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         Moebius Strip:     more books (32)
  1. Moebius 8: Mississippi River (Collected Fantasies of Jean Giraud) (No 8) by Moebius, Jean Giraud, 1990-11
  2. Möbius strip: An entry from Thomson Gale's <i>Gale Encyclopedia of Science, 3rd ed.</i> by Roy Dubisch, 2004
  3. The Moebius Strip: private right and public use in copyright law.(Symposium: Interdisciplinary Conference on the Impact of Technological Change on the ... An article from: Albany Law Review by Paula Baron, 2007-09-22
  4. Möbius Strip: Surface, Boundary (topology), Orientability, Ruled surface, Mathematician, August Ferdinand Möbius, Alchemy, Ouroboros, Euclidean space, ... Chirality (mathematics), Algebraic variety
  5. Legion #38 (For No Better Reason, Moebius Strip) by Gail Simone, 2000
  6. Time Trip on a Moebius Strip by D. Richard Lewis, 2007-02-02
  7. Fiber Bundle: Mathematics, Topology, Product topology, Continuous function (topology), Möbius strip, Klein bottle, Covering space, Tangent bundle, Manifold, Vector bundle, Differential geometry
  8. Surfaces: Sphere, Möbius strip, Klein bottle, Surface, Torus, Spheroid, Genus, Ellipsoid, Plane, Roman surface, Boy's surface, Quadric
  9. Moebius 6: Young Blueberry by Charlier Moebius, 1987
  10. Möbius, August Ferdinand: An entry from Macmillan Reference USA's <i>Macmillan Reference USA Science Library: Mathematics</i> by William Arthur Atkins, Philip Edward Koth, 2002
  11. The art of Moebius: 1991 16 month calendar by Moebius, 1990
  12. Onyx Overlord (Moebius' Airtight garage) by Moebius, 1992
  13. Seifert Surface: Seifert Surface, Mathematics, Herbert Seifert, Manifold, Knot Mathematics, Link Knot Theory, Euclidean Space, 3-sphere, Möbius Strip
  14. Seifert?van Kampen Theorem: Seifert?van Kampen Theorem, Seifert Surface, Mathematics, Herbert Seifert, Manifold, Knot Mathematics, Link Knot Theory, Euclidean Space, 3-sphere, Möbius Strip

81. From Lrudolph@panix.com (Lee Rudolph) Newsgroups Sci.math
If you cut a moebius strip M lengthwise, you get a single strip S. Which is anannulus. When you say a moebius strip in three dimensional space ,
http://www.math.niu.edu/~rusin/known-math/98/moebius_str
From: lrudolph@panix.com (Lee Rudolph) Newsgroups: sci.math Subject: Re: Moebius strip Date: 28 Jun 1998 10:31:17 -0400 Allen Adler

82. Moebius Music
Inversus Sankyo 20Note moebius strip Plays Inverse Music A process similarto the one was used by Slonimsky in moebius strip Tease the music
http://mmd.foxtail.com/Sounds/Sankyo20/tremblay.html
Inversus: Sankyo 20-Note Moebius Strip Plays Inverse Music
by Roland Tremblay (030204 MMDigest) Those who wrote about playing "in reverse" might be interested to know how it can be used on simple instruments like the Sankyo 20-key manivelle musical box and Mr. Christmas book music model. I use Piet Paardekam's "Midiboek" program to print my arrangements. This posting is focused on the first "M" in MMD, ("Mechanical How to"). If you are interested in the second "M" ("Musical Why"), look for my article Inversus.doc in the archives. I also sent many JPEG and MIDI files. Playing a tune on a Sankyo paper strip, we go from the beginning to the end, printed side up. There are these alternatives: - "Inverse". From the beginning with the paper upside down. The notes are reversed (treble to bass, and vice versa). - "Retrograde". From the end to the beginning with the paper upside down. The rhythm is reversed, but not the notes. - "Inverse-retrograde". From the end to the beginning with the printed side up; both notes and rhythm are reversed. Let's apply the "inverse" process to the Sankyo 20-key system.

