"Clearly Meert considers that paleosols have the potential to refute the global Flood. We agree!" — Tas Walker, Journal of Creation, 20031
"The details of the formation of such huge precipitites need work. Creationists need a major research project, not only on the Messinian precipitites, but also on many of the other monstrous precipitites in the sedimentary rocks." — Michael Oard, Journal of Creation, 20052
Summary
This section asks which deposits most resist a Flood that lasted one year, and how well the young-earth answer to each one holds. Each of its five articles takes one kind of rock that seems to record slow work. Salt left by evaporating seawater. Soils that formed on land surfaces and were buried. Burrows dug by animals living in the sea floor. Plankton shells settling on the deep ocean floor. Microbial mounds and iron-rich layers from the Precambrian. Each sets a minimum time through a process with a speed limit.
The section's verdict, stated first. No published young-earth model fits any of the five on its own numbers. The two hardest, salt and buried soils, rest on evidence that needs no mainstream date. One is a mass and energy balance that both sides compute the same way. The other is soil nodules and burrows that cut each other, which can only happen at a surface. Bioturbation comes third: its young-earth answer works for much of the lower Palaeozoic and fails for the Cretaceous shelf, which sits inside the Flood year on every boundary now defended. Stromatolites and banded iron formations fail every placement the young-earth literature has proposed, from Creation Week to the Flood year, but most of that literature puts them before the Flood. Deep-sea ooze rules out the one quantitative young-earth model, while leaving one retreat unpriced: putting most of the ooze inside the Flood year.
The young-earth answers take three forms. The first speeds the process up: soils form fast at first, burrowers dig in hours, a warm post-Flood ocean was more productive. The second swaps the process for another: salt from hot brines or molten salt instead of evaporation, nodules grown after burial, iron laminae precipitated in hours. The third moves the deposit out of the Flood year: stromatolites into Creation Week or the 1,656 years before the Flood, deep-sea ooze into the 4,500 years after it. The five articles price all three. Speeding up runs into a limit the process sets itself, such as sunlight for evaporation, solubility for brine, or the fastest measured mat growth. Swapping leaves the mass or the geometry where it was. Moving hands the clock to another window that is also short.
The young-earth side is right on more points than a skeptic expects, and the articles print them first.
- Sixty kilometres of seawater per kilometre of salt is correct, and the mainstream uses the same conversion.34
- The two published equations that turn a soil profile into years rest on ten and nine data points.5
- Large parts of the lower Palaeozoic are lightly burrowed, by mainstream count.6
- The ages on the standard deep-sea isotope stack are tuned, and the 100,000-year ice-age cycle is unexplained.78
- Whether the oldest stromatolites are biological is disputed, and counting laminae as years is unreliable.9
None of these shortens a clock.
The five articles, hardest first:
- Evaporites and Salt Domes. Evaporating the world's minimum buried halite in a year needs about 290 times the sunlight the earth receives. Hydrothermal out-salting removes water rather than making salt. Carnallite in the Zechstein potash beds cannot crystallise from the 800 °C melt of the salt-magma model, on that model's own table. The young-earth literature has three incompatible versions and no published model that fits.
- Buried Soils. Both sides use the same three tests for a buried soil. Calcrete nodules that cut and are cut by burrow walls were in the ground while it was a surface, and every young-earth alternative grows the nodule after burial. A Stage IV calcrete in the Triassic Chinle, inside the Flood on every boundary now defended, costs thousands of years even on the weakest chronometer. No young-earth field study has examined a paleosol inside a Flood sequence.
- Bioturbation and Trace Fossils. The young-earth generalisation is about half right. Much lower Palaeozoic rock is lightly burrowed, but Cretaceous shelf sediment is homogenised through its thickness. The one fast rate in circulation is the low end of a range that runs to 24 weeks for one 12 cm bed. Four young-earth authors have written in their own journals that the movement's answers fail.
- Stromatolites and Banded Iron Formations. Steven Austin's own 12-foot stromatolite bed needs 10,800 to 20,300 years at the measured growth rate, against the 1,656 years he allows its whole group. The Hamersley iron formation needs an oxygen-free ocean and air and a deposition rate 110,000 to 33 billion times the measured one, depending on the placement. The young-earth literature has five placements and no arithmetic for any of them.
- Deep-Sea Sediment. Larry Vardiman's 1996 model needs 38,000 to 170,000 times today's rate in its first post-Flood year. Thorium-230, which needs no age model, measures a few centimetres per thousand years. Vardiman's own curve puts a magnetic reversal in the Iron Age, when dated burnt floors in Israel record a strong normal field. Three published young-earth figures disagree by three to four orders of magnitude.
Why that order. Two questions sort them. First, does the decisive evidence need a mainstream rate or date, which a young-earth reader can dispute? Second, does the deposit sit inside the Flood year on every boundary young-earth geologists now defend, so that no model can move it out? Salt answers no to the first and yes to the second. Buried soils and bioturbation answer yes to the second, and buried soils have a test that needs no rate, which bioturbation lacks. Stromatolites and deep-sea ooze sit mostly outside the Flood year, and the deep-sea article leaves its Flood-year exit unpriced. Part 7 sets out the ranking.
