{chunk}{Gigli} +X(i,j) == (0.8-0.6*sin(j*%pi/80)^0.5)*cos(i*%pi/50)+0.08*sin(j*%pi/40) +Y(i,j) == (0.8-0.6*sin(j*%pi/80)^0.5)*sin(i*%pi/50)+0.08*sin(j*%pi/40) +Z(i,j) == 1.1*j/40.0+0.7*(1-sin((150-i)*%pi/300))^2 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..40,_ + style=="smooth",title=="Gigli") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +With their fluted edges and cone-like shape, {\sl gigli} resemble +small bells ({\sl campanelle}) or lilies ({\sl gigli}), after which +they are named. Another more recent design, {\sl gigli} are shaped to +capture thick meaty sauces. + +\newpage +\section{Giglio Ondulato} +{\center{\includegraphics[scale=0.50]{ps/v81giglioondulato.eps}}} +\begin{chunk}{Giglio Ondulato} +A(i,j) == 0.6+0.03*((40.0-j)/40.0)^10*cos((4*i+75)*%pi/15) - _ + 0.5*sin(j*%pi/80)^0.6 +B(i,j) == sin(2*i*%pi/75)+(i/150.0)^10*(0.08*sin(j*%pi/40)+0.03*sin(j*%pi/5)) +X(i,j) == A(i,j)*cos(2*i*%pi/75)+(i/150.0)^10 * _ + (0.08*sin(j*%pi/40)+0.03*cos(j*%pi/5)) +Y(i,j) == (0.6+0.03*((40.0-j)/40.0)^10*sin(4*i*%pi/15)-0.5*sin(j*%pi/80)^0.6)*_ + B(i,j) +Z(i,j) == 1.1*j/40.0+0.7*(1-sin((150.0-i)*%pi/300.0)) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..40,_ + style=="smooth",title=="Giglio Ondulato") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +Identical to {\sl gigli} but with crenellated edges, {\sl giglio +ondulato} are made of durum-wheat flour and water. + +\newpage +\section{Gnocchetti Sardi} +{\center{\includegraphics[scale=0.50]{ps/v81gnocchettisardi.eps}}} +\begin{chunk}{Gnocchetti Sardi} +A(i) == 0.8+3*sin(i*%pi/150)^0.8 +B(i,j) == abs(cos((2*j+7.5)*%pi/15)) +X(i,j) == A(i)*cos(i*%pi/50)+0.2*cos(i*%pi/50)*sin(j*%pi/150)*B(i,j) +Y(i,j) == A(i)*sin(i*%pi/50)+0.2*sin(i*%pi/50)*sin(j*%pi/150)*B(i,j) +Z(i,j) == 13.0*cos(j*%pi/150) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..50,j=0..150,_ + style=="smooth",title=="Gnocchetti Sardi") +rotate(v3d,45,45) +\end{chunk} +As their name suggests, {\sl gnocchetti} are simply small {\sl +gnocchi} (or 'dumplings'). They go well with ricotta or Pecorino +Romano cheese, or served with thick sauces such as a veal {\sl +ragu}. {\sl Gnocchetti} originated in Sardinia, a Mediterranean island +to the west of Italy. + +\newpage +\section{Gnocchi} +{\center{\includegraphics[scale=0.50]{ps/v81gnocchi.eps}}} +\begin{chunk}{Gnocchi} +A(i,j) == i/40.0*sin(j*%pi/130) +B(i,j) == abs(cos((j+13)*%pi/26)) +X(i,j) == 0.2*cos(i*1.3*%pi/40)*sin(j*%pi/130)*B(i,j) + _ + A(i,j)*cos(i*1.3*%pi/40) +Y(i,j) == 0.2*sin(i*1.3*%pi/40)*sin(j*%pi/130)*B(i,j) + _ + A(i,j)*sin(i*1.3*%pi/40) +Z(i,j) == 1.5*cos(j*%pi/130) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..40,j=0..130,_ + style=="smooth",title=="Gnocchi") +\end{chunk} +Members of an extended family, {\sl gnocchi} (dumplings) often +resemble a semi-open grooved shell. Their preparation and ingredients +(including potato, durum wheat, buckwheat and semolina) vary according +to type. {\sl Gnocchi} are often added to a sauce made from fontina cheese. + +\newpage +\section{Gramigna} +{\center{\includegraphics[scale=0.50]{ps/v81gramigna.eps}}} +\begin{chunk}{Gramigna} +X(i,j) == (0.5+5.6*(j/150.0)^2+0.3*cos(2*i*%pi/25))*cos(2.1*j*%pi/150) +Y(i,j) == 0.3*sin(2*i*%pi/25) +Z(i,j) == (0.5+3.2*(j/150.0)^2+0.3*cos(2*i*%pi/25))*sin(2.1*j*%pi/150) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..25,j=0..150,_ + style=="smooth",title=="Gramigna") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +A speciality of the northern Italian region of Emilia-Romagna, {\sl +gramigna} (little weed) are traditionally served with a chunky sauce +of sausages, or accompanied by the world-famous {\sl ragu alla +bolognese}. Alternatively, {\sl gramigna} are sometimes presented {\sl +alla pomodoro} (with a light tomato sauce). + +\newpage +\section{Lancette} +{\center{\includegraphics[scale=0.50]{ps/v81lancette.eps}}} +\begin{chunk}{Lancette} +A(i,j) == 0.4*sin(5*j*%pi/9) +B(i,j) == sin((j+45)*%pi/90) +C(i,j) == (3.0*i-75.0)/5.0*sin(j*%pi/90)-(1-sin(i*%pi/50))^25*A(i,j)*B(i,j) +D(i,j) == _ + if (i <= 25) _ + then C(i,j) _ + else 30.0*(i-25.0)/50.0*sin(j*%pi/90)+sin((i-25)*%pi/50)*A(i,j)*B(i,j) +X(i,j) == 4*cos(3*D(i,j)*%pi/50) +Y(i,j) == 4*sin(3*D(i,j)*%pi/50)*(0.3+(1-sin(j*%pi/90))^0.6) +Z(i,j) == j/3.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..50,j=0..90,_ + style=="smooth",title=="Lancette") +zoom(v3d,3.0,3.0,3.0) +\end{chunk} +No longer than 15mm, {\sl lancette} or 'hands' (of a clock) belong to +the {\sl postine minute} (tiny pasta) clan. They are delicious in +consommes with a sprinkling of croutons and chopped greens. {\sl +Lancette} are also an excellent addition to mushroom or chicken soups. + +\newpage +\section{Lasagna Larga Doppia Riccia} +{\center{\includegraphics[scale=0.50]{ps/v81lasagnalargadoppiariccia.eps}}} +\begin{chunk}{Lasagna Larga Doppia Riccia} +X(i,j) == _ + if ((8 <= i) and (i <= 42)) _ + then 5.0/6.0+(5.0*i-40.0)/34.0 _ + else if (i <= 8) _ + then 5.0*i/48.0 _ + else 5.0/6.0*(7+(i-42.0)/8) +Y(i,j) == j/15.0 +Z(i,j) == _ + if ((8 <= i) and (i <= 42)) _ + then 0.0 _ + else if (i <= 8) _ + then (8.0-i)/32.0*cos((j+3)*%pi/6) _ + else 0.25*(i-42)/8.0*cos((j+9)*%pi/6) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..50,j=0..150,_ + style=="smooth",title=="Lasagna Larga Doppia Riccia") +zoom(v3d,3.0,3.0,3.0) +\end{chunk} +As their name suggests, {\sl lasagna larga doppia riccia} (large +doubly curled lasagna) have two long undulating edges. The curls give +the pasta a variable consistency when cooked, and help them to collect +sauce. {\sl Lasagne} are excellent with ricotta and a {\sl ragu +napoletano}, or cooked {\sl al forno} (at the oven) with a creamy {\sl +besciamella} sauce. + +\newpage +\section{Linguine} +{\center{\includegraphics[scale=0.50]{ps/v81linguine.eps}}} +\begin{chunk}{Linguine} +X(i,j) == cos(i*%pi/75) +Y(i,j) == 2*sin(i*%pi/75) +Z(i,j) == j/5.