The Dynamic Now

From the time of the ancient Greeks until the Scientific Revolution, physics (physis: nature) and metaphysics (being) were not separate disciplines. For Aristotle, physics was simply the study of being in motion. Nature, soul, cosmos, and causation were all part of one continuous inquiry into what reality is.

Then came Galileo, Descartes, and Newton. With them, physics became measurable, predictable, external, and governed by formal mathematics. Physics stopped asking “Who am I?” and began asking “What can I measure?” Descartes formalized the split as res extensa: extended matter, versus res cogitans: thinking mind. In simpler terms: the external versus the internal, matter versus consciousness.

Newton made physics self‑sufficient by making space and time real, absolute, and mathematical. By the 19th century, physics had become quantitative prediction, and philosophy was pushed into the qualitative: epistemology, ethics, logic, and mind.

Einstein widened the gap before narrowing it again. Relativity merged space and time into a geometric structure, still external and measurable. But by making the observer essential, Einstein inadvertently reintroduced interiority into physics: the qualitative. Quantum mechanics went further: measurement, indeterminacy, and the wavefunction raised questions that belonged as much to metaphysics as to mathematics. The wall between physics and philosophy began to thin.

Into this moment stepped Henri Bergson (1859–1941), a French mathematician turned philosopher, who insisted that time was not merely a parameter of physics but the very foundation of reality.

For ordinary experience and for physics, from a first‑grade pupil to Einstein, time is the measurable dimension in which events occur in sequence. It provides the framework for durations, intervals, and rates of change.

Bergson meant something entirely different. His “time” was not a dimension, not a sequence, not a container for events, and not a parameter for measurement. It was the qualitative continuity of internal transformation; something lived rather than measured. This transformation is not a movement through time but the creative activity of the present itself. The past endures as memory; the future has no being whatsoever. Time does not progress; it continually recreates itself in the act of becoming. Bergson called this durée or duration: the interior form of exterior change.

The difficulty is that Bergson describes this inner transformation using terms that already presuppose time: succession, flow, duration, continuity, change. Charles Peirce, an American scientist, criticized him sharply for this looseness of vocabulary, remarking that “a man who seeks to further science can hardly commit a greater sin than to use the terms of his science without anxious care to use them with strict accuracy.” Peirce’s complaint is well‑aimed. If one is to understand Bergson, one must repurpose his vocabulary and strip away every temporal modifier; no before, no after, no flow, no succession. What remains is not time at all, but a single, indivisible field of internal self‑presence.

To understand Bergson’s “time,” one must first stop thinking temporally, which is only slightly more difficult than understanding quantum mechanics. But not impossible.

A good starting point is the moment he tried to explain his time to the smartest people on the planet: the infamous 1922 debate between Bergson, then 62, and Einstein, then 43, on the nature of time. Bergson argued that time cannot be reduced to measurement; that it is lived, continuous, qualitative. Einstein insisted that time was a physical quantity. Both agreed that Newton’s absolute time was wrong. But contemporary accounts suggest that Bergson “lost” the debate because he tried to redefine time beyond its physical meaning. In truth, it was a misunderstanding of vocabulary between physics and metaphysics; one that damaged Bergson’s reputation for decades.

The next place where Bergson could, and actually did, bury some of the ghosts of 1922 was in the discussion of the wavefunction. Schrödinger introduced the wavefunction in 1926 as a non‑relativistic formulation of quantum mechanics; Dirac later incorporated special relativity into the wave equation. Together these equations form the backbone of quantum theory. The wavefunction is a mathematical construct that assigns a probability amplitude to a particle’s spatial configuration at a given time.

In physics, the wavefunction evolves deterministically and yields probabilities. Its ontological status remains unsettled: is it real, or merely epistemic bookkeeping?

This is where Bergson’s insights into “time” provide an unexpected interpretive framework. He is not endorsing nor opposing Schrödinger’s or Dirac’s equations. He is just responding to the philosophical structure they reveal: a pre‑actual, indeterminate domain that becomes actual only in the creative present.

From a Bergsonian perspective, the wavefunction is a brilliant but limited abstraction. A spatialized map of a deeper, qualitative becoming. It does not represent multiple possible outcomes; it represents a pre‑actual indeterminacy that becomes determinate only through creative emergence. The future is not chosen from possibilities; it is invented. For Bergson, the future does not exist in any mode; not as possibility, potentiality, or structure.

