Multiple continuum - Revision history

Mark at 09:42, 2 April 2014

2014-04-02T09:42:32Z

← Older revision		Revision as of 09:42, 2 April 2014
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	[[Multiple continuum]] is a grouping of continuums		[[Multiple continuum]] is a grouping of continuums also called a [[multicontinuum]].
	;The human body is so complex that there exist many different things that can change at the same time along a continuum from one extreme to the other extreme. The continuum does not have to be infinitely divisible like the numbers on a real number line. There can be a finite amount of steps between any two extremes in a finite stepped continuum, like a spectrum. Three dimensional space can be represented by three continuums that are infinitely divisible, one along each axis.		;The human body is so complex that there exist many different things that can change at the same time along a continuum from one extreme to the other extreme. The continuum does not have to be infinitely divisible like the numbers on a real number line. There can be a finite amount of steps between any two extremes in a finite stepped continuum, like a spectrum. Three dimensional space can be represented by three continuums that are infinitely divisible, one along each axis. A [[multicontinuum]] can contains any number of different continuums. A continuum contains regions, venues, paths, sections, moments, points, and parts. An [[itofazmulticontinuum]] can contains any number of different [[itofazcontinuums]]. An [[itofazcontinuum]] contains [[itofazregions]], [[itofazvenues]], [[itofazpaths]], [[itofazsections]], [[itofazmoments]], [[itofazpoints]], and [[itofazparts]].


	See also: [[itofazmulticontinuum]], [[itomulticontinuum]], [[fazmulticontinuum]], [[itofazcontinuum]], [[physamulticontinuum]], [[epimulticontinuum]], [[awaremulticontinuum]], [[ixpemulticontinuum]], [[itofazmulticontinuum]], [[itocontinuum]], [[fazcontinuum]], [[itofazspace]],		See also: [[itofazmulticontinuum]], [[itomulticontinuum]], [[fazmulticontinuum]], [[itofazcontinuum]], [[physamulticontinuum]], [[epimulticontinuum]], [[awaremulticontinuum]], [[ixpemulticontinuum]], [[itofazmulticontinuum]], [[itocontinuum]], [[fazcontinuum]], [[itofazspace]],

Mark at 09:37, 2 April 2014

2014-04-02T09:37:25Z

← Older revision		Revision as of 09:37, 2 April 2014
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	[[Multiple continuum]] ~~the~~ human body is so complex that there exist many different things that can change at the same time along a continuum from one extreme to the other extreme. The continuum does not have to be infinitely divisible like the numbers on a real number line. There can be a finite amount of steps between any two extremes in a finite stepped continuum. Three dimensional space can be represented by three continuums that are infinitely divisible, one along each axis.		[[Multiple continuum]] is a grouping of continuums
			;The human body is so complex that there exist many different things that can change at the same time along a continuum from one extreme to the other extreme. The continuum does not have to be infinitely divisible like the numbers on a real number line. There can be a finite amount of steps between any two extremes in a finite stepped continuum, like a spectrum. Three dimensional space can be represented by three continuums that are infinitely divisible, one along each axis.


			See also: [[itofazmulticontinuum]], [[itomulticontinuum]], [[fazmulticontinuum]], [[itofazcontinuum]], [[physamulticontinuum]], [[epimulticontinuum]], [[awaremulticontinuum]], [[ixpemulticontinuum]], [[itofazmulticontinuum]], [[itocontinuum]], [[fazcontinuum]], [[itofazspace]],

Mark: Created page with 'Multiple continuum the human body is so complex that there exist many different things that can change at the same time along a continuum from one extreme to the other extrem…'

2011-11-18T00:49:56Z

Created page with 'Multiple continuum the human body is so complex that there exist many different things that can change at the same time along a continuum from one extreme to the other extrem…'

New page

[[Multiple continuum]] the human body is so complex that there exist many different things that can change at the same time along a continuum from one extreme to the other extreme. The continuum does not have to be infinitely divisible like the numbers on a real number line. There can be a finite amount of steps between any two extremes in a finite stepped continuum. Three dimensional space can be represented by three continuums that are infinitely divisible, one along each axis.