This overview also corrects three things in its children, none of which changes a verdict. The Buried Soils verdict says every young-earth boundary puts the Badlands and Willwood soils inside the Flood; on the Cretaceous/Paleogene boundary, half the live debate, they fall after it. Its headline shortfall of 3,400 times sets 4.3 days against a maximum for the weakest soils, not a minimum. And the Stromatolites article calls the iron-formation rate its creationist sources cite "slower than modern pelagic ooze," when that rate runs from about the pace of ooze to 25 times it. Part 9 gives each correction and the figure to use.
Part 1: Evaporites and salt domes
The young-earth position, in its own words. Every serious young-earth writer since 1973 has proposed something other than evaporation. Three versions are in print. John Morris of the Institute for Creation Research: "Many now think the salt was extruded in superheated, supersaturated salt brines from deep in the earth along faults."10 Michael Oard: "One would not expect true evaporites to form in the Flood, but the idea of precipitating the chemicals out is likely."2 Stef Heerema: "the deposits were emplaced as a molten magma at temperatures above 800°C."4 Heerema and Gert-Jan van Heugten reject the first version outright: "hydrothermal models are incapable of explaining salt tectonics."11 The salt bodies are Flood deposits in these authors' own placements. Tim Clarey of ICR puts Late Precambrian salts of the Middle East, Pakistan and India in "the earliest days of the Flood."12 Oard moves the boundary into the late Cenozoic to keep the Messinian salt of the Mediterranean inside it.2
The article's verdict. None of the three routes puts the salt in a Flood year, and the wall each one hits is made of mass, not interpretation. Hay and colleagues' minimum inventory of buried halite is 9.1 × 10⁶ km³.13 The Evaporites article converts that to 7.07 × 10²⁰ kg of water to evaporate, which in a year is 5.1 × 10¹⁹ watts against 1.74 × 10¹⁷ watts of sunlight, about 290 times. Hydrothermal out-salting does not escape the mass: the paper that proposes it gets 20 to 27 kg of halite from seawater holding 1,000 kg of water, which already carried about 28 kg.14 It removes water and does not make salt. The salt-magma model fails on its own Table 1, which lists carnallite melting at 117 °C;4 carnallite is a hydrate, and it is a primary mineral of the Zechstein potash beds.15 The Castile Formation holds 260,000 measured couplets in 447.2 m,16 one every two minutes in a Flood year, and the only published reply is a two-page poster whose count of 210,000 matches neither of the source's own totals.17
What the article leaves open. The strongest young-earth version has never been published. It would grant the seawater and the mass, and take the heat and the pumping from magma during catastrophic plate tectonics instead of from the sun. The article builds that case itself, labels it as its own, and finds it capped by throughput: 5 × 10⁵ times all circulation through ocean crust today. One reply that might answer the carnallite objection, Heerema and van Heugten's 2022 "countering critics" paper, could not be obtained.
Part 2: Buried soils
The young-earth position, in its own words. The young-earth side accepts the test. Tas Walker: "The three main field features used to interpret a paleosol are root traces, soil horizons, and soil structures."1 Its case is that most claimed paleosols fail it. Michael Oard: "All soils have soil horizons, but with few exceptions paleosols lack a top organic horizon, one of the best indications of a buried soil."18 Peter Klevberg, Oard and Richard Bandy: "complete absence of the A horizon makes a paleosol claim suspect."19 For what remains, the Flood itself is offered as the cause: "These fluids would easily modify or react with sediment giving it the appearance of a buried soil."18 Roots are explained the same way: "One would expect all kinds of roots and root traces in sediments or sedimentary rocks caused by the Deluge, since the Flood-borne sediments would have buried many."19 Walker adds that "unless it has been historically attested, the concept of a paleosol is merely an interpretation."1 And the young-earth side is right that soils begin fast. Greg Retallack's textbook: "Organic surface horizons form in only tens to hundreds of years."20
The article's verdict. Buried soils are a real and unanswered problem for a one-year Flood. The missing A horizon is what the mainstream predicts: organic matter is destroyed after burial, and "Reduction haloes around buried organic matter can form in only a few hundred years."20 The diagenetic answer fails a test that needs no rate. On the Late Ordovician Potters Mills paleosol in Pennsylvania, "The nodules truncate and are truncated by the burrow walls indicating that the burrows are part of the original soil."21 A nodule that cuts an open burrow and is cut by it grew while the ground was a surface, and flocculation, hydrothermal alteration and diagenesis all act after burial. In the Chinle Group, Lawrence Tanner describes a "Mature (Stage IV) calcrete profile" in the Owl Rock Formation.22 Retallack's nodule chronometer, the weak one, with R² = 0.57 and a standard error of 1.8 thousand years,5 gives that profile 5.0 to 8.6 thousand years, and about 3,000 after subtracting the full error. Machette's carbonate masses and rates, which are calibrated on the standard chronology, give it about 253,000 years.23 And Klevberg, Bandy and Oard's one field study examined only Pliocene to Pleistocene colluvium, which their own model places after the Flood.24
What this overview adds. The Badlands count is a fact both sides quote: "at least 87 successive fossil soils in 143 m."25 Give that section the whole Flood year and each soil gets 4.3 days. The Buried Soils article sets those days against Retallack's 40 to 80 years for a very weakly developed profile and reports a shortfall of 3,400 times. But Retallack calls that figure "the maximum number of years for a very weakly developed peat."20 A maximum for the weakest class is not a minimum for any soil, so the 3,400 is not a floor.26 The Badlands case therefore rests on how developed its 87 profiles are, which the article does not report, and on where the Flood boundary is set. Part 6 shows that on the Cretaceous/Paleogene boundary the Badlands and the Willwood soils fall after the Flood. The Chinle calcrete and the Potters Mills nodules carry the case on every boundary now defended.