Thus, the multiverse, the probability field, the branching of outcomes; these are abstractions that cannot exist in reality. They are mathematical artifices created to spatialize a pre‑actual, non‑spatial field of becoming. The wavefunction works, but until it collapses into a determinate actuality, it does not describe reality at all. Before collapse, the wavefunction functions in appearance only; it does not participate in being and lacks any ontological presence. Pre‑collapse, Plato would have regarded these mathematical artifices as shadows on the wall.

Physics describes possibilities; Bergson describes creative becoming. Becoming: our exterior view of the interior duration, is continuous transformation without discrete states: a flow in which something is always changing, always mutating, never simply is.

But the clarity of Bergson’s becoming brings us to an unavoidable question: if duration is truly one continuous creative flow, how can it admit the “degrees of tension” he introduces in Matter and Memory? In that work, Bergson describes a hierarchy of durée: a rich, contracted, unified flow in conscious beings; a relaxed, repetitive, almost discontinuous rhythm in inert matter. A person’s duration unfolds at a different rhythm than the rock he holds in his hand. This hierarchy appears to reintroduce the very spatialization he rejects.

Once different beings occupy different points on a graded scale, durée is no longer absolute. It becomes indexed. Quantified. Relativized. This is the point where Bergson’s system becomes unstable. On the surface, he seems to be reintroducing something like the physical time Einstein would recognize: qualitative and relative.

Bergson attempts to soften this contradiction by insisting that these are not different times but different intensities of the same underlying becoming. Ordinary matter is the most relaxed, repetitive, nearly spatialized form of duration; life is a denser, more contracted form; consciousness is the most unified and intense. He never uses the phrase “degrees of consciousness,” because he felt that would imply a measurable scale: a parameter belonging to the physical world. Instead, he speaks of “degrees of tension” to avoid turning consciousness into a quantity.

But this linguistic maneuver creates its own problem. The word tension inevitably suggests a scale, a gradient, a measurable difference. Bergson’s refusal to name it “degrees of consciousness” leaves him with a conceptual conundrum that was entirely avoidable. Had he framed these differences explicitly as an evolutionary transformation of interiority, the hierarchy would have folded naturally into his definition of durée without threatening its unity.

And durée was itself the conceptual result of free will. Free will was the starting point of his entire philosophy. His doctoral dissertation, Time and Free Will, was written to defend the reality of free action against the determinism of mechanistic science. Determinism denies probability because the future is fixed; Bergson denies probability because the future does not exist. His dissertation defends free action by grounding it in the creative invention of the new within the continuous flow of the now.

Duration was the concept he forged to make that defense possible.

Yet in defending free will, Bergson stretches durée beyond what the concept can comfortably bear. A free act, for him, is not a choice among pre‑existing possibilities; it is the undivided expression of the entire accumulated self in the living present. The future does not preexist; it is invented. This move is not logically required by free will itself. Free will does not require a continuous temporal flow; it can be grounded in timeless agency, modal openness, or discrete decision. But it is required by Bergson’s definition of duration as pure becoming. To preserve durée from any hint of spatialization, he eliminates the future entirely. In doing so, he solves one problem while quietly creating another.

This logic rules out Many‑Worlds interpretations of quantum mechanics. A branching multiverse is the ultimate spatialization of time: a library of pre‑written futures. Bergson’s metaphysics rejects this. The present is not a sample from a probability curve; it is a creative act. But by denying the future altogether, Bergson introduces a tension he never resolves: if consciousness creates the future moment by moment, what grounds this creativity? What anchors becoming?

If the future is invented, consciousness participates in creation.

But invention without a horizon risks becoming metaphysically weightless. Augustine avoided this problem by grounding human freedom in God’s eternal now. Bergson rejects Augustine’s solution, but only by stretching durée into a role it was never meant to bear. His “dynamic now” (my term) becomes the creaturely analogue of Augustine’s eternal now: mutable in us, immutable in God; yet he refuses to name the ground that would make such creativity fully intelligible. Still, Bergson’s symmetry has its own beauty: Augustine’s free will rests in an immutable, all‑knowing God in an eternal present, while Bergson’s rests in a consciousness that is mutable, ever evolving, in a dynamic now.