83. [cond-mat/0203366] Persistent Currents In Moebius Strips
here for a system of noninteracting electrons on a moebius strip. in theability to experimentally identify a moebius strip is pointed out.
http://arxiv.org/abs/cond-mat/0203366
Condensed Matter, abstract
cond-mat/0203366
From: Doron Cohen [ view email ] Date ( ): Tue, 19 Mar 2002 08:08:46 GMT (72kb) Date (revised ): Mon, 1 Apr 2002 10:36:21 GMT (0kb,I) Date (revised ): Thu, 30 May 2002 09:36:38 GMT (61kb) Date (revised ): Mon, 30 Sep 2002 08:59:58 GMT (63kb) Date (revised ): Mon, 27 Jan 2003 10:33:10 GMT (587kb) Date (revised v6): Tue, 28 Jan 2003 01:41:31 GMT (283kb)
Persistent currents in Moebius strips
Authors: Kousuke Yakubo Yshai Avishai Doron Cohen
Comments: 5 pages, 4 figures
Subj-class: Mesoscopic Systems and Quantum Hall Effect
Journal-ref: Phys. Rev. B 67, 125319 (2003)
Relation between the geometry of a two-dimensional sample and its equilibrium physical properties is exemplified here for a system of non-interacting electrons on a Moebius strip. Dispersion relation for a clean sample is derived and its persistent current under moderate disorder is elucidated, using statistical analysis pertinent to a single sample experiment. The flux periodicity is found to be distinct from that in a cylindrical sample, and the essential role of disorder in the ability to experimentally identify a Moebius strip is pointed out.
Full-text: PostScript PDF , or Other formats
References and citations for this submission:
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84. More Stuff - ExperiMENTALS - The Lab - ABC
A moebius strip (pronounced moebee-us) is like any ordinary piece of paper, This is a moebius strip! It doesn t look like anything fancy, but wait til
http://www.abc.net.au/science/experimentals/more/ep2.htm
ABC Home Radio Television home ... whoARE the experiMENTALS?
paper tricks
Moebius Strips - the weirdest paper trick of all! There are heaps of great paper tricks, but nothing is weirder or simpler to make than a Moebius strip.
Make a Moebius Strip
A Moebius strip (pronounced moe-bee-us) is like any ordinary piece of paper, except it's only got ONE SIDE!
What you need:
- a strip of paper about 50 cm long and 3-4 cm wide (the measurements don't have to be exact)
- some sticktape
- a pen
- a pair of scissors
What to do:
1. Bring the two ends of your strip of paper together to make a circle.
2. Turn one of the ends over, so that the circle of paper has got a twist in it, and sticky tape the two ends together like this. This is a Moebius strip! It doesn't look like anything fancy, but wait 'til you see what happens now! 3. Starting from where you joined the two ends together, draw a line along the middle of the middle of the strip of paper - DON'T LIFT YOUR PEN OFF THE PAPER! You only drew one line, on one side of the paper, but you ended up where you started - so the Moebius is a piece of paper with only one side! And if you think that's freaky, try this:

85. Moebius Strip
moebius strip. By Andrew Looney. Allen Murphey, President of Napoleon Industries,one of the country s largest manufacturers of useful household appliances,
http://www.wunderland.com/WTS/Andy/SecretWorld/MoebiusStrip.html
Moebius Strip
By Andrew Looney
Allen Murphey, President of Napoleon Industries, one of the country's largest manufacturers of useful household appliances, sits at his desk. It is the largest desk in the largest office of the largest building owned by the company. Allen Murphey is pleased to be at this desk, in this position of enormous power. The fact that he never had to work very hard to get this position, it having been passed on to him by his father, does not bother him. The fact that he does the least work and makes the most money of anyone in the corporation does not bother him. The fact that his father was killed by a faulty electric can opener manufactured by their company does not bother him. What does bother him is a round stain on the varnished walnut surface of his desk. The stain was made by a coffee cup, which was not placed upon a coaster, as it should have been. Allen Murphey thinks, "Perhaps I should get a new desk." Allen Murphey rubs at the stain with his thumb for a span of about thirty seconds, and then looks at his very expensive wristwatch. He must go to a meeting in twenty eight minutes and nineteen seconds. He sets the alarm to remind him when it is time to leave. He calls up The Time, to see if his very expensive wristwatch is correct. It is. Allen Murphey looks at a picture on one of the walls of his very large office. It is a photograph of his father with Scott Carpenter, the astronaut. They were good friends.