Part 3: Bioturbation and trace fossils
The young-earth position, in its own words. Andrew Snelling grants that burrows are a clock: "Because bioturbation requires the passage of time, the degree of bioturbation found preserved in sedimentary strata at numerous levels in the rock record would likewise presumably testify to the passage of perhaps significant amounts of time between the successive deposition of those strata."2727 His answer has two parts. Most strata are not burrowed: "there is so little bioturbation of sedimentary strata in the geologic record."27 And burrowing is fast: "a 12-cm-thick layer of sediment can be 67 percent bioturbated in as little as 5.5 hours."27 John Woodmorappe states the hard case himself: "Thick sequences of sedimentary rock, characterized by high ichnofabric indices, and occurring in undoubted superposition, may have had insufficient time during the Flood for them to be explained by one-horizon-at-a-time bioturbation."28 He offers a budget, "one year (8,766 hours) of overall deposition with active sedimentation occurring half of this time,"28 and a mechanism, lithified crusts that let several tiers be worked at once, which he says "requires experimental validation."28
The article's verdict. The generalisation is about half right. Mainstream work supports it for much of the lower Palaeozoic: "86% of strata in this 430-m succession are unbioturbated," in a Lower Devonian section in Algeria.6 It fails for the Cretaceous, when "the majority of offshore and shelf sediments were completely homogenized by biogenic mixing."6 The fast rate is the low end of a range. Its primary gives "Estimated durations range from 15.5 to 4020 hours (~1 day to 24 weeks)" for one 12 cm bed,29 and Snelling's source, Woodmorappe, prints 15.5 hours for the same sentence.28 At 15.5 hours a surface, Woodmorappe's 4,383 quiet hours buy about 283 surfaces, or roughly 34 m of heavily reworked rock in any one column for the whole Flood. The Cambrian survey he points his readers to covers 1,151 m, and "the majority of the total thickness has an ichnofabric index of 3 or greater."28 Four young-earth authors have said in print that the movement's answers fail. Carl Froede: "neither perspective is consistent with the actual rock record."30 Chad Arment, on the Palaeocastor burrows: "clearly disconfirms this as a possibility."31
What the article leaves open. Nobody on either side has counted the colonisation surfaces in a named Cretaceous formation and multiplied by a measured time per surface. That count is what would turn the Cretaceous verdict from a direction into a number. Woodmorappe's crust idea is still untested twenty years on.
Part 4: Stromatolites and banded iron formations
The young-earth position, in its own words. There is no single position. The young-earth literature puts these Precambrian rocks in five places across its whole timeline. Steven Austin, for the Grand Canyon's Chuar Group: "most of the Chuar Group is pre-Flood (most representing, perhaps, the first 1,656 years after Creation)."32 Andrew Snelling puts the first stromatolites in "the middle or latter part of the third day of the Creation Week era,"27 and the end of the third day "at the Archean/Proterozoic boundary."27 Kurt Wise makes the stromatolites of hydrothermal settings "the first Flood deposits."33 Harry Dickens has "early Precambrian BIFs forming in the early Creation Week and late Precambrian BIFs forming in the initial phase of Noah's Flood."34 Tim Clarey in 2026: "many Proterozoic (Precambrian) sediments may have also been part of the Genesis Flood."35 For the iron formations, Dickens and Snelling relay a mainstream case for "the 'rapid' (similar to or faster than the rate of deposition of modern pelagic sediments) rather than gradual (millions of years) origin of BIFs."36
The article's verdict. No published placement survives its own numbers. The cleanest case uses no mainstream chronology. Austin describes at the base of the Awatubi Member "a massive limestone stromatolite layer 12 feet thick."32 The living stromatolites of Shark Bay, dated by radiocarbon, grow 0.18 to 0.34 mm a year.37 So the bed alone needs 10,800 to 20,300 years, six to twelve times the window Austin gives its whole group, and the group around it is "a measured maximum thickness of 6,610 feet,"32 1.22 m a year for 1,656 years. The Hamersley Group in Australia is 2.5 km thick and "dated between 2.63 and 2.45 Ga,"38 a mainstream bracket that gives 13.9 m per million years, and Lantink and colleagues measured "∼5 m/My to 15 m/My" inside one member.39 A pre-Flood placement needs that rate multiplied by 110,000, a Flood-year placement by 180 million, a Creation-Week placement by 33 billion. The iron also needs an ocean without oxygen, and the sulfur in the same rocks needs air with "probably less than 0.001% of the present atmospheric level" of oxygen.40 Every placement puts that air in Creation Week, over Adam, or over Noah.