Bergson’s later works deepen this interiority. Memory is not stored in the brain; the brain merely filters and limits it. When he writes that “the past survives as pure memory,” his language misleads, because his “past” is not the past of ordinary usage. It is the accumulated interior continuity of experience carried forward in the living present. Nothing is behind us; everything endures within us. Identity is simply the persistence of this duration. And consciousness, for Bergson, is not a faster rhythm of matter but a qualitatively different participation in becoming, more than a rock not by degree, but by kind. This is the point where durée begins to take on a mystical contour, inheriting the role Augustine gives to God. Bergson places us, and I’m assigning implicit intent here, beneath God’s eternal now in a creaturely dynamic now.

From here, once consciousness becomes the locus of creative invention, Bergson’s system begins to drift toward a metaphysical center he never acknowledges. From the beginning it is moving in lockstep with theology, but he fights it the entire way.

In his Creative Evolution (1907), durée scales upward into the élan vital, an immanent creative impetus driving matter toward richer interiority. Evolution becomes a movement from minimal self‑presence (matter) to maximal self‑presence (consciousness). In The Two Sources of Morality and Religion, this ascent culminates in open morality, creative love, and mystical intuition.

But Bergson’s “open morality” introduces a deeper problem. He attributes to exceptional human beings a form of universal, creative love that looks far less like human psychology and far more like the divine charity of Augustine’s God. Bergson insists that open morality is a human achievement, yet he describes it in terms: universal love, boundless generosity, spiritual intuition, that belong not to ordinary human nature but to the perfection of God. If man is inherently self‑interested, as experience suggests, then open morality is not a human category at all. It is the venue of God, not man. In trying to elevate human morality, Bergson quietly imports a divine attribute into human consciousness, stretching his metaphysics beyond what duration can support.

This is not random becoming. It is a continuous intensification of interiority, experience accumulating until the lights turn on. Bergson refused to call this “purpose.” But given his thesis, especially free will, purpose behaves as if it were present. And purpose implies a whom.

In the end Bergson’s theory stipulates; rather than demonstrates, that consciousness requires duration, and from this stipulation the rest of his metaphysics follows with internal logic. But duration does not have to be real. Free will does not require a continuous temporal flow; the future can be open without a qualitative medium of becoming; and consciousness can exist without interpenetrating continuity. Once these alternatives are acknowledged, Bergson’s initial premise loses its necessity.

If duration is real, then becoming is real. If becoming is real, then novelty (creativity) is real. If novelty is real, then the future is open. If the future is open, then free will is real. If free will is real, then the universe is not closed. If the universe is not closed, then creation is real. If creation is real, then the universe has an interior dimension. If the universe has an interior, then the soul is not a metaphor but a structural feature.

The chain is coherent on its own terms, but the first link is conjectural. If duration is not real, then nothing that follows is necessarily false, but none of it flows from duration as the generative principle Bergson requires. His system becomes conditional rather than inevitable.

This is the chain Bergson followed, but he refused to complete the chain. Naming its endpoint would have pushed him into theology, which he resisted for most of his life. Had he completed the argument, his concept of duration may have survived but the color would have changed.

Bergson’s true achievement was to restore the interior as a dimension of reality. He showed that consciousness is not an illusion, that becoming is not reducible to geometry, and that freedom is not a trick of ignorance. But in doing so, he discovered more than he intended. Free will and memory do not require duration. Élan vital behaves as if it were fulfilling purpose. Open morality exceeds the human and borders on the divine.

The soul is interior, and consciousness is the soul. But interiority does not require temporal flow. Time belongs to the exterior world, not the interior one. Bergson’s mistake is to treat duration as the ground of consciousness, when in fact duration is only the mode of exterior becoming. The interior is atemporal presence; the exterior is temporal succession. Once this distinction is made explicit, the necessity of duration evaporates. The soul remains real, but it is not a flow. It is an interior identity that does not require time.

In the end, Bergson’s system converges on God, even if he refused to say the word.

Graphic: Henri Bergson by Henri Manuel. George Granthan Bain Collection (Library of Congress). Public Domain.

Cosmos of the Lonely

The universe keeps expanding. When researchers analyze data from the Hubble and James Webb telescopes, alongside a suite of other astronomical tools, they find that the recessional velocity of galaxies, the speed at which they appear to move away from the Earth, varies depending on what they measure.

If they calibrate distances deep into the cosmos using Cepheid variable stars, the expansion rate appears faster than when they use red giant stars or the Cosmic Microwave Background (CMB). This discrepancy, known as the Hubble tension, reveals a deeper mystery: different cosmic yardsticks yield different rates of expansion.