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..50,_ + style=="smooth",title=="Linguine") +zoom(v3d,2.5,2.5,2.5) +\end{chunk} +The thinnest member of the {\sl bavette} (little dribble) family, {\sl +linguine} (little tongues) are best accompanied by fresh tomato, +herbs, a drop of olive oil, garlic, anchovies, and hot peppers. {\sl +Linguine} may also be served with shellfish sauces, or white sauces of +cream and soft cheese, flavoured with lemon, saffron, or ginger. + +\newpage +\section{Lumaconi Rigati} +{\center{\includegraphics[scale=0.50]{ps/v81lumaconirigati.eps}}} +\begin{chunk}{Lumaconi Rigati} +A(i,j) == 0.45+0.01*cos(i*%pi/3)+j/300.0*abs(cos(i*%pi/240))*cos(i*%pi/120)^20 +B(i,j) == j/300.0*abs(cos(i*%pi/240))*sin(i*%pi/120) + _ + 0.125*(j/60.0)^6*sin(i*%pi/120) +X(i,j) == (0.4*cos(i*%pi/120)+A(i,j))*cos(j*%pi/60) + _ + 0.48*(j/60.0)^6*sin((i+60)*%pi/120)^3 +Y(i,j) == 0.5*sin(i*%pi/120)+0.01*sin(i*%pi/3)+B(i,j) +Z(i,j) == (0.45+0.4*cos(i*%pi/120))*sin(j*%pi/60) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..240,j=0..60,_ + style=="smooth",title=="Lumaconi Rigati") +rotate(v3d,90,180) +\end{chunk} +Originally from Campania and Liguria, {\sl lumaconi rigati} (big +ribbed snails) can be stuffed with a wide range of fillings, including +spinach and ricotta cheese. Like cannelloni, they can then be covered +in {\sl besciamella} and cooked in the oven. Smaller members of the +family ({\sl lumache}) are also available. + +\newpage +\section{Maccheroni} +{\center{\includegraphics[scale=0.50]{ps/v81maccheroni.eps}}} +\begin{chunk}{Maccheroni} +X(i,j) == 8*cos(i*%pi/75)+0.2*cos(4*i*%pi/15)+5*cos(j*%pi/100) +Y(i,j) == 8*sin(i*%pi/75)+0.2*sin(4*i*%pi/15)+4*sin(j*%pi/100) +Z(i,j) == 6.0*j/5.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..50,_ + style=="smooth",title=="Maccheroni") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +The origin of the name {\sl maccheroni} is uncertain. It is used +generically to describe a hollow {\sl pasta corta} (short pasta) that +is moade of durum-wheat flour and perhasp eggs. The pasta can be +served {\sl con le sarde} (with sardines) - a dish enhanced by a touch +of fennel. + +\newpage +\section{Maccheroni Alla Chitarra} +{\center{\includegraphics[scale=0.50]{ps/v81maccheroniallachitarra.eps}}} +\begin{chunk}{Maccheroni Alla Chitarra} +X(i,j) == 0.05*cos(i*%pi/60)^3 + 0.05*cos(i*%pi/60) +Y(i,j) == 0.05*sin(i*%pi/60)^3 + 0.05*sin(i*%pi/60) +Z(i,j) == j/60.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..120,j=0..60,_ + style=="smooth",title=="Maccheroni Alla Chitarra") +zoom(v3d,2.5,2.5,2.5) +\end{chunk} +Coming from the central Italian region of Abruzzo, {\sl maccheroni +alla chitarra} (guitar {\sl maccheroni}) have a square cross-section, +produced when a thin sheet of pasta is pressed through a frame of +closely ranged wires (or {\sl chitarra}) that lends the pasta its +name. Usually seved with a mutton {\sl ragu}, or {\sl pallottelle} +(veal meatballs). + +\newpage +\section{Mafaldine} +{\center{\includegraphics[scale=0.50]{ps/v81mafaldine.eps}}} +\begin{chunk}{Mafaldine} +X(i,j) == 7.0*i/18.0 +Y(i,j) == j/3.0 +Z(i,j) == _ + if ((6 <= i) and (i <= 24)) _ + then 0.0 _ + else if (i <= 6) _ + then (6.0-i)/6.0*cos((j+5)*%pi/10) _ + else (i-24.0)/6.0*cos((j+15)*%pi/10) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..30,j=0..150,_ + style=="smooth",title=="Mafaldine") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +Named at the turn of the twentieth century after Princess Mafalda of +the House of Savoy, {\sl mafaldine} are thin flat sheets of +durum-wheat flour pasta with a rippled finish on each long edge. They +are generally served with meaty sauces such as {\sl ragu napoletano} +or in seafood dishes. + +\newpage +\section{Manicotti} +{\center{\includegraphics[scale=0.50]{ps/v81manicotti.eps}}} +\begin{chunk}{Manicotti} +A(i,j) == -7*sin((i-100)*%pi/100)^2+0.3*sin((3*i-300)*%pi/10) +B(i,j) == -8*cos((i-100)*%pi/100)+0.3*cos((3*i-300)*%pi/10) +C(i,j) == -8*cos((i-100)*%pi/100)+22*sin((j-20)*%pi/40) +X(i,j) == _ + if (i < 100) _ + then 7*sin(i*%pi/100)^2+0.3*sin(3*i*%pi/10) _ + else A(i,j) +Y(i,j) == _ + if (i < 100) _ + then 8*cos(i*%pi/100)+0.3*cos(3*i*%pi/10) _ + else B(i,j) +Z(i,j) == _ + if (i < 100) _ + then 8*cos(i*%pi/100)+22*sin((j-20)*%pi/40) _ + else C(i,j) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..200,j=0..40,_ + style=="smooth",title=="Manicotti") +zoom(v3d,1.5,1.5,1.5) +\end{chunk} +One of the oldest-known durum-wheat varieties, {\sl manicotti} +(sleeves) were originally prepared by cutting dough into rectangles, +which were topped with stuffing, rolled and finally baked {\sl al +forno} (at the oven). Today they are served containing a variety of +cheeses and covered in a savoury sauce, like filled dinner crepes. + +\newpage +\section{Orecchiette} +{\center{\includegraphics[scale=0.50]{ps/v81orecchiette.eps}}} +\begin{chunk}{Orecchiette} +X(i,j) == 2.0*j/3.0*cos(i*%pi/75)+0.3*cos(2*i*%pi/15) +Y(i,j) == 10*sin(i*%pi/75) +Z(i,j) == 0.1*cos(i*%pi/3)+5*(0.5+0.5*cos(2*i*%pi/75))^4*cos(j*%pi/30)^2 + _ + 1.5*(0.5+0.5*cos(2*i*%pi/75))^5*sin(j*%pi/30)^10 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..15,_ + style=="smooth",title=="Orecchiette") +\end{chunk} +This pasta is popular in the southeastern coastal region of Puglia in +Italy, where it is customarily cooked in dishes with rapini, a +relative of broccoli that grows plentifully in the area. {\sl +Orecchiette} (litte ears) also pair well with other vegetables such as +beans, and with salty seasonings such as anchovies, capers, or olives. + +\newpage +\section{Paccheri} +{\center{\includegraphics[scale=0.50]{ps/v81paccheri.eps}}} +\begin{chunk}{Paccheri} +X(i,j) == (j+60.0)/60.0*cos(i*%pi/75)+0.5*cos(j*%pi/60)+cos((i+j)*%pi/75) +Y(i,j) == 2.6*sin(i*%pi/75)+0.3*sin(j*%pi/60) +Z(i,j) == 7.0*j/30.