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AUTHOR'S NOTE: There are a number of inadequacies in this chapter. Consequently, it is being reworked. For an explanation of what is wrong with the chapter and what is being done to correct it, see the entries for 3 Jan 2015, 10 Jan 2015, and 21 Jan 2015 in Explanatory Note 7.

PART 1 – TEELPAIRS

CONCLUSION 0301 - Every teel in the Universe has the same mass, dimensions, and shape as every other teel in the Universe.
CONCLUSION 0302 - Every teel is surrounded by a gravitysheath within which its gravitypull is greater than that of any other teel.
CONCLUSION 0303 - Every teelpair is either adjacent or unadjacent.
CONCLUSION 0304 - Every teel is adjacently teelpaired with a minimum of twelve other teels simultaneously.
CONCLUSION 0305 - Every teel's gravitysheath is surrounded by a gravitysheath interface.
CONCLUSION 0306 - Every adjacent teelpair is surrounded by gravitysheath within which its gravitypull is stronger than that of any other object.
CONCLUSION 0307 - Every adjacent teelpair's gravitysheath is surrounded by a gravitysheath interface.
CONCLUSION 0308 - Every adjacent teelpair has a vergence velocity.
CONCLUSION 0309 - Every adjacent teelpair has an escape velocity.
CONCLUSION 0310 - An adjacent teelpair is either overstable, stable, or understable.
CONCLUSION 0311 - The degree of a teelpair's overstability or understability changes commensurately with any change in its vergence velocity and/or escape velocity.

COMMENTARY – Every teelpair has measures of mass and energy, an escape velocity, a vergence velocity, a centre of gravity, a gravitysheath, is adjacent or unadjacent, and is overstable, stable, or understable. And that is all.

The teelpair is the simplest “structure” in the Universe (structure: a complex system held for a measurable time) and in its adjacent form is the most important. It is important because it is the Universe's keystone structure. Every more complex structure, every quark, atom, star, and galaxy, is made out of numbers of teelpairs.

A teelpair is also the simplest "mechanism" in the Universe (mechanism: a system of parts that operate or interact in a preordained manner to produce an expected result).

Furthermore, it is the simplest "switch" in the Universe (switch: any replicable alteration to the state of a mechanism by an external influence). Put enough energy into a stable teelpair and it becomes an understable teelpair. Take enough energy out of it and it becomes stable again. Take more energy out and it becomes overstable. Put the energy back in and ….. and so on.

PART 2 – BLACKHOLES

CONCLUSION 0312 - A blackhole consists of a minimum of three teels matrixed to each other as three stable/overstable teelpairs.
CONCLUSION 0313 - Every blackhole is surrounded by a gravitysheath within which its gravitypull is stronger than that of any other object.
CONCLUSION 0314 - Every blackhole's gravitysheath is surrounded by a gravitysheath interface.
CONCLUSION 0315 - Every blackhole has a vergence velocity.
CONCLUSION 0316 - Every blackhole has an escape velocity.
CONCLUSION 0317 - A blackhole is either overstable, stable, or understable.
CONCLUSION 0318 - The degree of a blackhole's overstability or understability changes commensurately with any change in its vergence velocity and/or escape velocity.

COMMENTARY – A blackhole is an accretion of teels. The sum of the masses of the teels gives the blackhole its own mass. This mass is a constant in that it corresponds exactly with the number of teels the blackhole contains. Increase or decrease that number and the mass of the blackhole alters commensurately.

A blackhole is also an accretion of teelpairs. The teelpairs give the blackhole its energy. This energy is not a constant in that the energy measure of teelpairs is variable both in the sum and the form: a teelpair's total energy can vary and it can be as kineticenergy, potentialenergy, latentenergy, or a mix of these.

The minimum number of teels needed to form a blackhole is three but there is no upper limit to the number as long as the blackhole remains stable or overstable.

Notwithstanding the fearsome aspect of a high mass blackhole, all blackholes are little more than amplified teelpairs in that they all have exactly the same array of properties and measures: mass, energy, an escape velocity, a vergence velocity, a centre of gravity, a gravitysheath, and are either overstable, stable, understable.