Yet despite the disagreement in values, all methods affirm the same truth: space is stretching…a lot…like a sheet pulled and stretched taut between Atlas’s burden and Hermes flight: a cosmos caught between gravitational pull and a mysterious push: Pushmi-Pullyu on a cosmic scale.

To understand why the cosmos resembles a sheet of rubber we need to travel back about 110 years and peer into the minds of those who first saw increasing separation as a universal law. These new architects of reality: Einstein, Friedmann, Lemaitre; who replaced Newton’s planetary, static models of the cosmos with a dynamic spacetime of bends, ripples, and persistent expansion.

After Einstein published his General Theory of Relativity in 1915, Russian physicist Alexander Friedmann’s analysis of his work showed that the universe could be expanding, and that Einstein’s equations could be used to calculate the rate. In 1927 Belgium priest and physicist Georges Lemaitre proposed that the expansion might be proportional to a galaxy’s velocity relative to its distance from Earth. By 1929, American astronomer Edwin Hubble expanded on Lemaitre’s work and published what became known as Hubble-Lemaitre law: galaxies are moving away from us at speeds proportional to their distance. The greater the distance the faster the speed.

A key feature of this law is the Hubble constant, the proportionality that links velocity and distance. Hubble’s initial estimate for this constant was whopping, and egregiously off, 500 kilometers per second per megaparsec (km/s/Mpc), but as measurements improved, it coalesced around a range between 67 and 73, with the most recent value at 70.4 km/s/Mpc, published by Freedman et al. in May 2025.

The Hubble constant is expressed in kilometers per second per megaparsec. The scale of these units is beyond human comprehension but let’s ground it to something manageable. A megaparsec is about 3.26 million light-years across, and the observable universe, though only 13.8 billion light-years old, has stretched to 46 billion light-years in radius, or 93 billion light-years in diameter, due to the expansion of space (see mind warping explanation below).  

To calculate the recessional velocity across this vast distance, we first convert 46 billion light-years into megaparsecs: which equates to 14,110 megaparsecs. Applying Hubble’s Law: 70 km/s/Mpc times 14,110 Mpc equals 987,700 km/s. This is the rate at which a galaxy 46 billion light-years away would be receding relative to another galaxy one megaparsec closer to Earth.

That’s more than three times the speed of light (299,792 km/sec) or Warp 3 plus in Star Trek parlance. Einstein said this was impossible but fortunately there is some nuance that keeps us in compliance with Special Relativity (or else the fines would be astronomical). This isn’t the speed of a galaxy moving through space, but the speed at which space between galaxies is expanding. Which, admittedly, is terribly confusing.

The speed of a galaxy, composed of matter, energy, and dark matter, must obey Einstein’s rules: gravity and Special Relativity. And one of the rules is that the speed of light is the cosmic speed limit, no one shall pass beyond this.

But space between the galaxies decides to emphasize the rules in a different order. The expansion of space is still governed by Einstein’s equations, just interpreted through the lens of spacetime geometry rather than the motion of objects. This geometry is shaped by, yet not reducible to, matter, energy, and dark matter.

Expansion is a feature of spacetime’s structure, not velocity in the usual sense, and thus isn’t bound by the speed of light. If space wants to expand, stretch, faster than a photon can travel, well so be it.

The space between galaxies is governed by dark energy and its enigmatic rules of geometry. Within galaxies, the rules are set by dark matter, and to a lesser extent by matter and energy, even though dark energy is likely present, its influence at galactic scales is minimal.

Note the use of the word scale here. Galaxies are gigantic, the Milky Way is 100,000-120,000 light-years in diameter. But compared to the universe at 93,000,000,000 light-years across, they’re puny. You would need 845,000 Milky Ways lined up edge-to-edge to span the known universe.

Estimates of the number of galaxies in the universe range from 100 billion to 2 trillion. So, at the scale of the universe, galaxies are mere pinpoints of light; blips of energy scattered across the ever-expanding heavens.

This brings us to dark energy, the mysterious force driving cosmic expansion. No one knows what it is, but perhaps empty space and dark energy are the same. There’s even some speculation, mostly mine, that dark energy is a phase shift of dark matter. A shift in state. A triptych move from Newtonian physics to Quantum Mechanics to…Space Truckin’.