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..30,_ + style=="smooth",title=="Paccheri") +\end{chunk} +Part of the {\sl pasta corta} (short pasta) family, {\sl paccheri} are +ribbed pasta cylinders that (due to their large size) are recommended +with aubergine, seafood, or indeed any chunky sauce. It is thought the +name stems from the term {\sl paccare}, which means 'to smack' in the +southern Italian region of Campania. + +\newpage +\section{Pappardelle} +{\center{\includegraphics[scale=0.50]{ps/v81pappardelle.eps}}} +\begin{chunk}{Pappardelle} +A(i,j) == cos(i*%pi/80)+(3.0*j)/50.0*sin(21*i*%pi/800) +B(i,j) == sin(i*%pi/3200)^0.1*sin(i*%pi/80) +C(i,j) == 3.0*j/50.0+0.5*sin(i*%pi/200) +D(i,j) == cos(i*%pi/80)+3.0*j/50.0*sin(21*i*%pi/800) +E(i,j) == sin(i*%pi/3200)^0.5*sin(i*%pi/80) +F(i,j) == 3.0*j/50.0+0.5*sin(i*%pi/200) +vsp:=createThreeSpace() +makeObject(surface(A(i,j),B(i,j),C(i,j)),i=0..800,j=0..5,space==vsp) +makeObject(surface(0.6*D(i,j),0.8*E(i,j),0.9*F(i,j)),i=0..800,j=0..5,_ + space==vsp) +vp:=makeViewport3D(vsp,style=="smooth",title=="Pappardelle") +\end{chunk} +This {\sl pasta lunga} (long pasta) is often cooked with duck, pigeon, +or other game fowl. {\sl Pappardelle} are so popular that towns in +Italy hold festivals in their honour, such as the {\sl Sagra delle +Pappardelle al Cinghiale} (Feast of the {\sl Pappardelle} and Boar) in +Torre Alfina, central Italy. + +\newpage +\section{Penne Rigate} +{\center{\includegraphics[scale=0.50]{ps/v81pennerigate.eps}}} +\begin{chunk}{Penne Rigate} +X(i,j) == _ + if (i < 85) _ + then 4*sin(i*%pi/85)^2+0.1*sin(6*i*%pi/17) _ + else -4*sin((i-85)*%pi/85)^2+0.1*sin(6*(i-85)*%pi/17) +Y(i,j) == _ + if (i < 85) _ + then 4*cos(i*%pi/85)+0.1*cos(6*i*%pi/17) _ + else -4*cos((i-85)*%pi/85)+0.1*cos(6*(i-85)*%pi/17) +Z(i,j) == _ + if (i < 85) _ + then 7*cos(i*%pi/85)+15*sin((j-20)*%pi/40) _ + else -7*cos((i-85)*%pi/85)+15*sin((j-20)*%pi/40) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..170,j=0..40,_ + style=="smooth",title=="Penne Rigate") +\end{chunk} +A versatile pasta, {\sl penne rigate} (grooved quills) come from +Campania, in southern Italy, and belong to the {\sl pasta corta} +(short pasta) family. they can be served with spicy {\sl arrabbiata} +(angry) sauce, which gets its name from the chillies and red peppers +it contains. + +\newpage +\section{Pennoni Lisci} +{\center{\includegraphics[scale=0.50]{ps/v81pennonilisci.eps}}} +\begin{chunk}{Pennoni Lisci} +X(i,j) == _ + if (i < 100) _ + then 7*sin(i*%pi/100)^2 _ + else -7*sin((i-100)*%pi/100)^2 +Y(i,j) == _ + if (i < 100) _ + then 8*cos(i*%pi/100) _ + else -8*cos((i-100)*%pi/100) +Z(i,j) == _ + if (i < 100) _ + then 12*cos(i*%pi/100)+15*sin((j-20)*%pi/40) _ + else -12*cos((i-100)*%pi/100)+15*sin((j-20)*%pi/40) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..200,j=0..40,_ + style=="smooth",title=="Pennoni Lisci") +\end{chunk} +Similar in appearance to {\sl penne rigate}, but larger and without +the grooves, {\sl pennoni} (large quills) require a more oily sauce +(perhaps containing sliced chorizo) to cling to their smooth surface. + +\newpage +\section{Pennoni Rigati} +{\center{\includegraphics[scale=0.50]{ps/v81pennonirigati.eps}}} +\begin{chunk}{Pennoni Rigati} +A(i,j) == -7*sin((i-100)*%pi/100)^2+0.2*sin((3*i-300)*%pi/10) +B(i,j) == -8*cos((i-100)*%pi/100)+0.2*cos((3*i-300)*%pi/10) +C(i,j) == -12*cos((i-100)*%pi/100)+15*sin((j-20)*%pi/40) +X(i,j) == _ + if (i < 100) _ + then 7*sin(i*%pi/100)^2+0.15*sin(3*i*%pi/10) _ + else A(i,j) +Y(i,j) == _ + if (i < 100) _ + then 8*cos(i*%pi/100)+0.15*cos(3*i*%pi/10) _ + else B(i,j) +Z(i,j) == _ + if (i < 100) _ + then 12*cos(i*%pi/100)+15*sin((j-20)*%pi/40) _ + else C(i,j) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..200,j=0..40,_ + style=="smooth",title=="Pennoni Rigati") +\end{chunk} +The angled trim of the {\sl penne} pasta family makes its members easy +to recognize. {\sl Pennoni rigati} (large grooved quills) are the +ridged version of {\sl pennoni}, and can be stuffed and cooked. + +\newpage +\section{Puntalette} +{\center{\includegraphics[scale=0.50]{ps/v81puntalette.eps}}} +\begin{chunk}{Puntalette} +X(i,j) == 1.4*sin(j*%pi/80)^1.2*cos(i*%pi/40) +Y(i,j) == 2.5*sin(j*%pi/80)^1.2*sin(i*%pi/40) +Z(i,j) == 8*cos(j*%pi/80) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..80,j=0..80,_ + style=="smooth",title=="Puntalette") +\end{chunk} +Another member of the {\sl pastine minute} (tiny pasta) family, {\sl +puntalette} (tiny tips) are about 9 mm long, and no thicker than 3 +mm. Like most {\sl pastine}, they are best consumed in creamy soups, +or perhaps in a salad. + +\newpage +\section{Quadrefiore} +{\center{\includegraphics[scale=0.50]{ps/v81quadrefiore.eps}}} +\begin{chunk}{Quadrefiore} +X(i,j) == 2*cos(i*%pi/250)*(abs(sin(3*i*%pi/250)))^20 + _ + (0.6+0.9*sin(j*%pi/50))*cos(i*%pi/250)+0.2*cos(4*j*%pi/25) +Y(i,j) == 2*sin(i*%pi/250)*(abs(sin(3*i*%pi/250)))^20 + _ + (0.6+0.9*sin(j*%pi/50))*sin(i*%pi/250)+1.5*sin(j*%pi/50) +Z(i,j) == 3.0*j/10.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..500,j=0..50,_ + style=="smooth",title=="Quadrefiore") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +An uncommon variety of {\sl pasta corta} (short pasta), {\sl +quadrefiori} (square flowers) are sturdy, with rippled edges running +down their lengths. Francis Ford Coppola, the maker and distributor, +uses antique bronze moulds and wooden drying racks to achieve an +authentic form and consistency. + +\newpage +\section{Quadretti} +{\center{\includegraphics[scale=0.50]{ps/v81quadretti.eps}}} +\begin{chunk}{Quadretti} +X(i,j) == 3.0*i/14.0 +Y(i,j) == 3.0*j/14.0 +Z(i,j) == 0.