What the article leaves open. The stromatolite clock is the narrowest margin in this section. It closes if pre-Flood mats grew about twelve times faster than any lithifying stromatolite measured, and Chivas's own abstract reports lamina-count estimates for some Precambrian stromatolites up to 250 times faster than his measured rates.37 Those estimates come from the lamina counting the article shows to be unreliable, and no such rate has been measured, but a reader should know the gap is a factor of ten and not a factor of a million. The iron-formation rates are large, and every one of them, Barley's included, rests on uranium-lead brackets or on orbital periods, which a young-earth reader rejects.41 The atmosphere argument rests on reading the sulfur signal as the mainstream does; the young-earth reply cites Ohmoto's work, which the article could not obtain.
Part 5: Deep-sea sediment
The young-earth position, in its own words. The only quantitative young-earth model of the deep ocean floor is Larry Vardiman's, published by ICR in 1996. "The model of deposition presented in this paper differs from the conventional model primarily in the rate of deposition, which is asserted to have peaked at an enormous level during and after the biblical Flood and is presumed to have fallen at an exponential rate to the present low level."4242 He named its weak point himself: "can the oceans supply enough nutrients, in some 4500 years, to explain the observed sediments?"42 Jake Hebert of ICR still cites it, for "initially rapid but gradually decreasing sedimentation rates during and shortly after the Flood."43 Hebert answers the measured rates by calling them circular: "both the evolutionary timescale and the astronomical theory are assumed to be true, and these assumptions are then used as criteria by which dating methods are judged to be 'correct' or 'incorrect.'"43 And he puts the magnetic reversals recorded in the cores inside the Flood: "Creation scientists believe these magnetic reversals occurred rapidly during the Genesis Flood."43
The article's verdict. The measured rates, the sediment's own record and the creationist literature itself all rule Vardiman's model out. Thorium-230 made in seawater sticks to falling particles at a rate set by decay constants, so it measures how fast sediment arrived with no stratigraphy and no assumed age. Costa and colleagues applied it to over 1,000 records and got a late-Holocene mass flux of 1.48 to 1.68 g per cm² per thousand years.44 A radiocarbon date in one of Vardiman's own cores gives 3.8 to 4.1 cm per thousand years.45 Vardiman's curve needs 0.75 to 3.5 m in the first post-Flood year, 38,000 to 170,000 times the rate he takes for today. His curve also puts the Brunhes-Matuyama reversal about 1300 to 700 BC, while 20 dated burnt destruction layers in Israel from that window record a strong field, with spikes of more than twice today's intensity and inclinations that shift by three or four degrees between events, and no reversal.464646 And the young-earth figures disagree by three to four orders of magnitude. Kenneth Patrick allows "only tens of centimetres in a total of 5,000 years."47 Snelling caps post-Flood productivity at "5 to 10 times greater than at present."27 Vardiman needs tens of thousands of times.
What the article leaves open. It refutes a post-Flood model, and it leaves the other young-earth option unpriced. Patrick's tens of centimetres, Hebert's Flood-year reversals and the late-Cenozoic boundary of the camp ICR now follows all point the same way: most of the deep-sea column laid down inside the Flood year. Snelling himself says productivity calculations "are insufficient to show how these chalk beds were produced during the Flood itself."27 That version moves the problem rather than escaping it. It meets the plankton budget argued in Chalk, Limestone, and the Flood, and it meets burrows. The Bioturbation article reports from 48 deep-sea cores of Cenozoic age that "rates of bioturbation appear to have, under most circumstances, outpaced sediment accumulation rates."6 The Deep-Sea Sediment article lists burrows in its cores as not worked up. Vardiman's monograph itself was never obtained; only his condensed paper and Oard's review were read.
Part 6: The five side by side
The table puts each article's problem, the young-earth answer, the article's verdict and what would change it in one row. Figures that come from mainstream inventories, calibrations or dates are labelled as such. Counts and thicknesses are observations both sides accept. Every number is cited in Parts 1 to 5 and in the child articles.
