81. Archived Weblog Entry - 09/04/2003: "Moebius Strip Foreign Policy" 09/04/2003 Archived Entry moebius strip Foreign Policy . Tom Tomorrow hitsa home run with his latest cartoon entitled moebius strip Foreign Policy. http://www.zetetics.com/mac/blog/00000218.html

Previous entry: "" Main Index Next entry: "Coulter combusts" 09/04/2003 Archived Entry: "Moebius Strip Foreign Policy" Tom Tomorrow hits a home run with his latest cartoon entitled Moebius Strip Foreign Policy. LibertyThink.com LibertyThink first "broke" (June 27) the Victory Act by reproducing a draft of that document, which it received from a "Washington insider." Yet, as LibertyThink ( SiaNews ) observes, "we were ripped off by ABC News and the Washington Post, amongst other sources, when LibertyThink's research directoron August 8th had Part 1 of the "Victory Act" handed to him by a Washington insider; only Knight-Ridder News service was scrupulous enough to acknowledge LibertyThink as the source of this news." Now, LibertyThink is also first to obtain (July 30) another draft , a second draft of "the planned police state legislation" known as The Victory Act. LibertyThink also provides analysis on how this version differs from the original. The Washington Post also offered analysis but did not post the revised draft for people to read for themselves. It is becoming more important to maintain your privacy and privacy rights in order to protect yourself from the encroaching State.

82. The Moebius Strip, Gilles Jobin Translate this page C’est ainsi que The moebius strip réussit en définitive la gageure d’offrirau spectateur le maximum de liberté sans pour autant le tenir par la main http://www.adc-geneve.ch/html/prograencours/jadc27/jobin.html

Diffusion TV,TSR2, Cadences Pierre Fankhauser

83. Moebius Movie Review Argentinian film maker Gustavo Mosquera and his students present a grandiose visionin his film Moebius involving the moebius strip described above, infinity http://www.ram.org/ramblings/movies/moebius.html

Moebius If you've never done this before, you should definitely try it out: take a trip of paper about an inch wide and a foot long. Hold the two ends and make one half-twist. Join the two ends (with a staple, tape, or glue). Now, starting anywhere on the strip, draw a line in the middle and follow the strip. After a while you should be right back to where you started. This in and of itself isn't very surprising-any circular strip will make this possible. What is cool about this is that both "sides" of the paper will have the line drawn across it. In other words, there is only side to this strip of paper! Argentinian film maker Gustavo Mosquera and his students present a grandiose vision in his film Moebius involving the Moebius strip described above, infinity, perpetual motion machines, metaphoric political statements, and general philosophy about life. Unfortunately a bit more research should've been done, in my view, to fully realise this vision. That said, Moebius does touch upon some interesting existential concepts that are probably better off explored by yourself within your own mind rather than being spoon-fed by a film. Inspired by the short story A Subway Called Moebius by A. J. Deutsch

84. Arsenic THE MOEBIUS STRIP à l automne dernier, Gilles Jobin revient sur le plateau avec Moebius http://www.cyberlab.ch/arsenic/arsenic01/themoebiusPresse.html

85. Movie-List Forums - Thru The Moebius Strip : First Chinese CGI Feature MovieList Forums General Movie News Thru the moebius strip First Chinese CGI feature. View Full Version Thru the Moebius http://www.movie-list.com/forum/archive/index.php/t-8605.html

Movie-List Forums General Movie News View Full Version : Thru the Moebius Strip : First Chinese CGI feature Variety is reporting that the first3 -D CGI feature film made in China is based on a science fiction fantasy adventure by famed European comic book artist Jean "Moebius" Giraud. A team of artists headed by Giraud began working on the project in Los Angeles some three years ago before the actual production work started in China in2001 . The film, entitled Thru the Moebius Strip, is now in post-production and should be ready for release late this year. Based on an original Moebius story rather than one of his graphic novels, the film tells the story of a young boy who travels to an alien world populated by giants in a quest to find his father and prove himself. In addition to numerous science fiction works such as The Airtight Garage, Moebius created the classic Lieutenant Blueberry series of graphic novels and provided designs for numerous films including Alien, The Abyss, The Fifth Element, and Little Nemo. Voice actors working on the English language version of Thru the Moebius Strip include Mark Hamill, Michael Dorn, Kellie Martin, Jonathan Taylor Thomas and Jean Simmons. Senator International will handle worldwide sales rights for the film. More than 150 Chinese animators worked on this interstellar version of Jack and the Beanstalk at a studio in Shenzhen. Moebius created more than 400 full color drawings that form the basis for the film, which has a budget of some $ 8million.