PART 3 – BLACKHOLE STRUCTURE

CONCLUSION 0319 - Blackholes are solidbonded, liquidbonded, or gasbonded depending on the stability condition of their adjacent teelpairs.
CONCLUSION 0320 - Blackholes of sufficient mass stratify their teelpairs according to their energy measure into a central solidbonded teelcore, surrounded by a liquidbonded teelocean, surrounded by a gasbonded teelosphere.

COMMENTARY – The structure of a blackhole is not exclusive to blackholes. It is echoed in every object in the Universe, in every photon, quark, atom, planet, star, and galaxy. Each of these objects has something that equates to solidbonding, liquidbonding, and gasbonding and every one of them is either overstable, stable, or understable. They even have teelcores, teeloceans, and teelospheres although usually in a more complex form.

The blackhole structure as described here is simple but in practice, especially in higher mass blackholes, complexity is probable with “weather” and other systems being present. Other variations are also possible, such as blackholes without a solidbonded teelcore or blackholes without a teelocean and/or a teelosphere.

PART 4 – BLACKHOLE MECHANICS

CONCLUSION 0321 - Within a blackhole, its teelcore is either overstable, stable, or understable.
CONCLUSION 0322 - Within a blackhole, its teelocean is either overstable, stable, or understable.
CONCLUSION 0323 - Within a blackhole, its teelosphere is either overstable, stable, or understable.
CONCLUSION 0324 - Within a blackhole, an understable teelcore loses mass and energy into the surrounding teelocean while an overstable teelcore gains mass and energy from the surrounding teelocean.
CONCLUSION 0325 - Within a blackhole, an understable teelocean loses mass and energy into the teelcore/teelosphere while an overstable teelocean gains mass and energy from the teelcore/teelosphere.
CONCLUSION 0326 - Within a blackhole, an understable teelosphere loses mass and energy into the teelocean and across the gravitysheath interface while an overstable teelosphere gains mass and energy from the teelocean and across the gravitysheath interface.
CONCLUSION 0327 - An understable blackhole loses mass and energy across its gravitysheath interface. An overstable blackhole absorbs mass and energy across its gravitysheath interface.

COMMENTARY – The above description is of a “model” blackhole and assumes a supply of fresh teels is outside its gravitysheath interface, waiting to be absorbed. In practice, there are regions of the Universe where “free” teels are few. In such places, an overstable blackhole will “starve” until it moves into more verdant pastures.

PART 5 – BLACKHOLE SELFSTABILISATION

CONCLUSION 0328 - When a blackhole absorbs a teel it increases its own mass by the mass of one teel. When a blackhole ejects a teel, it decreases its own mass by the mass of one teel.
CONCLUSION 0329 - When a blackhole absorbs a teel, it increases its own energy by a variable measure. When a blackhole ejects a teel, it decreases its own energy by a variable measure.
CONCLUSION 0330 - When a blackhole absorbs a teel, it gains proportionately more energy than mass. When a blackhole ejects a teel, it loses proportionately more energy than mass.
CONCLUSION 0330a - When a blackhole absorbs a teel, the kineticenergy it gains can be proportionately more or less than the mass it gains. When a blackhole ejects a teel, the kineticenergy it loses can be proportionately more or less than the mass it loses.
CONCLUSION 0331 - An understable blackhole differentially ejects mass and energy until it becomes stable. An overstable blackhole differentially absorbs mass and energy until it becomes stable.

COMMENTARY – The default condition for every blackhole is to be stable. Understable and overstable blackholes automatically move toward stability. When an understable blackhole ejects a teel it loses more energy than mass and because understable blackholes tend to eject more teels than they absorb it thus moves itself towards stability. When an overstable blackhole absorbs a teel it gains more energy than mass and because overstable blackholes tend to absorb more teels than they eject it thus, likewise, moves itself toward stability.