| Deposit | The rate or duration problem | The young-earth answer | The article's verdict | What would change it |
|---|---|---|---|---|
| Salt | Hay's minimum of buried halite, 9.1 × 10⁶ km³ (a mainstream inventory), needs about 290 times the earth's sunlight to evaporate in a year; the Messinian alone needs 32 times. The Castile holds 260,000 counted couplets in 447.2 m, one every two minutes in a Flood year. | Not evaporation. Hot brines from deep in the earth (Morris); precipitation by a mechanism still to be worked out (Oard); salt magma above 800 °C (Heerema, Clarey). | No route fits. Out-salting removes water and makes no salt. Carnallite cannot crystallise from an 800 °C melt. The three versions contradict each other. The best young-earth case, magmatic heat during plate tectonics, is unpublished and capped by throughput. | A bromine or fluid-inclusion record off the evaporation path; contact metamorphism at a salt contact; carnallite from a dry melt; a thermal model of the 2023 Castile intrusion that cools in a year. |
| Buried soils | 87 soils in 143 m at Badlands get 4.3 days each if the whole Flood year is spent there. One Stage IV calcrete in the Chinle costs 5,000 to 8,600 years on Retallack's nodule chronometer, about 3,000 after its full error, and about 253,000 on Machette's carbonate rates; all three are mainstream calibrations. | They are not soils. The A horizon is missing, the nodules grew after burial, the roots are Flood debris, and a paleosol is an interpretation. Soils also start forming fast. | A real and unanswered problem. The missing A horizon is what burial predicts. Nodules that cut and are cut by burrow walls grew at a surface, which every young-earth alternative excludes. No young-earth study has examined a paleosol in a Flood sequence. | A young-earth field study of a Chinle or Badlands profile showing that the nodule-and-burrow relation can form in a week; a demonstration that burial does not destroy the A horizon. |
| Bioturbation | One 12 cm bed took 15.5 to 4,020 hours to rework (a mainstream estimate). Woodmorappe's 4,383 quiet hours at the fast end buy about 34 m of heavily reworked rock per column; the Cambrian survey he cites has 1,151 m, mostly at ichnofabric index 3 or above. Cretaceous shelf sediment is homogenised throughout. | Little of the record is burrowed (Snelling). Burrowing takes hours. A year of half-active, half-quiet deposition, and lithified crusts that let several tiers be worked at once (Woodmorappe). | About half right. It holds for long stretches of the lower Palaeozoic and fails for the Cretaceous, which is Flood rock on both live boundaries. Four young-earth authors say in print that the answers fail. | A count of colonisation surfaces in a named Cretaceous formation that fits a year; an experiment showing that lithified crusts work; Brand and Chadwick's survey published with numbers. |
| Stromatolites and iron formations | Austin's 3.66 m stromatolite bed needs 10,800 to 20,300 years at Shark Bay's radiocarbon-dated rate, six to twelve times his 1,656-year window. The Hamersley's 13.9 m per million years, from a mainstream uranium-lead bracket, must run 110,000 times faster before the Flood, 180 million times in the Flood year, and 33 billion times in Creation Week. | Five placements: pre-Flood (Austin), Creation Week (Snelling, Dickens), the first Flood deposits (Wise), the initial Flood (Dickens), the Flood year (Clarey 2026). The iron formations formed "rapidly." | No placement survives its own numbers. The cited "rapid" rate is at most a millimetre a year. The iron and the sulfur need an oxygen-free ocean and air under every placement. | A lithifying stromatolite measured above 1 mm a year; a precipitation model that yields the measured band ratios; an iron budget that closes; a reading of the sulfur record that explains why it stops. |
| Deep-sea ooze | Thorium-230, with no age model, measures 1.48 to 1.68 g per cm² per thousand years; a radiocarbon date in one of Vardiman's own cores gives 3.8 to 4.1 cm per thousand years. Vardiman's curve needs 0.75 to 3.5 m in the first post-Flood year, 38,000 to 170,000 times the rate he takes for today. | Rates fell exponentially from an enormous post-Flood peak (Vardiman). The measured rates are circular, and the reversals happened in the Flood (Hebert). | The model is ruled out by measurement with no age in it, by its own Iron Age reversal, and by young-earth figures that disagree a thousandfold. The Flood-year alternative is not priced. | A core that thins exponentially with depth, as Vardiman's model predicts; his unread data appendices; a priced Flood-year model of the column, burrows included. |
Where each deposit falls on the two live boundaries
Which of these is a Flood-year problem depends partly on where a model ends the Flood. The Flood/Post-Flood Boundary finds two live camps. The Cretaceous/Paleogene camp, from Austin and colleagues in 1994 to Whitmore, Garner, Ross and Arment, puts the end of the Flood at the top of the Cretaceous. In Whitmore and Garner's words, "the Flood/post-Flood boundary falls approximately during Lance to Fort Union Time (the Cretaceous/Tertiary boundary occurs after the Lance)."4848 The late-Cenozoic camp of Holt and Oard, adopted by Clarey at ICR, puts most of the Cenozoic inside the Flood. No active camp now puts the boundary below the Cretaceous.
| Deposit | Age as the mainstream names it | Cretaceous/Paleogene boundary | Late-Cenozoic boundary |
|---|---|---|---|
| Castile and Zechstein salt | Permian | Flood | Flood |
| Messinian salt | Late Miocene | After the Flood | Flood |
| Potters Mills paleosol | Late Ordovician | Flood | Flood |
| Chinle calcretes and root traces | Late Triassic | Flood | Flood |
| Badlands and Willwood paleosols | Eocene to Oligocene | After the Flood | Flood |
| Lightly burrowed Palaeozoic strata | Cambrian to Devonian | Flood | Flood |
| Homogenised Cretaceous shelf sediment | Cretaceous | Flood | Flood |
| Cenozoic deep-sea ooze | Cenozoic | After the Flood, in Vardiman's window | Mostly Flood |
| Chuar stromatolites, Hamersley iron formation | Precambrian | Set by the placement, not the boundary | Set by the placement, not the boundary |
No boundary empties the Flood year. The Permian salt, the Ordovician and Triassic soils and the Cretaceous burrows sit inside it for both camps. Raising the boundary adds the Messinian salt, the Badlands and Willwood soils and the Cenozoic ooze to the Flood year. Lowering it moves them into the post-Flood centuries, where the one young-earth attempt to price such a deposit, Vardiman's, fails.