86. Escher Moebius Strip
moebius strip . MC Escher woodcut, printed from 3 blocks. 1963, 45x20 cm.A moebius strip is a surface that has only one surface, as it is attached to
http://www.fantasyarts.net/Escher_moebius_strip.htm
Escher Moebius Strip
This Site: Home
Fantasy Art History

Fantasy Art Themes

Fantasy Art Now
... History of Comics and Comic Art
Escher's Moebius Strip Artwork
Up Escher Eye Drawing Escher Day and Night Escher Moebius Strip Escher Sun and Moon Alien Art Gray Fog Science Fiction Art Barbarellasa ... Run M. C. Escher "Moebius Strip" "Moebius Strip" M.C. Escher woodcut, printed from 3 blocks. 1963, 45x20 cm.
A Moebius Strip is a surface that has only one surface, as it is attached to itself and twisted halfway around. Thus all nine red ants are on the same side. While the image appears to be impossible, you can make a Moebius Strip out of paper, and it would have the unique properties captured in the artwork.
www.mcescher.com
Fantasy Art Talk . . . All Fantasy Art, All the Time, Visit Our New Fantasy Art Discussion Boards ! We Are Waiting to Hear From You!
Web www.fantasyarts.net Click Here if You Would Like to Exchange Art Links Please Visit Our Quality Art Web Sites: Civil War Art Western Art Marta Thoma Art This site was last updated 05/19/05 We hope you have enjoyed this site. Please email questions or comments to

87. Beyazperde.com - Thru The Moebius Strip (2005)
Babasinin öldügüne inanmak istemeyen 14 yasindaki cesur ve yetenekli Jac, onuaramak için uzayaa bir yolculuga çikar. On milyonlarca isik yili uzaktaki
http://www.beyazperde.com/film/2274
Ana Sayfa Haberler SineMasal SineKritik ... BEYAZPERDEM Vizyondaki Filmler Cinderella Man Sahara Tanrýdan Gelen Esir Ruhlar Ada Aþk Yazým Aþkla Seks Bak Kim Gelmiþ Banyo Batman Baþlýyor Bir Dilim Suç Bir Otostopçunun Galaksi Rehberi Bombon Köpek Boþ Ev Çarpýþma Cennetin Krallýðý Cennetin Müziði Cevapsýz Arama 2 Charlie'nin Çikolata Fabrikasý Çýlgýn Haftasonu Çýplak Tatil Eve Dönerken Evet Eyvah Yaþ Otuzbeþ Fantastik Dörtlü Fedakar Kýz Gece Uçuþu Geri Döndüler Gizemli Geçmiþ Göldeki Hayalet Gözlerimi de Al Hipnoz Kahraman Kahramanlar Okulu Kurtlar Ýmparatorluðu Madagaskar Maske 2 Minik Fil Heffalump Mumya Evi Rehine Robotlar Saklambaç Sevgiyi Ararken Sünger Bob Kare Pantolon Tatlý Cadý Terketme Sanatý Tony Takitani Vanilya ve Çikolata Whisky XXX 2 Üç Sýradýþý Ýskelet Anahtar Zevk Düþkünü Ödeþme Ölüler Ülkesi Sinema Salonlarý Ýstanbul Avrupa Ýstanbul Anadolu Ýzmir Ankara Adana Adýyaman Afyon Aksaray Amasya Antalya Artvin Aydýn Balýkesir Bartýn Batman Bilecik Bolu Burdur Bursa Çanakkale Çankýrý Çorum Denizli Diyarbakýr Düzce Düzce Edirne Elazýð Erzincan Erzurum Eskiþehir Gaziantep Giresun Gümüþhane Hatay Isparta Kahramanmaraþ Karabük Kars Kastamonu Kayseri Kocaeli Konya Kýbrýs Kýrklareli Kýrýkkale Kýrþehir Kütahya Malatya Manisa Mardin Mersin Muðla Nevþehir Niðde Ordu Osmaniye Rize Sakarya Samsun Sinop Sivas Tekirdað Tokat Trabzon Uþak Van Yalova Yozgat Ýzmit Zonguldak Þanlýurfa Pek Yakýnda GELECEK PROGRAM Can Dostlar Gece Nöbeti Görünmez Savaþçý Hotel Rwanda Kapý Komþusu Tutku Nehri PEK YAKINDA 40 Yýllýk Bakire Alone in the Dark Aþkla Randevu Bad News Bears Bahçývan Beyond the Sea Broken Flowers Cellular Çýldýrýþ Davetsiz Çapkýnlar