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..70,j=0..70,_ + style=="smooth",title=="Quadretti") +\end{chunk} +These flat shapes are made with durum-wheat flour, eggs, and even +nutmeg. {\sl Quadretti} (tiny squares) are a classic {\sl pastine} +prepared using the leftovers of larger pasta sheets, and can be served +as part of a traditional fish broth, or in soups containing fava +beans. Their small shape means that they need only be cooked for a +short time. + +\newpage +\section{Racchette} +{\center{\includegraphics[scale=0.50]{ps/v81racchette.eps}}} +\begin{chunk}{Racchette} +A(i) == sin(i*%pi/2000)^0.5 +X0(i,j) == 2*cos((i+1500)*%pi/1500)+0.65*cos((i+750)*%pi/1500) + _ + 2*(abs(cos(i*%pi/300)))^100*cos(i*%pi/1500) +Y0(i,j) == 2.4*sin((i+1500)*%pi/1500)+0.1*sin(i*%pi/1500) + _ + 2.3*(abs(sin(i*%pi/300)))^100*sin(i*%pi/1500) +X1(i,j) == _ + if (i <= 2000) _ + then 2.1*cos((2*A(i)+1)*%pi)+0.65*cos((2*A(i)+0.5)*%pi)+_ + 2.5*sin((A(i)+1.83)*%pi)^500 _ + else -2.1 +Y1(i,j) == _ + if (i <= 2000) _ + then 2.5*sin((2*A(i)+1)*%pi)+0.1*sin(A(i)*2*%pi)+_ + 3*sin((A(i)+1.83)*%pi)^500 _ + else 0.0 +Z(i,j) == j/4.0 +vsp:=createThreeSpace() +makeObject(surface(X0(i,j),Y0(i,j),Z(i,j)),i=0..3000,j=0..4,space==vsp) +makeObject(surface(X0(i,j),Y0(i,j),Z(i,j)),i=0..3000,j=0..4,space==vsp) +vp:=makeViewport3D(vsp,style=="smooth",title=="Racchette") +\end{chunk} +Usually served in salads, {\sl racchette} (rackets) suit crunchy pine +nuts, sliced asparagus and fresh peas. Alternatively, the addition of +diced watermelon or pomegranate seeds can create a light-tasking snack. + +\newpage +\section{Radiatori} +{\center{\includegraphics[scale=0.50]{ps/v81radiatori.eps}}} +\begin{chunk}{Radiatori} +X(i,j) == (1.5+3*(i/70.0)^5+4*sin(j*%pi/200)^50)*cos(4*i*%pi/175) +Y(i,j) == (1.5+3*(i/70.0)^5+4*sin(j*%pi/200)^50)*sin(4*i*%pi/175) +Z(i,j) == j/50.0+cos(3*i*%pi/14)*sin(j*%pi/1000) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..70,j=0..1000,_ + style=="smooth",title=="Radiatori") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +Small and squat, {\sl radiatori} (radiators) are named after their +ruffled edge When boiled, drained, and served as a {\sl pastasciutta} +their open centre and large surface area holds thick sauces well, +while the flaps sweep up and trap smaller morsels of food. This pasta +is often accompanied by a lamb-, veal-, rabbit-, or pork-based {\sl ragu}. + +\newpage +\section{Ravioli Quadrati} +{\center{\includegraphics[scale=0.50]{ps/v81ravioliquadrati.eps}}} +\begin{chunk}{Ravioli Quadrati} +X(i,j) == i/2.0+0.4*sin((j+2.5)*%pi/5) * _ + (sin(i*%pi/200)^0.2 - cos(i*%pi/200)^0.2) +Y(i,j) == j/2.0+0.4*sin((11*i+25)*%pi/50) * _ + (sin(j*%pi/200)^0.2 - cos(j*%pi/200)^0.2) +Z(i,j) == _ + if (((10 < j) and (j < 90)) or ((10 < i) and (i < 90))) _ + then 10*sin((i-10)*%pi/80)^0.6*sin((j-10)*%pi/80)^0.6 _ + else if ((10 > j) or (10 > i)) _ + then 0.0 _ + else 0.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..99,j=0..99,_ + style=="smooth",title=="Ravioli Quadrati") +\end{chunk} +Except for the square outline, {\sl ravioli quadrati} (square ravioli) +are made in an identical fashion to {\sl ravioli tondi} (round {\sl +ravioli}). Other variations on the theme include crescents, triangles, +and hearts. Some suggest the name {\sl ravioli} derives from the verb +meaning 'to wrap', others link it with {\sl rapa}, the Italian word +for turnip. + +\newpage +\section{Ravioli Tondi} +{\center{\includegraphics[scale=0.50]{ps/v81raviolitondi.eps}}} +\begin{chunk}{Ravioli Tondi} +X(i,j) == 5.0*i/8.0+0.5*sin((j+2)*%pi/4) * _ + (sin(i*%pi/160)^0.2-cos(i*%pi/160)^0.2) +Y(i,j) == 5.0*j/8.0+0.5*sin((i+2)*%pi/4) * _ + (sin(j*%pi/160)^0.2-cos(j*%pi/160)^0.2) +Z(i,j) == _ + if (600 >= ((i-40)^2+(j-40)^2)) _ + then 0.5*sqrt(600 - (i-40)^2-(j-40)^2) _ + else 0.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..80,j=0..80,_ + style=="smooth",title=="Ravioli Tondi") +\end{chunk} +By far the best-known {\sl pasta ripiena} (filled pasta), {\sl ravioli +tondi} (round {\sl ravioli}) are made by sealing a filling between two +layers of dough made from wheat flour and egg. Fillings vary +enormously, from lavish pairings of meat and cheese, to more deleicate +centres of mushrooms, spinach, or even nettle. + +\newpage +\section{Riccioli} +{\center{\includegraphics[scale=0.50]{ps/v81riccioli.eps}}} +\begin{chunk}{Riccioli} +X(i,j) == (2+8*sin(i*%pi/100)+9*sin((11*j+100)*%pi/400)^2)*cos(4*i*%pi/125) +Y(i,j) == (2+8*sin(i*%pi/100)+9*sin((11*j+100)*%pi/400)^2)*sin(4*i*%pi/125) +Z(i,j) == j/4.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..50,j=0..200,_ + style=="smooth",title=="Riccioli") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +A well-know {\sl pasta corta} (short pasta), {\sl riccioli} (curls) +originated in the Emilia-Romagna region of northern Italy. Their +ribbed exterior and hollow shape mean {\sl riccioli} can retain a +large quantity of sauce. + +\newpage +\section{Riccioli al Cinque Sapori} +{\center{\includegraphics[scale=0.50]{ps/v81ricciolialcinquesapori.eps}}} +\begin{chunk}{Riccioli al Cinque Sapori} +X(i,j) == 1.5*cos(i*%pi/20)*(1+0.5*sin(j*%pi/25)*sin(i*%pi/40) + _ + 0.43*sin((j+18.75)*%pi/25)*cos(i*%pi/40))+2*cos(j*%pi/50) +Y(i,j) == 1.5*sin(i*%pi/20)^3+cos(j*%pi/25) +Z(i,j) == sin(j*%pi/100)+20*cos(j*%pi/200)^2 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..20,j=0..100,_ + style=="smooth",title=="Riccioli al Cinque Sapori") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +{\sl Riccioli} and {\sl riccioli al cinque sapori} (curls in five +flavors) are both members of the {\sl pasta corta} (small pasta) +family, without being related by structural similarities. Made of +durum-wheat flour, {\sl riccioli al cinque sapori} get their color +from the addition of spinach, tomato, beetroot, and turmeric, and are +usually served in broth. + +\newpage +\section{Rigatoni} +{\center{\includegraphics[scale=0.50]{ps/v81rigatoni.eps}}} +\begin{chunk}{Rigatoni} +X(i,j) == 0.2*sin((7*i+15)*%pi/30)+2*cos((j+60)*%pi/120) + _ + (7+(60-j)/60.0*sin(i*%pi/240))*cos(i*%pi/120) +Y(i,j) == 0.2*sin(7*i*%pi/30)+(8+0.1*(60-j)/60+j/30*cos(i*%pi/240)) * _ + sin(i*%pi/120) +Z(i,j) == j/2.