Mark at 10:15, 14 April 2011

2011-04-14T10:15:31Z

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[[Itoregression]] is the concept that for any [[itopoint]] on an [[itopath]] there will allways be a [[itodegraded]] [[itomoment]] that will [[continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

The [[Itoregression]] [[itocontigent]] is:

[[Itoregression experiments]], [[Itoregression evidence]] [[Itoregression arguments]] [[Itoregression principles]], [[Itoregression multiplicity]], [[Itoregression subjectivity]] [[Itoregression analogies]], [[Itoregression equations]], [[Itoregression mapping]], [[Itoregression construction]], [[Itoregression immortality]] [[Itoregression processes]], and [[Itoregression applications]].

Related topics are: [[arrow of time]] [[itodegradation]] [[Fazcontinuance]], [[Fazsuccession]], [[Fazdigression]], [[Fazprogression]], [[Fazregression]], [[Fazretrogression]], [[Fazprocession]], [[Faztruncation]], and [[Fazextension]].

[[Itocontinuance]], [[Itosuccession]], [[itodigression]], [[itoprogression]], [[itoregression]], [[itoretrogression]], [[itoprocession]], [[itotruncation]], and [[itoextension]].

[[Itomulticontinuance]], [[Itomultisuccession]], [[itomultidigression]], [[itomultiprogression]], [[itomultiregression]], [[itomultiretrogression]], [[itomultiprocession]], [[itomultitruncation]], and [[itomultiextension]].

[[Itocontinuance principles]], [[itosuccession principles]], [[itodigression principles]], [[itoprogression principles]], [[itoregression principles]], [[itoextension principles]].

[[Itomulticontinuance principles]], [[Itomultisuccession principles]], [[itomultidigression principles]], [[itomultiprogression principles]], [[itomultiregression principles]], [[itomultiretrogression]], [[itomultiprocession]], [[itomultitruncation]], and [[itomultiextension principles]].

[[Itopath continuance process]], [[Itopath succession process]], [[Itopath digression process]], [[Itopath progression process]], [[Itopath regression process]], [[Itopath extension process]].

[[Itopath multicontinuance process]], [[Itopath multisuccession process]], [[Itopath multidigression process]], [[Itopath multiregression process]], [[Itopath multiprogression process]], [[Itopath multiextension process]].

[[Itomultimixsurvival]], [[itomultimixcontinuance]], [[itomultimixsuccession]], [[itomultimixdigression]], [[itomultimixprogression]], [[itomultimixregression]], [[itomultimixextension]].

Related superlists [[Prospective superlist]], [[Expective superlist]], [[Quondamic superlist]], [[Futuristic superlist]], [[Historical superlist]], [[Progressive superlist]], [[Digressive superlist]], [[Regressive superlist]], [[Successive superlist]], [[itosuperlist]] and [[Aware theory superlist]], [[Main Page]]

[[Itoregression]] is the grouping name for:

[[Itoregression]] is the concept that for any [[itopoint]] on an [[Itopath]] there will always be a [[itodegraded]] [[Itomoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Itophysiregression]] is the concept that for any [[itopoint]] on an [[Itophysipath]] there will always be a [[itodegraded]] [[Itophysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Itophysaregression]] is the concept that for any [[itopoint]] on an [[Itophysipath]] there will always be a [[itodegraded]] [[Itophysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Itoawareregression]] is the concept that for any [[itopoint]] on an [[Itoawarepath]] there will always be a [[itodegraded]] [[Itoawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Itomentaregression]] is the concept that for any [[itopoint]] on an [[Itomentapath]] there will always be a [[itodegraded]] [[Itomentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Itoixperegression]] is the concept that for any [[itopoint]] on an [[Itoixpepath]] there will always be a [[itodegraded]] [[Itoixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Itoepiregression]] is the concept that for any [[itopoint]] on an [[Itoepipath]] there will always be a [[itodegraded]] [[Itoepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Oriregression]] is the concept that for any [[itopoint]] on an [[oripath]] there will always be a [[itodegraded]] [[orimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Oriphysiregression]] is the concept that for any [[itopoint]] on an [[oriphysipath]] there will always be a [[itodegraded]] [[oriphysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Oriphysaregression]] is the concept that for any [[itopoint]] on an [[oriphysipath]] there will always be a [[itodegraded]] [[oriphysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Oriawareregression]] is the concept that for any [[itopoint]] on an [[oriawarepath]] there will always be a [[itodegraded]] [[oriawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Orimentaregression]] is the concept that for any [[itopoint]] on an [[orimentapath]] there will always be a [[itodegraded]] [[orimentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Orixperegression]] is the concept that for any [[itopoint]] on an [[orixpepath]] there will always be a [[itodegraded]] [[orixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Oriepiregression]] is the concept that for any [[itopoint]] on an [[oriepipath]] there will always be a [[itodegraded]] [[oriepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Idoregression]] is the concept that for any [[itopoint]] on an [[idopath]] there will always be a [[itodegraded]] [[idomoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Idophysiregression]] is the concept that for any [[itopoint]] on an [[idophysipath]] there will always be a [[itodegraded]] [[idophysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Idophysaregression]] is the concept that for any [[itopoint]] on an [[idophysipath]] there will always be a [[itodegraded]] [[idophysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Idoawareregression]] is the concept that for any [[itopoint]] on an [[idoawarepath]] there will always be a [[itodegraded]] [[idoawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Idomentaregression]] is the concept that for any [[itopoint]] on an [[idomentapath]] there will always be a [[itodegraded]] [[idomentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Idoxperegression]] is the concept that for any [[itopoint]] on an [[idoixpepath]] there will always be a [[itodegraded]] [[idoixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Idoepiregression]] is the concept that for any [[itopoint]] on an [[idoepipath]] there will always be a [[itodegraded]] [[idoepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Coriregression]] is the concept that for any [[itopoint]] on a [[coripath]] there will always be a [[itodegraded]] [[corimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Coriphysiregression]] is the concept that for any [[itopoint]] on a [[coriphysipath]] there will always be a [[itodegraded]] [[coriphysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Coriphysaregression]] is the concept that for any [[itopoint]] on a [[coriphysipath]] there will always be many different [[itodegraded]] [[coriphysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Coriawareregression]] is the concept that for any [[itopoint]] on a [[coriawarepath]] there will always be a [[itodegraded]] [[coriawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Corimentaregression]] is the concept that for any [[itopoint]] on a [[corimentapath]] there will always be a [[itodegraded]] [[corimentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Corixperegression]] is the concept that for any [[itopoint]] on a [[corixpepath]] there will always be a [[itodegraded]] [[corixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Coriepiregression]] is the concept that for any [[itopoint]] on a [[coriepipath]] there will always be a [[itodegraded]] [[coriepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Citoregression]] is the concept that for any [[itopoint]] on a [[citopath]] there will always be a [[itodegraded]] [[citomoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Citophysiregression]] is the concept that for any [[itopoint]] on a [[citophysipath]] there will always be a [[itodegraded]] [[citophysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Citophysaregression]] is the concept that for any [[itopoint]] on a [[citophysipath]] there will always be a [[itodegraded]] [[citophysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Citoawareregression]] is the concept that for any [[itopoint]] on a [[citoawarepath]] there will always be a [[itodegraded]] [[citoawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Citomentaregression]] is the concept that for any [[itopoint]] on a [[citomentapath]] there will always be a [[itodegraded]] [[citomentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Citoixperegression]] is the concept that for any [[itopoint]] on a [[citoixpepath]] there will always be a [[itodegraded]] [[citoixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Citoepiregression]] is the concept that for any [[itopoint]] on a [[citoepipath]] there will always be a [[itodegraded]] [[citoepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Vitoregression]] is the concept that for any [[itopoint]] on a [[vitopath]] there will always be a [[itodegraded]] [[vitomoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Vitophysiregression]] is the concept that for any [[itopoint]] on a [[vitophysipath]] there will always be a [[itodegraded]] [[vitophysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Vitophysaregression]] is the concept that for any [[itopoint]] on a [[vitophysipath]] there will always be a [[itodegraded]] [[vitophysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Vitoawareregression]] is the concept that for any [[itopoint]] on a [[vitoawarepath]] there will always be a [[itodegraded]] [[vitoawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Vitomentaregression]] is the concept that for any [[itopoint]] on a [[vitomentapath]] there will always be a [[itodegraded]] [[vitomentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Vitoixperegression]] is the concept that for any [[itopoint]] on a [[vitoixpepath]] there will always be a [[itodegraded]] [[vitoixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Vitoepiregression]] is the concept that for any [[itopoint]] on a [[vitoepipath]] there will always be a [[itodegraded]] [[vitoepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Fitoregression]] is the concept that for any [[itopoint]] on a [[fitopath]] there will always be a [[itodegraded]] [[fitomoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Fitophysiregression]] is the concept that for any [[itopoint]] on a [[fitophysipath]] there will always be a [[itodegraded]] [[fitophysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Fitophysaregression]] is the concept that for any [[itopoint]] on a [[fitophysipath]] there will always be a [[itodegraded]] [[fitophysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Fitoawareregression]] is the concept that for any [[itopoint]] on a [[fitoawarepath]] there will always be a [[itodegraded]] [[fitoawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Fitomentaregression]] is the concept that for any [[itopoint]] on a [[fitomentapath]] there will always be a [[itodegraded]] [[fitomentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Fitoixperegression]] is the concept that for any [[itopoint]] on a [[fitoixpepath]] there will always be a [[itodegraded]] [[fitoixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Fitoepiregression]] is the concept that for any [[itopoint]] on a [[fitoepipath]] there will always be a [[itodegraded]] [[fitoepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Musregression]] is the concept that for any [[itopoint]] on a [[muspath]] there will allways be a [[itodegraded]] [[musmoments] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Musphysiregression]] is the concept that for any [[itopoint]] on a [[musphysipath]] there will allways be a [[itodegraded]] [[musphysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Musphysaregression]] is the concept that for any [[itopoint]] on a [[musphysipath]] there will allways be a [[itodegraded]] [[musphysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Musawareregression]] is the concept that for any [[itopoint]] on a [[musawarepath]] there will allways be a [[itodegraded]] [[musawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Musmentaregression]] is the concept that for any [[itopoint]] on a [[musmentapath]] there will allways be a [[itodegraded]] [[musmentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Musixperegression]] is the concept that for any [[itopoint]] on a [[musixpepath]] there will allways be a [[itodegraded]] [[musixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Musepiregression]] is the concept that for any [[itopoint]] on a [[musepipath]] there will allways be a [[itodegraded]] [[musepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Isoregression]] is the concept that for any [[itopoint]] on an [[isopath]] there will always be a [[itodegraded]] [[Isomoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Isophysiregression]] is the concept that for any [[itopoint]] on an [[isophysipath]] there will always be at [[itodegraded]] [[Isophysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Isophysaregression]] is the concept that for any [[itopoint]] on an [[isophysipath]] there will always be a [[itodegraded]] [[Isophysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Isoawareregression]] is the concept that for any [[itopoint]] on an [[isoawarepath]] there will always be a [[itodegraded]] [[Isoawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Isomentaregression]] is the concept that for any [[itopoint]] on an [[isomentapath]] there will always be a [[itodegraded]] [[Isomentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Isoixperegression]] is the concept that for any [[itopoint]] on an [[isoixpepath]] there will always be a [[itodegraded]] [[Isoixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Isoepiregression]] is the concept that for any [[itopoint]] on an [[isoepipath]] there will always be a [[itodegraded]] [[Isoepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Enharegression]] is the concept that for any [[itopoint]] on an [[enhapath]] there will always be a [[itodegraded]] [[enhamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Enhaphysiregression]] is the concept that for any [[itopoint]] on an [[enhaphysipath]] there will always be at [[itodegraded]] [[enhaphysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Enhaphysaregression]] is the concept that for any [[itopoint]] on an [[enhaphysipath]] there will always be a [[itodegraded]] [[enhaphysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Enhawareregression]] is the concept that for any [[itopoint]] on an [[enhawarepath]] there will always be a [[itodegraded]] [[enhawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Enhamentaregression]] is the concept that for any [[itopoint]] on an [[enhamentapath]] there will always be a [[itodegraded]] [[enhamentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Enhaixperegression]] is the concept that for any [[itopoint]] on an [[enhaixpepath]] there will always be a [[itodegraded]] [[enhaixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Enhaepiregression]] is the concept that for any [[itopoint]] on an [[enhaepipath]] there will always be a [[itodegraded]] [[enhaepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Insiregression]] is the concept that for any [[itopoint]] on an [[insipath]] there will always be a [[itodegraded]] [[insimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Insiphysiregression]] is