Dr John Demartini – Empyreance VI

Dr John Demartini – Empyreance VIIn this module, explore the inner minds of some of the greatest mathematicians, Pythagoras and Descartes, Newton and Leibniz, Copernicus and Kepler, Gauss and Cantor, Pascal, Ramanujan and Napier and their contributions, as Dr John Demartini weaves the fabric of space and time together into a canvas of the infinite within human consciousness.Witness for yourself how this tapestry of eternal presence springs out of nothingness into the array of infinite dances.The order will inspire, the questions will puzzle, the fluents and fluxions will surprise and you will meet the monad of monads, the truth of your innermost being.Come and discover the infinite micro and macro universe and the hierarchy of conscious infinities that oscillate in between. Play with the divine presence and magnificence and contemplate the details of an ultimate intricacy from zero to infinity.Ride on the sine waves and curves involving boundaries and limits and open up their inflexions so as to take a glimpse at their unbounded and unlimited. These five days of deeper investigation will exercise your spiritual mind, for they will involve a journey to the infinite and eternal.What Is Covered in Empyreance VI:The Alphabet of MathematicsBinomial TheoremCalculusEquationsEternityFunctionsGeometryHarmonicsIncompleteness Theorem – GodelIndeterminant FormsInfinityLogarithmsMathematicsMeasureMetaphysics and Number TheoryMysticismNumbersOrder – ChaosPatternsProbabilityRamanujanSetsSymmetryTrianglesTrigonometryVectorsZeroSpace-TimeConsciousnessModulesEmpyreance VI – Day One 5 sessions — Day of one of this presentation covers page 1 through to 110Empyreance VI – Day Two 5 sessions — Day of one of this presentation covers page 110 through to 211Empyreance VI – Day Three 5 sessions — Day of one of this presentation covers page 211 through to 299Empyreance VI – Day Four 5 sessions — Day of one of this presentation covers pages 299 – 389Empyreance VI – Day Five 4 sessions — Day of one of this presentation covers pages 299 – 469There are no reviews yet.Add a Review Cancel replyYou must be to post a review.