88. Plots Of G. Schwarz's Flat Moebius Strip -- From Mathematica Information Center
Mathematica notebook containing animation of a few perspectives of G. Schwarz s flatmoebius strip S, and the Frenet frame on the central geodesic of S.
http://library.wolfram.com/infocenter/MathSource/4585/
PreloadImages('/common/images2003/btn_products_over.gif','/common/images2003/btn_purchasing_over.gif','/common/images2003/btn_services_over.gif','/common/images2003/btn_new_over.gif','/common/images2003/btn_company_over.gif','/common/images2003/btn_webresource_over.gif'); All Collections Articles Books Conference Proceedings Courseware Demos MathSource Technical Notes
Title
Plots of G. Schwarz's Flat Moebius Strip
Author
Sha Xin Wei
Organization: Stanford University Department: Old MathSource #
Revision date
Description
Mathematica notebook containing animation of a few perspectives of G. Schwarz's flat Moebius strip S, and the Frenet frame on the central geodesic of S.
Subjects
Mathematica
Technology Programming Animations ... Topology Keywords
Scwarz Flat Moebius Strip, geodesic, Moebius, Geometry, Graphics, 3D Graphics 3D, animation, Frenet, Parametric Curve, MoebiusPix.ma Downloads MoebiusPix.nb (1.4 MB) - Mathematica Notebook Files specific to Mathematica 2.2 version: MoebiusPix.ma (1.3 MB) - Mathematica Notebook 2.2 or older Sign up for our newsletter:

89. Gluing Two Moebius Strips Into A Klein Bottle -- From Mathematica Information Ce
Klein bottle is after projective plane the simplest closed, nonorientablesurface. It is well known fact that one can obtain it by gluing two Moebius
http://library.wolfram.com/infocenter/MathSource/823/
PreloadImages('/common/images2003/btn_products_over.gif','/common/images2003/btn_purchasing_over.gif','/common/images2003/btn_services_over.gif','/common/images2003/btn_new_over.gif','/common/images2003/btn_company_over.gif','/common/images2003/btn_webresource_over.gif'); All Collections Articles Books Conference Proceedings Courseware Demos MathSource Technical Notes
Title
Gluing Two Moebius Strips Into a Klein Bottle
Author
Srdjan Vukmirovic
Organization: Faculty of Mathematics, Belgrade URL: http://alas.matf.bg.ac.yu/~vsrdjan/ Old MathSource #
Revision date
Description
Klein bottle is after projective plane the "simplest" closed, non-orientable surface. It is well known fact that one can obtain it by gluing two Moebius strips over their common boundary. Although well known, that fact is not obvious.
In this notebook we made a continuous deformation of a Moebius strip into a half-Klein bottle. Having such a deformation it is easy to obtain a nice animation which deforms and glues two Moebius strips into a Klein bottle.
Besides deformation there is an interesting realization of a Klein bottle as a tube around certain curve.

90. AMCA: The Moebius Strip And Viviani's Windows By Renzo Caddeo
The moebius strip and Viviani s windows by Renzo Caddeo University of Cagliari,Italy Coauthors Stefano Montaldo (University of Cagliari),
http://at.yorku.ca/c/a/d/q/99.htm
Atlas Mathematical Conference Abstracts Conferences Abstracts Organizers ... About AMCA International Congress on Differential Geometry in memory of Alfred Gray (1939-1998)
September 18-23, 2000
Universidad del País Vasco
Bilbao, Spain Organizers
M. Fernández (chairman), R. Ibáñez, M. Macho-Stadler View Abstracts
Conference Homepage
The Moebius strip and Viviani's windows
by
Renzo Caddeo
University of Cagliari, Italy
Coauthors: Stefano Montaldo (University of Cagliari), Paola Piu (University of Cagliari) Poster The Viviani's windows The space curves called ``Viviani's windows'' are curves that solved a celebrated geometric puzzle: `` Aenigma Geometricum de miro opificio Testudinis Quadrabilis Hemisphaericae ''. This is a (pseudo)-architectural problem proposed by Vincenzo Viviani, a disciple of Galileo, in 1692 (see , page 201, and [Roero1], [Roero2] for a complete and detailed treatment) formulated as follows: build on a hemispherical cupola four equal windows of such a size that the remaining surface can be exactly squared FIGURE An example of a realization of such a cupola can be admired in the interior of the basilica of San Fedele in Milan.