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..240,j=0..60,_ + style=="smooth",title=="Rigatoni") +\end{chunk} +Members of the {\sl pasta corta} (short pasta) branch, and originally +from southern Italy, {\sl rigatoni} (large ridges) are very +versitile. Their robust shape holds cream or tomato sauces well, but +{\sl rigatoni} are best eaten with sausages or game meat, mushrooms, +and black pepper. + +\newpage +\section{Rombi} +{\center{\includegraphics[scale=0.50]{ps/v81rombi.eps}}} +\begin{chunk}{Rombi} +X(i,j) == _ + if ((13 <= i) and (i <= 37)) _ + then i/20.0+j/25.0-1/20.0 _ + else if (i <= 13) _ + then 3.0*i/65.0+j/25.0 _ + else 6/65.0+3.0*i/65.0+j/25.0 +Y(i,j) == j/25.0 +Z(i,j) == _ + if ((13 <= i) and (i <= 37)) _ + then 0.0 _ + else if (i <= 13) _ + then 0.2*((13.0-i)/13.0)*cos((2.0*j+12.5)*%pi/25) _ + else (i-37.0)/65.0*cos((2.0*j+37.5)*%pi/25) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..50,j=0..50,_ + style=="smooth",title=="Rombi") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +A lesser-known {\sl pasta corta}, {\sl rombi} (rhombuses) feature two +curled edges like {\sl lasagna doppia riccia}, however, they are +smaller and sheared on the diagonal. Generally served with sauce and +{\sl pastasciutta} or in {\sl brodo} (in broth), according to size. + +\newpage +\section{Rotelle} +{\center{\includegraphics[scale=0.50]{ps/v81rotelle.eps}}} +\begin{chunk}{Rotelle} +X0(i,j) == 0.5*cos(i*%pi/1000)+1.5*(abs(sin(3*i*%pi/1000)))^50*cos(i*%pi/1000) +Y0(i,j) == 0.5*sin(i*%pi/1000)+1.5*(abs(sin(3*i*%pi/1000)))^50*sin(i*%pi/1000) +X1(i,j) == _ + if (i <= 666) _ + then 2*cos(3*i*%pi/1000)+0.03*cos(93*i*%pi/1000) _ + else 2.03 +Y1(i,j) == _ + if (i <= 666) _ + then 2.05*sin(3*i*%pi/1000)+0.03*sin(93*i*%pi/1000) _ + else 0.0 +Z(i,j) == j/5.0 +vsp:=createThreeSpace() +makeObject(surface(X0(i,j),Y0(i,j),Z(i,j)),i=0..2000,j=0..5,space==vsp) +makeObject(surface(X0(i,j),Y0(i,j),Z(i,j)),i=0..2000,j=0..5,space==vsp) +vp:=makeViewport3D(vsp,style=="smooth",title=="Rotelle") +\end{chunk} +A modern design from the more unusual side of the {\sl pasta corta} +(short pasta) family, {\sl rotelle} (small wheels) are constructed +with spokes that help trap various flavors, making the pasta a good +companion for a variety of sauces. Smaller versions can be served in +salads or cooked in soups. + +\newpage +\section{Saccottini} +{\center{\includegraphics[scale=0.50]{ps/v81saccottini.eps}}} +\begin{chunk}{Saccottini} +X(i,j) == cos(i*%pi/75)*(sin(j*%pi/50)+1.3*sin(j*%pi/200) + _ + 3*j/1000.0*cos((i+25)*%pi/25)) +Y(i,j) == sin(i*%pi/75)*(sin(j*%pi/50)+1.3*sin(j*%pi/200) + _ + 0.7*(j/100.0)^2*sin(i*%pi/15)) +Z(i,j) == 2*(1-(abs(cos(j*%pi/200)))^5+(j/100.0)^4.5) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..100,_ + style=="smooth",title=="Saccottini") +\end{chunk} +Another out-and-out member of the {\sl pasta ripiena} (filled pasta) +club, {\sl saccottini}-like {\sl fagottini}, to which they are closely +related - are made of a durum-wheat circle of dough gathered into an +irregular ball-shaped bundle. {\sl Saccottini} are usually stuffed +with ricotta, meat, or steamed greens. + +\newpage +\section{Sagnarelli} +{\center{\includegraphics[scale=0.50]{ps/v81sagnarelli.eps}}} +\begin{chunk}{Sagnarelli} +A(i) == 0.5*sin((i+1.5)*%pi/3) +B(i) == 0.05*sin((9*i+12.5)*%pi/25) +X(i,j) == i/10.0+A(j)*(cos(i*%pi/120)^100-sin(i*%pi/200)^100) +Y(i,j) == j/20.0+B(i)*(cos(j*%pi/120)^100-sin(j*%pi/200)^100) +Z(i,j) == 0.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..100,j=0..60,_ + style=="smooth",title=="Sagnarelli") +\end{chunk} +This short and rectangular ribbon with four indented edges belongs to +the {\sl pasta lunga} (long pasta) branch. {\sl Sagnarelli} are +sometimes made with eggs and are generally served as {\sl +pastasciutta} with a meat {\sl ragu}, or alongside vegetables such as +wild asparagus. + +\newpage +\section{Sagne Incannulate} +{\center{\includegraphics[scale=0.50]{ps/v81sagneincannulate.eps}}} +\begin{chunk}{Sagne Incannulate} +X0(i,j) == (1-0.2*sin(3*j*%pi/20))*cos((i+10)*%pi/20) + _ + 2*sin((i-100)*%pi/200)+(3*i)/200.0*sin(i*%pi/400)^200 +Y0(i,j) == (1-0.2*sin(3*j*%pi/20))*sin((i+10)*%pi/20)+sin((i-50)/200*%pi) +X1(i,j) == -3+(1-0.1*sin(3*j*%pi/20))*sin((3*i-10)*%pi/50) + _ + cos(i*%pi/200)+3*i/200.0*sin(i*%pi/400)^5 +Y1(i,j) == -5+(1-01.*sin(3*j*%pi/20))*cos((3*i+10)*%pi/50)+2*sin(i*%pi/200) +Z(i,j) == i/4.0+7/2.0*(1+cos(j*%pi/20)) +vsp:=createThreeSpace() +makeObject(surface(X0(i,j),Y0(i,j),Z(i,j)),i=0..200,j=0..20,space==vsp) +makeObject(surface(X1(i,j),Y1(i,j),Z(i,j)),i=0..200,j=0..20,space==vsp) +vp:=makeViewport3D(vsp,style=="smooth",title=="Sagne Incannulate") +zoom(vp,3.0,3.0,3.0) +\end{chunk} +Shaping the twisted ribbons of durum-wheat pasta known as {\sl sagne +incannulate} requires skill. Strips of dough are held at the end +against a wooden board with one hand, while the palm of the other +rolls the rest of the {\sl pasta lunga} (long pasta) to form the +distinctive curl. {\sl Sagne} are best consumed with a thick sauce or +a traditional {\sl ragu}. + +\newpage +\section{Scialatielli} +{\center{\includegraphics[scale=0.50]{ps/v81scialatielli.eps}}} +{\sl ragu} of pork or veal. +\begin{chunk}{Scialatielli} +X(i,j) == 0.1*cos(i*%pi/75)+0.1*cos((i+7.5)*%pi/75)^3+0.1*sin(j*%pi/50) +Y(i,j) == 0.1*cos(i*%pi/75)+0.2*sin(i*%pi/75)^3+0.1*sin(j*%pi/50) +Z(i,j) == 3.0*j/50.