In the beginning moments after the big bang, the universe was dominated by radiation composed of high energy particles and photons. As the universe cooled, the radiation gave way to matter and dark matter. As more time allowed gravity to create structures, black holes emerged and a new force began to dominate, dark energy. But where did the dark energy come from? Was it always part of the universe or did it evolve from other building blocks. Below are a few speculative ideas floating around the cosmic playroom.

J.S. Farnes proposed a unifying theory where dark matter and dark energy are aspects of a single negative mass fluid. This fluid could flatten galaxy rotation curves and drive cosmic expansion, mimicking both phenomena simultaneously.

Mathematicians Tian Ma and Shouhong Wang developed a unified theory that alters Einstein’s field equations to account for a new scalar potential field. Their model suggests that energy and momentum conservation only holds when normal matter, dark matter, and dark energy are considered together.

Ding-Yu Chung proposed a model where dark energy, dark matter, and baryonic matter emerge from a dual universe structure involving positive and negative mass domains. These domains oscillate and transmute across dimensions.

These ideas all rotate around the idea that reality revolves around a concept that everything evolves and that matter and energy, of all forms, flickers in and out of existence depending on dimensional scaffolding of space and the strength of gravity and radiation fields.  Rather than radiation, energy, matter, dark matter, and dark energy as separate entities, these may be expressions of a single evolving field, shaped by phase transitions, scalar dynamics, or symmetry breaking.

Now back to my regularly scheduled program. In August 2025, Quanta Magazine reported on a study led by Nobel laureate Adam Riess using the James Webb Telescope (JWST) to measure over 1,000 Cepheid variable stars with unprecedented precision. Cepheid stars pulsate in brightness over time with a highly predictable rate or rhythm, making them ideal cosmic yardsticks. Riess’s team found a Hubble constant of ~73.4 km/s/Mpc, consistent with previous Hubble Space Telescope measurements of Cepheid stars but still significantly higher than what theory predicts.

That theory comes from the standard model of cosmology: Lambda Cold Dark Matter. According to this framework photons decoupled from the hot electron-proton opaque soup about 380,000 years after the Big Bang went boom, allowing light to travel freely for the first time, and allowing space to be somewhat transparent and visible. This event produced the Cosmic Microwave Background (CMB).

This CMB permeates the universe to this day. It was discovered in 1964 by Bell Lab physicists Arno Penzias and Robert Wilson, who were trying to eliminate background noise from their radio antenna. The noise turned out to be the faint afterglow from the Big Bang, cooled down from its original 3000 Kelvin to a frosty 2.7 Kelvin. They received the Nobel Prize in Physics for this discovery in 1978.

Light from the CMB, as measured by the European Space Agency Planck satellite, has a redshift of approximately 1100, meaning the universe has expanded by a factor of 1100 over the past 13.42 billion years. By analyzing the minute temperature fluctuations in the CMB, Planck can infer the density of matter, dark energy, and curvature of the universe. Inserting these parameters into the Lambda Cold Dark Matter model yields a Hubble constant which turns out to be 67.4 + 1.71 (65.69-69.11). This value is considered the gold standard. Values beyond the Planck measurement are not necessarily wrong, just not understood.

At first glance, the difference between Planck’s 67.4 and Riess’ 73.4 may seem small. But it is cosmically significant. Two galaxies 43 billion light-years away and 3.26 billion light-years apart (1000 Mpc) would have a velocity difference of 6000 km/s or about 189 billion kilometers of increased separation per year. That’s the scale of what small differences in the value can add up to and is referred to as the Hubble tension.

Meanwhile, a competing team of researchers studying red branch and giant branch stars consistently scored the Hubble constant closer to the theoretical prediction of 67.4. This team led by Wendy Freedman believes that Hubble tension, the inability of various methods of measuring the Hubble constant to collapse to a single value, is a result of measurement errors

While some researchers, Wendy Freedman and others, suggest lingering systematic errors may still be at play, the persistence of this discrepancy, across instruments, methods, and team, has led others to speculate about new physics. Among the most provocative ideas: the possibility that the universe’s expansion rate may vary depending on direction, hinting at anisotropic expansion and challenging the long-held assumption of cosmic isotropy. But this seems far-fetched and if true it would likely break the Lambda Cold Dark Matter model into pieces.

And so, the cosmos grows lonelier. Not because the galaxies are fleeing, but because space itself is stretching, a wedge governed by the geometry of expansion. The further they drift apart, the less they interact, a divorce from neglect rather than malice. In time, entire galaxies will slip beyond our cosmic horizon, receding faster than light, unreachable even in principle. A cosmos of the lonely.