91. EconPapers: The Moebius Strip And A Social Choice Paradox
By Juan Carlos Candeal and Esteban Indurain; The moebius strip and a social choiceparadox.
http://econpapers.repec.org/article/eeeecolet/v_3A45_3Ay_3A1994_3Ai_3A3_3Ap_3A40
EconPapers Home
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The Moebius strip and a social choice paradox
Juan Carlos Candeal and Esteban Indurain Economics Letters , 1994, vol. 45, issue 3, pages 407-412 Downloads: (external link)
http://www.sciencedi ... c5c12b5f0e15f6aeed10

Full text for ScienceDirect subscribers only Related works:
This item may be available elsewhere in EconPapers: Search for items with the same title. Access Statistics for this article Economics Letters is edited by E. Maskin More articles in Economics Letters from Elsevier
Series data maintained by Heidi Boesdal ( This site is part of RePEc and all the data displayed here is part of the RePEc data set. Is your work missing from RePEc? Here is how to contribute Questions or problems? Check the EconPapers FAQ or send mail to Econpapers is hosted by the Department of Business, Economics, Statistics and Informatics at –rebro University. Page updated 2005-06-17 Handle: RePEc:eee:ecolet:v:45:y:1994:i:3:p:407-412

92. Moebius Strip
moebius strip. by. Richard S. Ellis. Walking through Forest Park. on a goldenOctober morning. with my son, grown up,. I seek a symbol for my life
http://www.math.umass.edu/~rsellis/moebius.html
Click to see the following: (1) my web page my publication list in Judaic studies and literature my publication list in mathematics Moebius Strip by Richard S. Ellis Walking through Forest Park on a golden October morning with my son, grown up, I seek a symbol for my life: the falling leaves, the waterfall, the lonely gull gliding over the lower pond, into which the upper pond cascades down a rocky channel carrying a beer can that flips end over end over end and lands at a spot before our feet. The covered wooden bridge in the background, the phosphorescence of the leaves reflected in the water, I construct the perfect scene. My son, eight years old, and I standing by this very water, throwing a ball back and forth. Did I spend such a morning when I was eight years old? My father is dead. My son picks up the can, shakes it dry, examines its perfect shape in the morning sun, rolls it between his fingers, and tosses it to me. “Hey, Dad. Catch.”

93. Moebius Strip - Flash And VRML Presentation
This flash movie includes information about the moebius strip, who invented The moebius strip can have many fun uses, as demonstrated in this example,
http://www.drastic-creations.com/projects/mobius/
The Moebius Strip Presentation This flash movie includes information about the Moebius Strip, who invented it, and how to construct one all presented in an interactive way that is easy to understand. Just click one of the three links to start playing the movie in Macromedia Flash 4. You may choose the size that fits your screen resolution best. Moebius Presentation - Large Moebius Presentation - Medium Moebius Presentation - Small Pop can Moebius Strip The Moebius Strip can have many fun uses, as demonstrated in this example, a Moebius Strip made of pop cans. Nobody has yet to make one, but we have created virtual model in 3D. To view this file, you need the Cosmo Player Click the above image to see the VRML model. Can you make a Moebius Strip out of pop cans? Nobody has done it yet. If you manage, send a picture of your creation to Drastic-Creations through email , and we'll publish your picture on the web! If you think the Moebius Stripe is a cool shape, there's actually jewelry in the shape of it! Check out http://www.mobiusproductsandservices.com

94. Moebius Scarf - The Original
asking people to show me the right side and wrong side of a moebius strip. ;) that adds the half twist, identifying this scarf as a moebius strip.
http://www.planetshoup.com/easy/knit/scarfmb.shtml
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    by Linda How many ways are there to spell this? :) This pattern was inspired by similar patterns on the web as well as a life long love of math and science. I've always loved asking people to show me the right side and wrong side of a Moebius strip. ;) The first time I made this scarf, I kept shaking my head telling myself that I must be doing something wrong, there's no way this was going to work. But I was wrong!