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..50,_ + style=="smooth",title=="Scialatielli") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +Hailing from the Amalfi coast in the province of Naples, {\sl +scialatielli} are a rustic {\sl pasta lunga} (long pasta) similar in +appearance to {\sl fettuccine} and {\sl tagliotelle}. When they are +made, milk and eggs can be added to the durum-wheat flour to lend it a +golden color, {\sl Scialatielli} are best paired with seafood, or a + +\newpage +\section{Spaccatelle} +{\center{\includegraphics[scale=0.50]{ps/v81spaccatelle.eps}}} +\begin{chunk}{Spaccatelle} +X(i,j) == (0.5+5*(j/100.0)^3+0.5*cos((i+37.5)*%pi/25))*cos(2*j*%pi/125) +Y(i,j) == 0.6*sin((i+37.5)*%pi/25) +Z(i,j) == (0.5+5*(j/100.0)^3+0.5*cos((i+37.5)*%pi/25))*sin(2*j*%pi/125) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..25,j=0..100,_ + style=="smooth",title=="Spaccatelle") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +This noted speciality of Sicily belongs to the {\sl pasta corta} +(short pasta) family. {\sl Spaccatelle} are generally elongated curves +with a concave centre, and are served as a {\sl pastasciutta} (pasta +boiled and drained) with a light tomato sauce or a thick meaty {\sl ragu}. + +\newpage +\section{Spaghetti} +{\center{\includegraphics[scale=0.50]{ps/v81spaghetti.eps}}} +\begin{chunk}{Spaghetti} +X(i,j) == 0.1*cos(i*%pi/20) +Y(i,j) == 0.1*sin(i*%pi/20) +Z(i,j) == j/10.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..40,j=0..100,_ + style=="smooth",title=="Spaghetti") +zoom(v3d,3.0,3.0,3.0) +\end{chunk} +Without a doubt, {\sl spaghetti} (small strings) remain the best-known +and most versatile {\sl pasta lunga} (long pasta) worldwide. Above all +they are known for accompanying {\sl ragu bolognese}, a mixture +containing beef, tomato, cream, onions, and pancetta. More recently, +{\sl spaghetti} have become popular in a creamy {\sl carbonara}. + +\newpage +\section{Spiralli} +{\center{\includegraphics[scale=0.50]{ps/v81spiralli.eps}}} +\begin{chunk}{Spiralli} +X(i,j) == (2.5+2*cos(i*%pi/50)+0.1*cos(i*%pi/5))*cos(j*%pi/30) +Y(i,j) == (2.5+2*cos(i*%pi/50)+0.1*cos(i*%pi/5))*sin(j*%pi/30) +Z(i,j) == (2.5+2*sin(i*%pi/50)+0.1*sin(i*%pi/5))+j/6.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..100,j=0..120,_ + style=="smooth",title=="Spiralli") +zoom(v3d,2.5,2.5,2.5) +\end{chunk} +The ridged and helicoidal {\sl spirali} (spirals) are similar in shape +to {\sl cavatappi}, but are slightly larger. {\sl Spirali} may be +served with chunky sauces as {\sl pastasciutta}, baked {\sl al forno} +(at the oven) with a thick cheese topping or added to salads. + +\newpage +\section{Stellette} +{\center{\includegraphics[scale=0.50]{ps/v81stellette.eps}}} +\begin{chunk}{Stellette} +X(i,j) == (3.0+3.0*i/5.0)*cos(j*%pi/75)+i/10*cos((j+15)*%pi/15) +Y(i,j) == (3.0+3.0*i/5.0)*sin(j*%pi/75)+i/10*sin(j*%pi/15) +Z(i,j) == 0.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..25,j=0..150,_ + style=="smooth",title=="Stellette") +\end{chunk} +A member of the {\sl pastine minute} (tiny pasta) family, {\sl +stellette} (little stars) are only marginally larger than both {\sl +acini di pepe} and {\sl cuoretti}. Like all {\sl pastine}, they are +best served in a light soup, perhaps flavored with portobello +mushrooms or peas. + +\newpage +\section{Stortini} +{\center{\includegraphics[scale=0.50]{ps/v81stortini.eps}}} +\begin{chunk}{Stortini} +A(i,j) == 0.5*(abs(sin(2*i*%pi/125)))^3 +B(i,j) == 1-abs(sin((2*i-500)*%pi/125)) +C(i,j) == 1-0.5*(abs(sin(2*(i-375)*%pi/125)))^3 +X(i,j) == _ + if (i <= 250) _ + then cos(2*i*%pi/125) _ + else 1.7-cos((2*i-500)*%pi/125) +Y(i,j) == _ + if (i <= 250) _ + then if (i <= 125) _ + then abs(sin(2*i*%pi/125)) _ + else A(i,j) _ + else if (i <= 375) _ + then B(i,j) _ + else C(i,j) +Z(i,j) == j/20.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..500,j=0..10,_ + style=="smooth",title=="Stortini") +zoom(v3d,3.0,3.0,3.0) +\end{chunk} +Another {\sl pastine minute} (tiny pasta), {\sl stortini} (little +crooked pieces) are consumed in creamy soups with mushroom and +celery. As a rule of thumb, smaller pasta is best in thinner soups, +while larger {\sl pastina minute} can be served with thicker varieties. + +\newpage +\section{Strozzapreti} +{\center{\includegraphics[scale=0.50]{ps/v81strozzapreti.eps}}} +\begin{chunk}{Strozzapreti} +A(i,j) == 0.5*cos(j*%pi/40)+0.5*cos((j+76)*%pi/40) + _ + 0.5*cos(j*%pi/30)+0.5*sin((2*i-j)*%pi/40) +B(i,j) == 0.5*sin(j*%pi/40)+0.5*sin((j+76)*%pi/40) + _ + 0.5*sin(j*%pi/30)+0.5*cos((2*i-j)*%pi/40) +X(i,j) == _ + if (i <= 30) _ + then 0.5*cos(j*%pi/30)+0.5*cos((2*i+j+16)*%pi/40) _ + else A(i,j) +Y(i,j) == _ + if (i <= 30) _ + then 0.5*sin(j*%pi/30)+0.5*sin((2*i+j+16)*%pi/40) _ + else B(i,j) +Z(i,j) == j/4.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..60,j=0..60,_ + style=="smooth",title=="Strozzapreti") +zoom(v3d,2.5,2.5,2.5) +\end{chunk} +The dough used to make {\sl strozzapreti} (or {\sl strangolapreti}; +both translate to 'priest stranglers') can be prepared with assorted +flours, eggs, and even potato. {\sl Strozzapreti} are an ideal {\sl +pastasciutta}, and can be served with a traditional meat sauce, topped +with Parmigiano-Reggiano. + +\newpage +\section{Tagliatelle} +{\center{\includegraphics[scale=0.50]{ps/v81tagliatelle.eps}}} +\begin{chunk}{Tagliatelle} +X0(i,j) == 0.4*cos(3*i*%pi/250)+j/80.0*sin(31*i*%pi/1000) +Y0(i,j) == 0.4*sin(3*i*%pi/250)*sin(i*%pi/4000)^0.1 +Z0(i,j) == j/80.0+0.12*sin(9*i*%pi/1000) +X1(i,j) == 0.4*cos(3*i*%pi/250)+j/80.0*sin(31*i*%pi/1000) +Y1(i,j) == 0.4*sin(i*%pi/4000)^0.5*sin(3*i*%pi/250) +Z1(i,j) == j/80.0+0.12*sin(9*i*%pi/1000) +vsp:=createThreeSpace() +makeObject(surface(X0(i,j),Y0(i,j),Z0(i,j)),i=0..1000,j=0..4,space==vsp) +makeObject(surface(0.8*X1(i,j),Y1(i,j),0.9*Z1(i,j)),i=0..1000,j=0..4,_ + space==vsp) +makeObject(surface(X1(i,j),0.9*Y1(i,j),0.6*Z1(i,j)),i=0..1000,j=0..4,_ + space==vsp) +vp:=makeViewport3D(vsp,style=="smooth",title=="Tagliatelle") +\end{chunk} +A mixture of wheat-flour and eggs, {\sl tagliatelle} (derived from the +Italian {\sl tagliare} - 'to cut') belong to the {\sl pasta lunga} +(long pasta) family. Originally