Part 7: How hard each one is, and why
The ranking uses four questions. Does the decisive evidence need a mainstream rate or date, which a young-earth reader may reject? Does the deposit sit inside the Flood year on both live boundaries? Does any part of the young-earth answer hold? And how large is the smallest gap the articles price?
| Rank | Deposit | Does the decisive evidence need a mainstream rate or date? | Inside the Flood year on both live boundaries? | Does any part of the young-earth answer hold? | Smallest priced gap |
|---|---|---|---|---|---|
| 1 | Salt | No. Mass and energy, with a conversion both sides agree on. | Yes, for the Permian Castile and Zechstein. | No. | About 290 times the sun's power, and a mass that out-salting cannot supply |
| 2 | Buried soils | The identification, no: agreed criteria and cross-cutting geometry. The duration, yes: chronometers both sides call weak. | Yes, for the Ordovician and Triassic profiles. | In part: soils start forming fast, and the chronometers are weak. | About 3,000 years for one Chinle calcrete, on the weakest chronometer less its full error |
| 3 | Bioturbation | Yes: the time each colonised surface needs, 15.5 to 4,020 hours. | Yes, for the Cretaceous shelf. | Yes, for long stretches of the lower Palaeozoic. | About 34 m of heavily reworked rock per column, on Woodmorappe's own budget |
| 4 | Stromatolites and iron formations | The stromatolite clock, only one measured modern rate. The iron clocks, uranium-lead brackets or orbital periods. | No. Most placements are before the Flood. | In part: biogenicity is disputed, and laminae are not years. | Six to twelve times, for Austin's bed in his own window |
| 5 | Deep-sea ooze | No. Thorium-230 and a radiocarbon date. | No. The Cenozoic ooze is post-Flood on one boundary and Flood on the other. | In part: tuned ages, the 100,000-year cycle, scarce buried nodules. | 38,000 times, for Vardiman's model; the Flood-year version is not priced |
Salt is first because its decisive evidence contains no rate at all. The seawater conversion is the young-earth side's own, the energy is set by sunlight, and the brine is set by solubility. Every young-earth version also places these salts in the Flood, and they contradict each other.
Buried soils are second. Their identification as soils needs no rate: the criteria are agreed, and a nodule that cuts a burrow and is cut by it grew at a surface. How long each soil took does need a rate, and the rates come from chronometers the young-earth side is right to call weak. That is the one leg salt does not have.
Bioturbation is third, close behind. Its failing rocks, the Cretaceous shelf, are Flood rock on both boundaries, and its young-earth authors concede in print more freely than in any other literature here. But it has no test that needs no rate. Its clock is the number of colonised surfaces times the time each needed, and nobody has counted the surfaces.
Stromatolites and iron formations are fourth. They fail every placement proposed, and the atmosphere argument is not a rate argument at all. But most young-earth authors put them before the Flood, so they are a problem for the young-earth chronology more than for the Flood models. The one clock free of mainstream dates has the smallest margin in the section, a factor of six to twelve, and the large multiples rest on brackets a young-earth reader rejects.
Deep-sea ooze is last for the Flood models, though its evidence is the cleanest in the section. Thorium-230 normalisation contains no age model, and the Iron Age reversal comes from Vardiman's own curve. As a verdict on Vardiman, nothing here is more decisive. It ranks last only because the young-earth side has an exit the article does not price: put most of the ooze inside the Flood year, as Patrick's figure and ICR's present boundary both imply. Every exit the stromatolite literature has proposed has a price, and that one does not, yet.
Two of these calls are close. Buried soils and bioturbation could trade places, since bioturbation has the stronger concessions and soils the stronger test. Stromatolites and deep-sea ooze could trade too, if the Flood-year version of the ooze were priced and failed.
Part 8: What the five articles add up to
Read together, the five articles show four things that none shows alone.
1. The decisive arguments avoid the mainstream timescale. Salt is decided by mass and energy, and buried soils by which feature cuts which. Austin's own bed and one measured growth rate decide the stromatolites, and Woodmorappe's own budget, at the fastest rate he cites, prices the bioturbation case. For the deep sea, a measurement with no age model in it decides. Mainstream ages do enter: the soil chronometers, the uranium-lead brackets on the iron formations, Machette's carbonate rates. The articles label each one, and no verdict here rests on such a figure alone.
2. Moving a deposit out of the Flood year never makes it free. It hands the clock to a window that is also short. Before the Flood, Austin's bed needs six to twelve times his window, and the Chuar around it 1.22 m a year for 1,656 years. After the Flood, Vardiman's curve needs tens of thousands of times today's rate and puts a reversal in the Iron Age. In Creation Week, the iron formation needs 33 billion times its measured rate, under air with almost no oxygen, days before the creatures that breathe it. And Part 6 shows that the boundary itself cannot empty the Flood year of these deposits.
3. The young-earth literature has priced almost none of them. Across five literatures the articles found two young-earth models that put a number on fitting a whole deposit into the young-earth timeline. One is Vardiman's sea-floor curve, the other Woodmorappe's bioturbation budget. Both fail on their own authors' inputs: Vardiman's curve puts the reversal in the Iron Age, and Woodmorappe's budget at his own fast rate buys about 34 m of reworked rock. Patrick's tens of centimetres of post-Flood ooze agrees with the measured rate, and leaves the rest of the column to the Flood year, where nobody has priced it. Everything else is a mechanism without a number: hot brines, salt magma, diagenetic nodules, lithified crusts, rapid iron precipitation, a warm and productive ocean. Each article names the calculation its mechanism needs.