    95. Science Jokes:1. MATHEMATICS : 1.6 MATHEMATIC PUNS
    Special Category Why the chicken crossed the road according to scientistsNovember 17 September 26 Q Why did the chicken cross the moebius strip?
    http://www.xs4all.nl/~jcdverha/scijokes/1_6.html
    1. MATHEMATICS
    Subsections
    1.6 MATHEMATIC PUNS
    Index Comments and Contributions previous:1.5 mathematics quotes mathematics
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    Bottom of page Index Send comment From: Pat McQuatty Special Category: Afterlife October 31 Jesus and his disciples were walking around one day, when Jesus said, "The Kingdom of Heaven is like 3x squared plus 8x minus 9." The disciples looked very puzzled, and finally asked Peter, "What on earth does Jesus mean - the Kingdom of Heaven is like 3x squared plus 8x minus 9? Peter said, "Don't worry. It's just another one of his parabolas." mathematics
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    Bottom of page Index Send comment ... October 31 From: fc3a501#NoSpam.math.uni-hamburg.de (Hauke Reddmann) The zombie: "I HATE integrating by parts!" mathematics
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    Bottom of page Index Send comment From: naphtalia_leba#NoSpam.yahoo.com You hear the one about the geometer who went to the beach to catch some rays and came back a tangent?

    96. Artsadmin/Gilles Jobin/Moebius Strip/Text
    A moebius strip is a two dimensional surface with only one face. A moebius striprepresents infinity. When you cut a moebius strip in half, lengthways,
    http://www.artsadmin.co.uk/artists/gj/moebiusstriptext.html
    Top of page Artists: Gilles Jobin
    Introduction
    General Information Current News www.parano.org ... Steak House The Moebius Strip (2001) The Moebius Strip
    Photo: Manuel Vason A Moebius Strip is a two dimensional surface with only one face. A Moebius Strip represents infinity. When you cut a moebius strip in half, lengthways, you get a double moebius strip. If you cut it again you get a triple strip, and so on into infinity. When you ride a moebius strip, it is like going back to the beginning, in space, on a one-dimensional surface. If you cut it lengthways, then you must continue, and continue, and you will never cross your starting point again. Like life itself, it is a perpetual restart, never from the same point. The sound surrounding the 5 dancers is full. The space is vibrating. Their bodies are lines in space. The movements are continuous and fluid. The tension comes from the density of the movement, from the density of the music. The piece is evolving, in a circular way. Always close to the starting point, always different. The Moebius Strip is a journey that starts long before the spectators enter the auditorium. Top of page Choreography Gilles Jobin Music Franz Treichler Lighting design Daniel Demont Dancers Christine Bombal, Jean-Pierre Bonomo, Pierre Rigal, Enora Riviere, Lola Rubio

    97. Global Gallery - M.C. Escher - Moebius Strip II - Art Print
    MC Escher, moebius strip II art print. Explore our extensive MC Escher collectionof fine art prints. Global Gallery offer thousands of museum quality art
    http://www.globalgallery.com/enlarge/015-20773/
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    98. Möbius (Moebius) Strip
    Möbius (moebius) strip. Written by Paul Bourke May 1996 The Möbius strip in3 dimensions can be represented parameterically f(s,t) as follows
    http://astronomy.swin.edu.au/~pbourke/surfaces/mobius/
    Written by Paul Bourke
    May 1996
    where s ranges from to 2*pi and t ranges typically from -0.4 to 0.4 An example of such a strip is shown below.
    Featured in "mama 27", November 2000, pp 91, Figure 17. The band for different values of t are illustrated below.
    Increasing the range of t even further yields interesting folded and increasingly convoluted forms.

    99. UNH Department Of Mathematics And Statistics
    Make a moebius band from a strip of paper by putting a halftwist in it and taping Double moebius Band Place two strips of paper together (as pictured
    http://www.math.unh.edu/cgi-bin/generatePage.cgi?moebius

    100. Mobius Strip
    This curious surface is called a Möbius strip or Möbius Band, But, as a resultof the half twist, the Möbius strip has only one side and one edge!
    http://scidiv.bcc.ctc.edu/Math/Mobius.html
    1. Start with a long rectangle (ABCD) made of paper. 2. Give the rectangle a half twist.
    3. Join the ends so that A is matched with D and B is matched with C.
    This curious surface is called a
    Math Homepage
    BCC Homepage

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