Dimensions  Chapter 8
Formal Metadata
Title 
Dimensions  Chapter 8

Title of Series  
Part Number 
8

Number of Parts 
9

Author 

Contributors 

License 
CC Attribution  NonCommercial  NoDerivatives 3.0 Unported:
You are free to use, copy, distribute and transmit the work or content in unchanged form for any legal and noncommercial purpose as long as the work is attributed to the author in the manner specified by the author or licensor. 
Identifiers 

Publisher 

Release Date 
2008

Language 
English

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Content Metadata
Subject Area 
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a mail or say
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twodimensional saved its power above each point of the twodimensional we should imagine hot circle look at what is above 1 of the power to be equated for instance here is what is above another power which is moving south with white as the Toa seem to get thinner because above the South Pole there is of course only 1 said if I say if it if now and so if how and the North Pole 1 sees a straight actually a circle of friends for infinity a systematic line I'm a little more yeah I have now well that's a been all this around them rotations yes but rotations fourdimensional space more than a little too if if if a a version of the a room if we have warm how they had plant for E. Howell on behalf the plant to be only a I have to say that some of these pictures were Wadena performing the existence of 4 families it's close on the toilets it's usually attributed to the Marquis de los but 1 finds earlier clues in a sculpture stressed the there is also a time huh tho take a source of revolution that tastes Mrs. synthesis crime by circle rotating now sits in inmates plane she uh functions room use it now look at this section as a Taurus by plane notice how much use the flying 1 says that she seized by tangent the tourists simply because it is tangent 2 points war it was a number had How game my my E is now the can't leave my the plane cuts the tourists along to traffic circles it's easy enough salmon the plane which is by
05:33
tangent to the Taurus taciturn 2 samples the my vision says so a war as for all and the it all in Of course there is not just 1 by tangent plane here is another 1 testing toys on to other beat us so cynical more than half a a good so someone could do the same for other by tangent pints we just need to rotate around the axis of symmetry I say Tian see through each point on the toss of revelation 1 control full circle obtained by suitable slices there 1 of these circles is at Carlisle my another is Meridian then a festive in us says cult my R and the 2nd 1 and since 1 conducive at any point to the tourists we see that the choice is covered by all families we 2 circles of the same family do not intersect countries circled intersect the rate cynical In a single point against and the White said intersect 2 points these aren't summer's we have had a war V How did my way ahead teetered DDT that these Apple Co have remember when we looked at what is it about the power of the vibration have we summer covered with linked circles just like Ms. Thomas covered with against what about the white circles well therefore it is another Fox plant by the name each of the best 1 if you have to do if fail half of from a I had had had had had Tiffany chance trial we will take of revolution with its full families a match it in a threedimensional space take the source inside the threedimensional space and finally projected starter graphically on the threedimensional space In this way we obtain surfaces that through also covered by full family Circle the socalled deep and some a how and more and more a E. a Boeing who are loaded with both of a photo of him up didnt sometimes when the toys passes through the projections hold said is becomes In In this movement the 2 facies could meet be switched Dean faces a toss paint and he have to 1
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