86. Moebius Strip moebius strip One can find considerable amusement with a pair of scissors, a pieceof 81/2 x 11-inch paper and a bit of glue (or clear tape) by investigating http://home.frognet.net/~ejcov/moebius.html

Moebius Strip One can find considerable amusement with a pair of scissors, a piece of 8-1/2 x 11-inch paper and a bit of glue (or clear tape) by investigating what is known as the Moebius (Möbius) Strip 1) Take a piece of typewriter or computer paper and cut a strip so that it is 3/8 x 11 inches. Give one end a half twist and glue or tape it to the other end. After the union is secure it will be seen that there is only one surface and one edge; see the picture below. 2) Cut another piece 3/4 x 11 inches. This time draw a line along the middle of the length on both sides, that is, 3/8-inch from the side. For a better understanding of what is taking place each half can be given a different color with a marker. The same colors are used on the opposite side of the strip. Give one end a full twist before attaching it to the other end. After the union has been made cut the strip along the line and you'll find that you now have two interlocking loops. It will be found advantageous to cut along the line about 1-1/2 inches before gluing or taping so that the scissors can be inserted after attachment. The picture below shows the initial strip, the strip after one end is attached to the other and the end result after cutting with scissors. 3) Cut another strip 1-1/8 inches wide. This time draw lines down the length of the paper (on both sides) that are 3/8-inch from each side. Color the outer two strips the same and the center strip a different color. Color the opposite side of the strip in the same way. This time give one end only a half twist before it is attached to the other end. Cut down the length of the paper on one of the lines to find that you end up with two interlocking loops, one being twice as long as the other. Only one initial cut needs to be made for insertion of the scissors in this case. The three stages of this procedure are shown below.

87. Architectstudent.net moebius strip PLAYGROUND, 21-12-2002, Pawel Dusza, moebius strip -COMPETITION FOR A PLAYGROUND. MODEL OF PLAYGROUND IN THE CITY. http://www.architectstudent.net/nv_portfolios.asp?act=det&id=1048

88. Möbius (Moebius) Strip Möbius (moebius) strip. Written by Paul Bourke May 1996. The Möbius stip isthe simplest geometric shape which has only one surface and only one edge. 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.

89. Möbius (Moebius) Strip Möbius (moebius) strip. Written by Paul Bourke. May 1996. The Möbius stip is the simplest geometric shape which has only one surface and only one edge. The Möbius strip in 3 dimensions can be represented parameterically f(s t) as follows http://www.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.

90. Mobius Strip The Möius strip. 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 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

91. Science News Online: Ivars Peterson's MathTrek (5/22/99): Möbius In The Playgro Coloring Penrose Tiles 5/15/99. Palindromic Primes 5/8/99. May 22, 1999 Back to Contents. Möbius in the Playground. Many people are familiar with the remarkable onesided surface known as the Möbius band. Finding a Möbius strip amid the slides and swings of a playground is a much more unusual occurrence dimensional variant of a Möbius strip. The Möbius climber was designed http://www.sciencenews.org/sn_arc99/5_22_99/mathland.htm

The Weekly Newsmagazine of Science Recently on MathTrek: Coloring Penrose Tiles 5/15/99 Palindromic Primes 5/8/99 Minesweeper Logic 5/1/99 May 22, 1999 Möbius in the Playground Many people are familiar with the remarkable one-sided surface known as the Möbius band. You can easily make one by gluing or taping together the ends of a long strip of paper after giving one end a half twist (see Recycling Topology , Sept. 28, 1996). Finding a Möbius strip amid the slides and swings of a playground is a much more unusual occurrence. At the Sugar Sand Science Playground in Boca Raton, Florida, children can crawl and scramble along a three-dimensional variant of a Möbius strip. The Möbius climber was designed by Gerald Harnett, a mathematics professor at Florida Atlantic University in Boca Raton, with the assistance of Jerome Schwartz and Sean Powers. It consists of 64 triangles linked together and mounted so that, at any one point, the twisted structure appears to have four sides, but overall turns out to have just two. Perspective diagram of the Möbius Climber.