Source: The Webb Telescope Further Deepens the Biggest Controversy in Cosmology by Liz Kruesi, Quanta Magazine, 13 August 2024. JWST Observations Reject Unrecognized Crowding of Cepheid Photometry as an Explanation for the Hubble Tension at 8σ Confidence by Riess et al, The Astrophysical Journal Letters, 6 February 2024. Graphic: Cosmic Nebula by Margarita Balashova.

Gravity and Vanilla Black Holes

Einstein’s theory of general relativity, which includes gravity, predicts that black holes have a tricky feature: a singularity. This is a point where space and time are squeezed so tightly that the laws of physics break down—think of it as a cosmic “error message.” To fix this, scientists often turn to exotic matter—hypothetical substances with bizarre properties like negative energy—to smooth things out. However, a team from the University of Barcelona, led by Pablo Bueno, found an alternative. They didn’t need exotic matter at all. Instead, they tweaked Einstein’s gravity by adding an infinite series of extra “rules” (higher-curvature corrections) to the math.

Their solution works in spacetimes with more than four dimensions—beyond our usual height, width, depth, and time. In these higher-dimensional worlds, black holes can exist without singularities. This “smooths out” black holes, making them less mysterious and more like regular objects in spacetime—no weird stuff required.

The presence of extra dimensions doesn’t just fix singularities—it can also change how black holes behave. In higher-dimensional spacetimes, black holes might have different event horizon shapes (the boundary beyond which nothing escapes) or other structural quirks. The Barcelona team’s work shows that these altered properties emerge naturally from gravity in more than four dimensions, offering a fresh perspective on these cosmic giants.

Thinking outside the box, is it possible that these extra dimensions link black holes to “a reality outside regular spacetime,” like wormholes (tunnels through spacetime), braneworlds (parallel universes on higher-dimensional “membranes”), or even gateways to white holes (theoretical opposites of black holes that spit stuff out)? Theories like string theory and braneworld scenarios suggest that extra dimensions might allow such connections. For example, a wormhole could theoretically bridge two distant points in our universe—or even lead to a completely different universe.

While the math of higher dimensions opens the door to these possibilities, it’s all conjecture. The Barcelona team’s work is a major step forward in understanding black holes in higher dimensions, but it doesn’t directly prove connections to other realities.

Source: Grok 3. Regular Black Holes… by Bueno, P. et al., Physics Letter B, February 2025. Graphic: Black Hole Rendering, iStock licensed.

Mass–No Mass

A team of researchers from Penn State and Columbia University has recently observed a quasi-particle that is massless when moving in one direction but acquires mass when moving in a different direction. This quasi-particle, known as a semi-Dirac fermion, was captured by the team inside a ZrSiS crystal and was first theorized 16 years ago. The scientists observed that when the particle travels in one direction at the speed of light, it remains massless. However, when it is forced to change direction, it slows down for the ‘turn’ and gains mass.

This property relates to Einstein’s most famous equation, E=mc², which states that energy and mass are interchangeable, connected by the speed of light squared. According to Einstein’s Theory of Special Relativity, mass traveling at the speed of light would have infinite mass and require infinite energy to maintain its speed, which is impossible. Therefore, only massless particles can travel at the speed of light.

Relativistic effects also come into play when objects approach and attain the speed of light. As an object with mass moves faster, time dilation and length contraction effects become significant. At the speed of light, time would effectively stop for the object, and distances would shrink to zero. These extreme conditions are not physically achievable for objects with mass.

Source: ScienceDaily by Adrienne Berard, 2024. Semi-Dirac Fermions in a Topological Metal. Physical Review X, Shao, et al, 2024.

Exploration 17: Time

I have a few questions. If time didn’t exist–

  • How old would you be when you die?
  • How would you separate your birth from that of your mother’s?
  • Would you be self-aware?
  • Or in a slightly diffent form, would life be possible?
  • What form would E=mc2 and F=ma take?
    • E and F=m–some form of a n-dimensional black hole?
    • E and F=0–absolute zero temp, nothingness? This seems silly.
  • What form would physics, the universe, and everything take without time?
  • Would mathematics be any different?
    • If mathematics is constant what would the metaphysical ramifications be?

Is time artificial, a construct, a rationalization for something we do not understand?

I’ll stop now.