the concept that for any [[itopoint]] on an [[insiphysipath]] there will always be a [[itodegraded]] [[insiphysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Insiphysaregression]] is the concept that for any [[itopoint]] on an [[insiphysipath]] there will always be a [[itodegraded]] [[insiphysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Insiawareregression]] is the concept that for any [[itopoint]] on an [[insiawarepath]] there will always be a [[itodegraded]] [[insiawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Insimentaregression]] is the concept that for any [[itopoint]] on an [[insimentapath]] there will always be a [[itodegraded]] [[insimentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Insixperegression]] is the concept that for any [[itopoint]] on an [[insixpepath]] there will always be a [[itodegraded]] [[insixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Insiepiregression]] is the concept that for any [[itopoint]] on an [[insiepipath]] there will always be a [[itodegraded]] [[insiepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Tritoregression]] is the concept that for any [[itopoint]] on a [[tritopath]] there will always be a [[itodegraded]] [[tritomoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Tritophysiregression]] is the concept that for any [[itopoint]] on a [[tritophysipath]] there will always be a [[itodegraded]] [[tritophysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Tritophysaregression]] is the concept that for any [[itopoint]] on a [[tritophysipath]] there will always be a [[itodegraded]] [[tritophysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Tritoawareregression]] is the concept that for any [[itopoint]] on a [[tritoawarepath]] there will always be many different [[itodegraded]] [[tritoawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Tritomentaregression]] is the concept that for any [[itopoint]] on a [[tritomentapath]] there will always be a [[itodegraded]] [[tritomentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Tritoixperegression]] is the concept that for any [[itopoint]] on a [[tritoixpepath]] there will always be a [[itodegraded]] [[tritoixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Tritoepiregression]] is the concept that for any [[itopoint]] on a [[tritoepipath]] there will always be a [[itodegraded]] [[tritoepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Nrgregression]] is the concept that for any [[itopoint]] on a [[nrgpath]] there will always be many different [[itodegraded]] [[nrgmoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Nrgphysiregression]] is the concept that for any [[itopoint]] on a [[nrgphysipath]] there will always be a [[itodegraded]] [[nrgphysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Nrgphysaregression]] is the concept that for any [[itopoint]] on a [[nrgphysipath]] there will always be a [[itodegraded]] [[nrgphysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Nrgawareregression]] is the concept that for any [[itopoint]] on a [[nrgawarepath]] there will always be a [[itodegraded]] [[nrgawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Nrgmentaregression]] is the concept that for any [[itopoint]] on a [[nrgmentapath]] there will always be a [[itodegraded]] [[nrgmentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Nrgixperegression]] is the concept that for any [[itopoint]] on a [[nrgixpepath]] there will always be a [[itodegraded]] [[nrgixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Nrgepiregression]] is the concept that for any [[itopoint]] on a [[nrgepipath]] there will always be a [[itodegraded]] [[nrgepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Comboregression]] is the concept that for any [[itopoint]] on a [[combopath]] there will always be a [[itodegraded]] [[combomoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Combophysiregression]] is the concept that for any [[itopoint]] on a [[combophysipath]] there will always be a [[itodegraded]] [[combophysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Combophysaregression]] is the concept that for any [[itopoint]] on a [[combophysipath]] there will always be a [[itodegraded]] [[combophysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Comboawareregression]] is the concept that for any [[itopoint]] on a [[comboawarepath]] there will always be a [[itodegraded]] [[comboawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Combomentaregression]] is the concept that for any [[itopoint]] on a [[combomentapath]] there will always be a [[itodegraded]] [[combomentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Comboixperegression]] is the concept that for any [[itopoint]] on a [[comboixpepath]] there will always be a [[itodegraded]] [[comboixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Comboepiregression]] is the concept that for any [[itopoint]] on a [[comboepipath]] there will always be a [[itodegraded]] [[comboepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

[[Simiregression]] is the concept that for any [[itopoint]] on a [[simipath]] there will always be a [[itodegraded]] [[simimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Simiphysiregression]] is the concept that for any [[itopoint]] on a [[simiphysipath]] there will always be a [[itodegraded]] [[simiphysimoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Simiphysaregression]] is the concept that for any [[itopoint]] on a [[simiphysipath]] there will always be a [[itodegraded]] [[simiphysamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Simiawareregression]] is the concept that for any [[itopoint]] on a [[simiawarepath]] there will always be a [[itodegraded]] [[simiawaremoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Simimentaregression]] is the concept that for any [[itopoint]] on a [[simimentapath]] there will always be a [[itodegraded]] [[simimentamoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Simiixperegression]] is the concept that for any [[itopoint]] on a [[simixpepath]] there will always be a [[itodegraded]] [[simixpemoment]] that will [[Continuously and directly follow from, and after it]] with the same [[ixperiencitness]].

[[Simiepiregression]] is the concept that for any [[itopoint]] on a [[simiepipath]] there will always be a [[itodegraded]] [[simiepimoment]] that will [[Continuously and directly follow from, and after it]] creating the same [[ixperiencitness]].

Itoregression - Revision history

Mark at 10:15, 14 April 2011