92. A 3D Mobius Strip, Latched Left, Modeling A Wave-Particle Quanton -- A Quantum O in a browser frame click here to view this same page in Quantonics! Möbius strip Latched Left as a quanton, a Möbius strip offers us transform modeling try http://www.quantonics.com/Level_4_QTO_Mobius_Strip_Quanton_Latched_Left.html

Use Your Browser's Back Button to Return to Previous Page OR Return to Arches If you're stuck in a browser frame - click here to view this same page in Quantonics! Using Macsyma - by Doug Renselle Using parametric equations provided by Paul Bourke x = cos(s) - t*cos(s/2) + cos(s) (-t left) y = sin(s) + t*cos(s/2) + sin(s) z = t*sin(s/2) Latest update for string theory analogue - 18Aug2003 - Doug. It can be used to model physical world quantons. has one edge has one surface The Riemann Hypothesis? See our Riemann Quanton . Also see our John Nash's Quantum Riemann Hypothesis . And see our 7Jun2002 may be formed from a 2-surface, 4-edge plane rectangle as a quanton, it unifies 2 surfaces; if you take a long, narrow strip of paper and write 'particle' ('object') on one side and 'wave' ('subject') on the other; then connect both ends of paper to make a squat cylinder; then rotate one end 180 degrees; then staple or paste both ends together; you have a wave-particle quanton! I.e., quanton(wave,particle)! both a bow tie with one lobe facing away and one facing toward you and (Yes, we realize our paper model 'physically' IS a fermionic system, but we are trying to show you that it may be able to

93. Mobius Strip Take a long, thin strip of paper 4 cm by 24 cm, for example. What you nowhave is a onesided, one-edged piece of paper called the Mobius strip. http://www.geocities.com/CapeCanaveral/Hangar/7773/mobius.html

Mobius Strip Look at a normal sheet of paper. Count the number of sides. There's two - a front and a back, right? Pretty typical. Here's how you make a not-so-typical piece of paper. Take a long, thin strip of paper... 4 cm by 24 cm, for example. Anything reasonably close will do. Give one end a half twist and then tape it together. It should look similar to this: (except it doesn't have to be blue.) What you now have is a one-sided, one-edged piece of paper called the Mobius strip. To see that it has only one side, try drawing a line along one side and continue until you end up where you started. Like this: Now see if you can find the "other side"... the side without a line on it. You won't find the other side, because there isn't one! To see that there is only one edge, use a different colored pencil or pen and draw a line along the edge on one side of the center line you drew. Eventually you will end up where you started, and you will see that there are lines along "both" edges of the Mobius strip. But since you drew only one continuous line, there must be only one edge!

94. Möbius Strip Twisted strip. A Möbius strip is a twisted loop, normally made of paper. This isa Möbius strip (see image). The Möbius strip has several strange properties. http://www.questacon.edu.au/html/mobius_strip.html

Questacon Teachers Outreach Programs Questacon Maths Centre ... Post-visit Activities Maths Centre Activities What is Topology The Handcuffs Puzzle Handcuff Puzzle Images Linking Paperclips ... Bubble Mix Recipe Twisted strip Mathematical idea A twisted loop is very different from a normal loop. Materials needed Strips of paper, sticky tape, scissors and a pen. Demonstration This long strip has four half-twists in it. If you cut it down the middle, you get two strips wound around each other. There are other combinations of strips that give interesting results when you cut down the middle of them: Double Twist Triple Twist Make a strip with three half-twists. This strip will have only one side and one edge. When you cut down the middle, the strip will become a knotted loop. Three variations on the double loop.

95. Moebius Syndrome Translate this page http://flash.games.for.free.fr/moebius/html/moebius.html

96. MoebiusStrip Now how many sides and edges do you have This is called a MoebiusStrip and it s got some really interesting properties. For http://www.cix.co.uk/~solipsys/new/MoebiusStrip.html?InternalLinks

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