4. Young-earth authors have said much of this in print. Walker agreed that paleosols could refute the Flood.1 Oard called for "a major research project" on the salt.2 Woodmorappe wrote that thick, heavily burrowed sequences "may have had insufficient time during the Flood."28 Froede and Arment wrote that the bioturbation answers fail.3031 Snelling wrote that his productivity figures cannot explain chalk made "during the Flood itself."27 Austin closed his placement of the Chuar with "More study on these strata is needed."32 And within each literature the authors disagree with each other. There are three versions of the salt, five placements of the stromatolites, and three deep-sea figures three to four orders of magnitude apart. On how burrowed the record is, Snelling and Woodmorappe describe the same rocks incompatibly.
Part 9: Where the articles differ, and which figure to use
Reading the five side by side turned up two disagreements between articles and four smaller defects. None changes a verdict. Each is settled here from the sources the articles themselves quote, and each is listed for correction in the child.
- Which soils are Flood soils. The Buried Soils verdict places the Chinle calcrete, the Badlands' 87 profiles and the Willwood stack in "formations every young-earth boundary places inside the Flood." The Flood/Post-Flood Boundary shows otherwise. On the Cretaceous/Paleogene boundary the whole Cenozoic is post-Flood,48 so the Badlands, which are mid-Tertiary, and the Willwood, which is early Eocene, fall after the Flood.2549 The Chinle is inside the Flood on every boundary now defended, though the recolonisation proposal of 1996, which its own authors later gave up, put it after: Paul Garner then placed the boundary "towards the end of the Palaeozoic."505048 Use: the Ordovician Potters Mills and Triassic Chinle profiles are Flood-year soils for both live camps; the Badlands and Willwood are Flood-year soils only for the late-Cenozoic camp.
- The Badlands shortfall. The Buried Soils article sets 4.3 days per soil against Retallack's 40 to 80 years and reports 3,400 times. Retallack gives the 40 to 80 years as "the maximum number of years for a very weakly developed peat," a ceiling for the weakest class.20 Use: 4.3 days per soil as the count's consequence, with no multiple, until the development class of the 87 profiles is reported.26
- Barley's rate and modern ooze. The Stromatolites article answers the "rapid BIF" claim by saying that Barley's 30 to 1,000 m per million years is "slower than modern pelagic ooze." Barley's own sentence compares his floor of 30 with "the rate of 40 m Myr⁻¹ estimated for modern uncompacted pelagic sediments," and his upper range runs to 1,000.4141 The Deep-Sea Sediment article's radiocarbon rate, 3.8 to 4.1 cm per thousand years, is 38 to 41 m per million years.45 Use: Barley's "rapid" is about the pace of modern ooze at its floor and up to 25 times it at its top, as Dickens and Snelling's gloss says. Its top is still one millimetre a year, so the article's conclusion stands.51
- How independent the iron-formation rate is. The Stromatolites article answers the charge that it leans on radiometric dates by saying that, with the thickness clock and band clock discarded, Barley's rate "still says the same thing." Barley's rate comes from the same kind of evidence, a uranium-lead bracket between a tuff band and a rhyolite.41 Use: on young-earth premises the iron-formation rate has no leg independent of mainstream time. The stromatolite clock and the oxygen-free ocean and air carry that article's verdict.
- Manganese nodules. The Deep-Sea Sediment article says that the mainstream explanation of scarce buried nodules, that burrowers keep them at the surface, is taken up in the Bioturbation article. That article does not mention manganese nodules. What it does hold that bears on the deep sea is the report from 48 Cenozoic deep-sea cores that burrowing outpaced accumulation.6
- The deep-sea multiple. The Deep-Sea Sediment article gives Vardiman's first-year demand as 30,000 to 140,000 times in its Summary, 38,000 to 170,000 times in Part 3 and its Verdict, and 40,000 to 170,000 in its description. The first compares with Costa's measured flux, the second with the 0.02 mm a year that Vardiman takes for today. Use: 38,000 to 170,000 times Vardiman's own present rate.
Objections and responses
"Every one of these clocks assumes today's rates. A global catastrophe changes rates." It changes some rates, and the articles grant the change wherever it is offered. The Stromatolites article tests growth up to 250 times the measured rate. The Bioturbation article uses the fastest reworking time in print, and the Deep-Sea Sediment article uses Snelling's own ceiling of five to ten times today's productivity. But the two hardest cases do not use a rate. Evaporation is limited by the energy of sunlight and brine by the solubility of salt, and a catastrophe raises neither. A nodule that cuts a burrow and is cut by it grew while the burrow was open, whatever the rate.
"Move the deposit out of the Flood year and the problem goes away." It moves to another short window, and Part 8 prices each move. Young-earth authors also place most of these deposits inside the Flood themselves. Clarey puts Precambrian salts in "the earliest days of the Flood,"12 and Oard moves the boundary to keep the Messinian inside.2 Part 6 shows that the Permian salt, the Ordovician and Triassic soils and the Cretaceous burrows sit inside the Flood for both live camps.
