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II. Small Object Axioms |
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2.1 Foundation Axioms |
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Article 17-Boundaries, Measurement & Kinetic Ratios |
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Canon 368 |
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The axioms within the Class of Natural Law of HARMONIC-VOLUME BOUNDARY are: |
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1. The axiom class of HARMONIC-VOLUME BOUNDARY is derived from the existence of Can.314-(Existence), Can.319-(UNITA Elements) , Can.320-(UNITA Properties), Can.378-(SUPER SUB ATOMIC ELEMENTS) and Can.379-(SUPER SUB ATOMIC PROPERTIES). |
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2. The greater the VOLUME of an object to its benchmark object (eg proton), the greater its harmonic kinesis. |
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3. The smaller the VOLUME of an object to its benchmark object (eg proton), the less its harmonic kinesis. |
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4. The greater the VOLUME of an object to its benchmark object (eg proton), the greater its perceived MASS . |
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5. The smaller the VOLUME of an object to its benchmark object (eg proton), the less its perceived MASS. |
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Canon 369 |
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The axioms within the Class of Natural Law of PERFECT-IMPERFECT RATIO are: |
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1. The axiom class of PERFECT-IMPERFECT RATIO is derived from the existence of Can.314-(Existence), Can.319-(UNITA Elements) , Can.320-(UNITA Properties), Can.378-(SUPER SUB ATOMIC ELEMENTS) and Can.379-(SUPER SUB ATOMIC PROPERTIES). |
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2. A PERFECT IMPERFECT RATIO is a UNIQUE IMPERFECT NUMBER being any positive or negative number excluding zero that cannot be expressed as a ratio of itself but can represent real world ratios. Therefore a PERFECT-IMPERFECT RATIO is equivalent to a constant. Therefore a PERFECT-IMPERFECT RATIO is equivalent to PI. |
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3. The AREA of a SPHERE is equivalent to four times PIE by the RADIUS SQUARED. |
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4. The VOLUME of a SPHERE is equivalent to four divided by three by PI by the RADIUS cubed. |
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5. The CIRCUMFRENCE of a CIRCLE is equal to 2 by PI by the RADIUS. |
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6. The AREA of a CIRCLE is equivalent to PI by the RADIUS squared. |
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Canon 370 |
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The axioms within the Class of Natural Law of VELOCITY-HARMONIC KINETIC RATIO are: |
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1. The axiom class of VELOCITY-HARMONIC KINETIC RATIO is derived from the existence of Can.314-(Existence), Can.319-(UNITA Elements) , Can.320-(UNITA Properties), Can.378-(SUPER SUB ATOMIC ELEMENTS) and Can.379-(SUPER SUB ATOMIC PROPERTIES). |
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2. If Velocity at T1 does not change at T2, then the STRUCTURAL KINESIS at T2 shall be the same as T1. |
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3. If Velocity at T1 does not change at T2, then the FREQUENCY at T2 shall be the same as T1. |
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Canon 371 |
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The axioms within the Class of Natural Law of MEASUREMENT are: |
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1. The axiom class of MEASUREMENT is derived from the existence of Can.314-(Existence), Can.319-(UNITA Elements) , Can.320-(UNITA Properties), Can.378-(SUPER SUB ATOMIC ELEMENTS) and Can.379-(SUPER SUB ATOMIC PROPERTIES). |
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2. MEASUREMENT is equivalent to the MEASUREMENT of TIME. |
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3. The STANDARD MEASUREMENT of TIME is ONE (1) SECOND which represents one cycle of FREQUENCY of CESIUM being 9,192,631,770. |
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4. The MEASUREMENT of ONE (1) MINUTE is equal to sixty (60) SECONDS. Therefore, the MEASUREMENT of one (1) HOUR is equal to SIXTY (60) MINUTES. |
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5. The MEASUREMENT of ONE (1) DAY is equal to twenty four (24) HOURS. Therefore the MEASUREMENT of ONE (1) YEAR is equal to three hundred and sixty five (365) DAYS. |
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6. MEASUREMENT is equivalent to the MEASUREMENT of VELOCITY and DISTANCE. |
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7. The MEASUREMENT of VELOCITY is equivalent to one (1) PHOTON SECOND (UNIT OF SPEED OF LIGHT) which represents the distance a photon travels in one (1) second being 299,792 kilometres (per sec). |
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8. One (1) PHOTON SECOND (UNIT OF SPEED OF LIGHT) which represents the distance a photon travels in one (1) second being 186,212 miles (per sec). |
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9. One (1) LIGHT YEAR is equal to the distance of 5.878 by 1012 miles being the DISTANCE travelled by a PHOTON in one YEAR. |
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10. One (1) LIGHT YEAR is equal to the distance of 9.460 by 1012 kilometres being the DISTANCE travelled by a PHOTON in one YEAR. |
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11. One (1) METRE is equal to one (1) divided by 299,792 being the DISTANCE travelled by a PHOTON in ONE SECOND. |
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12. The MEASUREMENT of ONE CENTIMETRE is one hundredth of a METRE. Therefore the MEASUREMENT of ONE KILOMETRE is one thousand METRES. |
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