hailing from the north of Italy, {\sl +tagliatelle} are frequently served in {\sl carbonara} sauce, but can +also accompany seafood, or alternatively may form the basis of a {\sl +timballo} (baked pasta dish). + +\newpage +\section{Taglierini} +{\center{\includegraphics[scale=0.50]{ps/v81taglierini.eps}}} +\begin{chunk}{Taglierini} +X0(i,j) == 0.5*cos(i*%pi/100)+0.05*cos(i*%pi/40) +Y0(i,j) == 0.5*sin(i*%pi/4000)^0.1*sin(i*%pi/100)+0.075*sin(i*%pi/40) +Z0(i,j) == 3.0*j/200.0+0.1*sin(i*%pi/125) +X1(i,j) == 0.4*cos(i*%pi/100) +Y1(i,j) == 0.4*sin(i*%pi/4000)^0.2*sin(i*%pi/100) +Z1(i,j) == 3.0*j/200.0+0.1*sin(i*%pi/125) +X2(i,j) == 0.3*cos(i*%pi/100) +Y2(i,j) == 0.3*sin(3*i*%pi/1000)*sin(i*%pi/50) +Z2(i,j) == -0.05+3.0*j/200.0+0.1*sin(i*%pi/125) +vsp:=createThreeSpace() +makeObject(surface(X0(i,j)*0.6,Y0(i,j)*0.5,Z0(i,j)),i=0..1000,j=0..2,_ + space==vsp) +makeObject(surface(X1(i,j),Y1(i,j),Z1(i,j)),i=0..1000,j=0..2,space==vsp) +makeObject(surface(0.8*X1(i,j),0.9*Y1(i,j),1.3*Z1(i,j)),i=0..1000,j=0..2,_ + space==vsp) +makeObject(surface(X2(i,j),0.9*Y2(i,j),1.5*Z2(i,j)),i=0..1000,j=0..2,_ + space==vsp) +vp:=makeViewport3D(vsp,style=="smooth",title=="Taglierini") +\end{chunk} +Another coiling {\sl pasta lunga} (long pasta), {\sl taglierini} are +of the same lineage as {\sl tagliatelle}, but are substantially +narrower - almost hair-like. + +\newpage +\section{Tagliolini} +{\center{\includegraphics[scale=0.50]{ps/v81tagliolini.eps}}} +\begin{chunk}{Tagliolini} +X0(i,j) == 0.5*cos(i*%pi/200)+0.05*cos(5*i*%pi/400) +Y0(i,j) == 0.5*sin(i*%pi/8000)^0.1*sin(i*%pi/200)+0.075*sin(5*i*%pi/400) +Z0(i,j) == 0.01*j+0.1*sin(i*%pi/250) +X1(i,j) == 0.4*cos(i*%pi/200) +Y1(i,j) == 0.4*sin(i*%pi/8000)^0.2*sin(i*%pi/200) +Z1(i,j) == 0.01*j+0.1*sin(i*%pi/250) +X2(i,j) == 0.3*cos(i*%pi/125) +Y2(i,j) == 0.3*sin(3*i*%pi/2000)*sin(3*i*%pi/200) +Z2(i,j) == -0.05+0.01*j+0.1*sin(i*%pi/250) +vsp:=createThreeSpace() +makeObject(surface(X0(i,j)*0.6,Y0(i,j)*0.5,Z0(i,j)),i=0..2000,j=0..1,_ + space==vsp) +makeObject(surface(X1(i,j),Y1(i,j),Z1(i,j)),i=0..2000,j=0..2,space==vsp) +makeObject(surface(0.8*X1(i,j),0.9*Y1(i,j),1.3*Z1(i,j)),i=0..2000,j=0..2,_ + space==vsp) +makeObject(surface(X2(i,j),0.9*Y2(i,j),1.5*Z2(i,j)),i=0..2000,j=0..2,_ + space==vsp) +vp:=makeViewport3D(vsp,style=="smooth",title=="Tagliolini") +\end{chunk} +Thinner even than {\sl taglierini}, {\sl tagliolini} are traditionally +eaten as a starter with butter, soft cheese, or {\sl al pomodoro} (in +a light tomato sauce). Alternatively, they may be served in a chicken +broth. A versatile pasta, {\sl tagliolini} are also the main +ingredient for a variety of {\sl timballo} dishes baked {\sl al forno} +(at the oven). + +\newpage +\section{Torchietti} +{\center{\includegraphics[scale=0.50]{ps/v81torchietti.eps}}} +\begin{chunk}{Torchietti} +A(i,j) == (3.0*i-60.0)*j/100.0 +B(i,j) == (3.0*i-60.0)*(100.0-j)/100.0 +C(i,j) == 3.0*(i-20.0)*(100.0-j)/100.0 +D(i,j) == 3.0*(i-20.0)*j/100.0 +E(i,j) == _ + if ((j <= 50) or (i <= 20)) _ + then A(i,j) _ + else if ((j >= 50) or (i <= 20)) _ + then B(i,j) _ + else if ((j >= 50) or (i >= 20)) _ + then C(i,j) _ + else D(i,j) +F(i,j) == (3+2.5*sin(E(i,j)*%pi/120)+3*sin(j*%pi/200)^10) +X(i,j) == F(i,j)*cos(E(i,j)*%pi/10)+0.1*cos(j*%pi/2) +Y(i,j) == F(i,j)*sin(E(i,j)*%pi/10)+0.1*sin(j*%pi/2)+3*sin(j*%pi/50) +Z(i,j) == 18.0*j/25.0+2.0*E(i,j)/5.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..40,j=0..100,_ + style=="smooth",title=="Torchietti") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +The whorls of {\sl torchietti} (tiny torches) trap chunky sauces +will. Also known as {\sl maccheroni al torchio}, they are best eaten +in a tomato sauce with larger, coarsely chopped vegetables such as +carrots, broccoli, and cauliflower. + +\newpage +\section{Tortellini} +{\center{\includegraphics[scale=0.50]{ps/v81tortellini.eps}}} +\begin{chunk}{Tortellini} +A(i,j) == 0.2*sin(i*%pi/200)+j/400.0 +B(i,j) == cos(j/60.0*(2.7+0.2*sin(i*%pi/120)^50)*%pi+1.4*%pi) +C(i,j) == sin(j/60.0*(2.7+0.2*sin(i*%pi/120)^50)*%pi+1.4*%pi) +X(i,j) == 0.5^(1+0.5*sin(i*%pi/120))*cos((11*i-60)*%pi/600) * _ + (1.35+(3+sin(i*%pi/120))*A(i,j)*B(i,j)) +Y(i,j) == 0.5*sin((11*i-60)*%pi/600) * _ + (1.35+(0.6+sin(i*%pi/120))*A(i,j)*B(i,j)) +Z(i,j) == 0.15+i/1200.0+0.5*(0.8*sin(i*%pi/120)+j/400.0)*sin(i*%pi/120)*C(i,j) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..120,j=0..60,_ + style=="smooth",title=="Tortellini") +\end{chunk} +To prepare a {\sl tortellino}, a teaspoon of meat, cheese, or +vegetables is wrapped in a layer of dough (made of wheat flour and +egg) that is then skilfully rolled and folded. These shapely members +of the {\sl pasta ripiena} (filled pasta) family are traditionally +eaten in steaming soups, but are also drained and served with a local +sauce as {\sl pastasciutta}. + +\newpage +\section{Tortiglioni} +{\center{\includegraphics[scale=0.50]{ps/v81tortiglioni.eps}}} +\begin{chunk}{Tortiglioni} +X(i,j) == 6*cos(i*%pi/75)-3.5*cos(j*%pi/100) + _ + 0.15*sin((13*i/75.0+j/15.0+1.5)*%pi) +Y(i,j) == 6*sin(i*%pi/75)+0.15*sin((13*i/75.0+j/15.0)*%pi) +Z(i,j) == 11.0*j/10.