PART 6 – BLACKHOLE GRAVITATIONAL ATTUNEMENT

CONCLUSION 0332 - Every blackhole is gravitationally attracted toward every other object in the Universe at a rate proportional to the product of their masses and inversely proportional to the square of the distance between them.
CONCLUSION 0333 - A blackhole converging on another object accelerates due to their mutual gravitypull. A blackhole diverging from another object decelerates due to their mutual gravitypull.
CONCLUSION 0334 - A stable blackhole converging on another object becomes understable. A stable blackhole diverging from another object becomes overstable. The stability of already understable and overstable blackholes alters commensurately.
CONCLUSION 0335 - A stable blackhole converging on another object maintains its stability by reducing its mass and energy while increasing its ratio of mass over energy. A stable blackhole diverging from another object maintains its stability by increasing its mass and energy while decreasing its ratio of mass over energy. The mass/energy ratio of already understable and overstable blackholes alters commensurately.

COMMENTARY – The default condition for a blackhole is to be stable. If a blackhole becomes understable it will stabilise by ejecting teels to return it to stability in a less massive and less energetic form. If a blackhole becomes overstable, it will stabilise itself by absorbing teels to return to stability in more massive and more energetic form. In each case the ratio of mass to energy alters commensurately.

PART 7 – BLACKHOLE TEELOSPHERIC ATTUNEMENT

CONCLUSION 0336 - Every blackhole in the Universe is within the gravitysheath of a larger object.
CONCLUSION 0337 - Many blackholes are within the teelospheres of larger objects.
CONCLUSION 0338 - Blackholes absorb teels from the teelosphere they are within which alters the blackhole's measures of mass and energy.
CONCLUSION 0339 - A stable blackhole within the teelosphere of a larger object becomes understable due to the differential absorption of mass and energy from the teelosphere. The stability of already overstable or understable blackholes alters commensurately.
CONCLUSION 0340 - A stable blackhole within a teelosphere, made understable through the differential absorption of mass and energy, ejects more than it absorbs until it returns to stability. The stability of already overstable or understable blackholes alters commensurately.
CONCLUSION 0341 - The average realspeed of the teels in a teelosphere decreases with distance from its parent object's centre of gravity.
CONCLUSION 0342 - A stable blackhole moving toward the centre of gravity of the teelosphere it is within maintains its stability by differentially losing mass and energy, thus decreasing its ratio of energy over mass.
CONCLUSION 0343 - A stable blackhole moving away from the centre of gravity of the teelosphere it is within maintains its stability by differentially gaining mass and energy, thus increasing its ratio of energy over mass.

COMMENTARY – The above is a very basic description of the way that blackholes attune themselves to the realspeed of the strata of the teelosphere they are within. In practice what happens is more complex. Notable factors not taken into account here (which are dealt with in Chapters four and five) are variations in the density of teelospheres and the way they are ordered into teelstreams.

While this section deals specifically with blackholes, the principles involved are the same for any object made out of teels even if not obviously so. A comet falling into the Sun will evaporate away to nothing by shedding more energy and mass than it absorbs. (with a decreasing ratio of energy over mass). Conversely, a comet moving away from the Sun is increasingly able to absorb mass and energy (with an increasing ratio of energy to mass), always subject to the availability of anything to absorb.

PART 8 – SELFPROOF

SELFPROOF 0300 - SELFPROOF HOME
SELFPROOF 0301 - BLACKHOLE
SELFPROOF 0302 - PRIMORDIAL BLACKHOLE
SELFPROOF 0303 - MICRO BLACKHOLE
SELFPROOF 0304 - EXTREMAL BLACKHOLE
SELFPROOF 0305 - PHOTON
SELFPROOF 0306 - QUARK
SELFPROOF 0307 - ELECTRON
SELFPROOF 0308 - NUCLEON
SELFPROOF 0309 - GALAXY
SELFPROOF 0310 - HAWKING RADIATION

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Chapter 1 - Fundamentals | Chapter 2 - Moment Zero
Chapter 3 - Blackholes | Chapter 4 - Darkenergy
Chapter 5 - Darkmatter | Chapter 6 - Photons
Chapter 7 - Electrons | Chapter 8 - Nucleons
Chapter 9 - Atoms | Chapter 10 - Atom Mechanics
Chapter 11 - Stars | Chapter 12 - Star Mechanics
Chapter 13 - Galaxies | Chapter 14 - Galaxy Mechanics
Chapter 15 - Galactic Clusters
Chapter 16 - Galactic Cluster Mechanics