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..50,_ + style=="smooth",title=="Tortiglioni") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +Another classic {\sl pasta corta} (short pasta), {\sl tortiglioni} +originate from the Campania region of southern Italy. {\sl +Tortiglioni} (deriving from the Italian {\sl torquere} - 'to cut') are +often baked in a {\sl timballo} or boiled, drained and served as a +{\sl pastasciutta} coupled with a strong sauce of tomato, chorizo, and +black pepper. + +\newpage +\section{Trenne} +{\center{\includegraphics[scale=0.50]{ps/v81trenne.eps}}} +\begin{chunk}{Trenne} +X(i,j) == _ + (if (i <= 33) _ + then (3.0*i/10.0) _ + else ((300.0-3*i)/20.0)) +Y(i,j) == _ + (if (i <= 33) _ + then (0.0) _ + else (if (i <= 66) _ + then ((9*i-300)/20.0) _ + else ((900-9*i)/20.0))) +Z(i,j) == _ + (if (i <= 33) _ + then (if (i <= 16) _ + then (-9.0*i/50.0+6.0*j/4.0) _ + else (-6.0+9.0*i/50.0+3.0*j/2.0) ) _ + else (if (i <= 66) _ + then (-12.0+7.0*i/20.0+6.0*j/4.0) _ + else (35.0-7.0*i/20.0+6.0*j/4.0))) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..100,j=0..40,_ + style=="smooth",title=="Trenne") +\end{chunk} +A hollow triangular variety of {\sl pasta corta} (short pasta), {\sl +trenne} ({\sl penne} with a triangular cross-section) are extremely +sturdy. They are best served with mushrooms, tomato, and spinach - or +in any sauce that would normally accompany their close cousins: {\sl +penne}, {\sl trennette}, and {\sl ziti}. + +\newpage +\section{Tripoline} +{\center{\includegraphics[scale=0.50]{ps/v81tripoline.eps}}} +\begin{chunk}{Tripoline} +X(i,j) == i/20.0 +Y(i,j) == j/20.0 +Z(i,j) == _ + if (i <= 30) _ + then 0.0 _ + else if (i <= 10) _ + then (10.0-i)/50.0*cos((j+2)*%pi/4) _ + else ((i-30.0)/50.0)*cos((j+15)*%pi/10) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..40,j=0..200,_ + style=="smooth",title=="Tripoline") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +The ribbon-like {\sl tripoline} are {\sl pasta lunga} (long pasta) +curled along one edge only. This wave gives the {\sl tripoline} a +varying texture after cooking, and helps them to gather extra +sauce. Originally from southern Italy, they are often served with +tomato and basil, or {\sl ragu alla napoletana} and a sprinkling of +Pecorino Romano. + +\newpage +\section{Trofie} +{\center{\includegraphics[scale=0.50]{ps/v81trofie.eps}}} +\begin{chunk}{Trofie} +A(i,j) == (3.0*i)/5.0+10*cos(j*%pi/25) +X(i,j) == (1+sin(i*%pi/150)+2*sin(i*%pi/150)*sin(j*%pi/25)) * _ + sin(13*i*%pi/300) +Y(i,j) == (1+sin(i*%pi/150)+2*sin(i*%pi/150)*sin(j*%pi/25)) * _ + cos(13*i*%pi/300)+5*sin(2*A(i,j)*%pi/125) +Z(i,j) == A(i,j) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..50,_ + style=="smooth",title=="Trofie") +zoom(v3d,3.0,3.0,3.0) +\end{chunk} +The Ligurian version of {\sl gnocchi}, {\sl trofie} are made from a +mixture of wheat flour, bran, water, and potatoes. Traditionally +served boiled with green beans and more potatoes, they may also be +paired with a simple mix of {\sl pesto genovese}, pine nuts, salt, and +olive oil. + +\newpage +\section{Trottole} +{\center{\includegraphics[scale=0.50]{ps/v81trottole.eps}}} +\begin{chunk}{Trottole} +A(i,j) == 0.17-0.15*sin(j*%pi/120)+0.25*((60.0-j)/60.0)^10*sin(j*%pi/30) +B(i,j) == 0.17-0.15*sin(j*%pi/120)+0.25*((60.0-j)/60.0)^10*sin(j*%pi/30) +C(i,j) == 0.25*((60.0-j)/60.0)^5*(1-sin((i-128)*%pi/160))*cos(j*%pi/30) +D(i,j) == (7.0*i)/400.0-48/25+C(i,j)+j/120.0*(1-sin((i-128)*%pi/64)) +X(i,j) == _ + if (i >= 128) _ + then (A(i,j)*(1-sin((i-128)*%pi/320)))*cos(7*i*%pi/160) _ + else B(i,j)*cos(7*i*%pi/160) +Y(i,j) == _ + if (i >= 128) _ + then (A(i,j)*(1-sin((i-128)*%pi/160)))*sin(7*i*%pi/160) _ + else B(i,j)*sin(7*i*%pi/160) +Z(i,j) == _ + if (i >= 128) _ + then D(i,j) _ + else i/400.0+j/100.0+0.25*((60.0-j)/60.0)^5*cos(j*%pi/30) +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..160,j=0..60,_ + style=="smooth",title=="Trottole") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +A well-formed {\sl pasta corta} (short pasta) comprised of rings that +curl up about a central stalk, {\sl trottole} are ideal for +salads. They are also delicious with pumpkin or courgette, leek, pine +nuts, and a few shavings of Parmigiano-Reggiano. + +\newpage +\section{Tubetti Rigati} +{\center{\includegraphics[scale=0.50]{ps/v81tubettirigati.eps}}} +\begin{chunk}{Tubetti Rigati} +X(i,j) == 2*cos(i*%pi/75)+0.03*sin((4*i+7.5)*%pi/15)+0.5*cos(j*%pi/60) +Y(i,j) == 2*sin(i*%pi/75)+0.03*sin(4*i*%pi/15)+0.5*sin(j*%pi/60) +Z(i,j) == j/3.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..150,j=0..30,_ + style=="smooth",title=="Tubetti Rigati") +zoom(v3d,2.0,2.0,2.0) +\end{chunk} +The smallest members of the {\sl pasta corta} (short pasta) clan, {\sl +tubetti rigati} (grooved tubes) were first created in Campania, +southern Italy. When served {\sl e fagioli} (with beans) they create +very filling soups, but can also be served in a light {\sl marinara} +(mariner's) sauce of tomato, basil, and onions. + +\newpage +\section{Ziti} +{\center{\includegraphics[scale=0.50]{ps/v81ziti.eps}}} +\begin{chunk}{Ziti} +X(i,j) == 0.5*cos(i*%pi/35)+0.2*sin(j*%pi/70) +Y(i,j) == 0.5*sin(i*%pi/35)+0.2*sin(j*%pi/70) +Z(i,j) == j/14.0 +v3d:=draw(surface(X(i,j),Y(i,j),Z(i,j)),i=0..70,j=0..70,_ + style=="smooth",title=="Ziti") +zoom(v3d,2.5,2.5,2.5) +\end{chunk} +A pasta reserved for banquets and special occasions, {\sl ziti} +('grooms' or 'brides' in Italian dialect) originate from +Sicily. Tradition has it that they should be broken by hand before +being tossed into boiling water. After draining they can be served in +tomato sauces with peppers or courgettes, topped with cheese like +Provolone. + +\newpage +\begin{thebibliography}{99} +\bibitem{1} Jenks, R.J. and Sutor, R.S. +``Axiom -- The Scientific Computation System'' +Springer-Verlag New York (1992) +ISBN 0-387-97855-0 +\bibitem{2} Knuth, Donald E., ``Literate Programming'' +Center for the Study of Language and Information +ISBN 0-937073-81-4 +Stanford CA (1992) +\bibitem{3} Daly, Timothy, ``The Axiom Wiki Website''\\ +{\bf http://axiom.axiom-developer.org} +\bibitem{4} Legendre, George L. +``Pasta by Design'' +Thames and Hudson, ISBN 978-0-500-51580-8 +\bibitem{5} Lamport, Leslie, ``Latex -- A Document Preparation System'', +Addison-Wesley, New York ISBN 0-201-52983-1 +\bibitem{6} Daly, Timothy, "The Axiom Literate Documentation"\\ +{\bf http://axiom.axiom-developer.org/axiom-website/documentation.html} +\end{thebibliography} +\chapter{Index} +\printindex +\end{document} diff --git 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