"No young-earth model claims all five of these at once. You are mixing models." Each article tests each model against the deposits that model itself places. This overview adds nothing to any model's bill. What it adds is the boundary table, which shows that a choice of boundary trades problems between the Flood year and the centuries after it rather than removing them.
"The mainstream has unsolved problems here too." It does, and the articles print them. Tachyhydrite in the Aptian salt needs a dry climate in a wet world.14 The 100,000-year ice-age cycle is unexplained.8 Buried manganese nodules are scarce. Whether the oldest stromatolites are biological is disputed. Measure how far each dispute is from a Flood year. The whole mainstream spread on the salt runs from about 50,000 to 700,000 years, the ice-age argument is between 41,000-year and 100,000-year pacing, and the Archean oxygen argument is between 3.0 and 2.4 billion years. None of these disputes is within four orders of magnitude of one year.
"Five deposits out of a whole column is cherry-picking. Most of the record was laid down fast." Much of it was, and Rapid Deposition and Catastrophism is the heading for that evidence. But a model of the whole column has to fit its slow parts as well as its fast ones. The young-earth answers here work by finding the stretches that fit, such as the lightly burrowed Palaeozoic or the early stage of soil formation. The articles grant those stretches. One deposit inside the Flood year that cannot fit a year is enough to need an answer, and this section has several.
"These articles lean on radiometric dates that young-earth geologists reject." Part 7's ranking table says, deposit by deposit, which evidence does and which does not. Salt, the soils' geometry, the stromatolite bed and thorium-230 use no radiometric date. The soil chronometers, Machette's rates and every iron-formation rate do, and the articles label them.
"'No young-earth author has done the calculation' is an argument from silence." It is a report on literature that was searched, and each article names what it searched and what it could not obtain. It is also a prediction anyone can test. Each article states the calculation its young-earth mechanism needs, and one published result would change that row of the table.
A creationist's objection: "God could have made the salt, the iron formations or the soils as they are." None of the authors whose models are tested here says so. Morris, Oard, Heerema, Austin, Snelling, Wise, Dickens, Vardiman and Woodmorappe all propose processes, and the articles test those processes. A created paleosol would also carry burrows cut by nodules, recording animals that never lived and soils that never formed. That is a different argument from Flood geology, and not one this section answers.
Issues and unanswered questions
- Unobtained sources that could change a verdict. Heerema and van Heugten's 2022 "countering critics" paper, which might answer the carnallite objection. Vardiman's 1996 monograph, whose data appendices were never seen. David Nutting's 1984 ICR thesis, the root of the hydrothermal salt argument. Froede's 1998 treatment of paleosols. The full text of Lascelles 2013, the only source for Dickens's hours-to-days claim for iron formations. Ohmoto's work on the sulfur signal, which Oard's reply rests on.
- Tests nobody has run. A count of colonisation surfaces in a named Cretaceous formation. A young-earth field study of the nodule-and-burrow relation at the Chinle or the Badlands. Whether pollen in bedded salt sits inside fluid inclusions or along grain boundaries. A plot of thorium-normalised flux against depth in one abyssal core, which would test Vardiman's predicted exponential thinning. A measured growth rate for any lithifying stromatolite above 1 mm a year.
- The Flood-year version of the deep-sea column is unpriced. Neither the Deep-Sea Sediment article nor this overview has computed what laying down most of the ocean's ooze in one year would need, burrows and isotope stages included. Until that is done, the deep-sea verdict stands against Vardiman's model, not against the deposit's Flood-year option.
- The ranking is a judgment. It rests on the four questions in Part 7, and two of its calls are close. A reader who weighs concessions in print above rate-free tests would put bioturbation above buried soils.
- The Badlands case needs its development classes. Until someone reports how developed the 87 Badlands profiles are, the count cannot be turned into a minimum time. The Chinle calcrete and the Potters Mills geometry carry the buried-soils case meanwhile.
- Defects found in the children are listed in Part 9 and have not yet been corrected there.
Verdict
No deposit in this section has a young-earth model that fits it, and the two hardest fail on evidence that contains no mainstream date.
Salt is the clearest case. The young-earth arithmetic for it is right, and the mainstream uses the same conversion. But every route to a Flood-year origin runs into mass: evaporation needs 290 times the sun, out-salting removes water without making salt, and salt magma cannot make carnallite. Buried soils come next. Both sides use the same three tests, and a nodule that cuts a burrow and is cut by it grew at a surface, in rocks both live boundaries put inside the Flood. Bioturbation is about half answered: the lower Palaeozoic often fits, and the Cretaceous shelf does not, on the young-earth side's own rate and time budget. Stromatolites and iron formations fail every placement proposed, though mostly as a problem for the chronology before the Flood, and with the narrowest margin in the section for the one clock free of mainstream dates. Deep-sea ooze rules out the one quantitative young-earth model by measurement with no age in it, and leaves its Flood-year alternative to be priced.
The young-earth side is right that its critics have often overstated these clocks. Soil chronometers are weak, burrows can be dug in hours, much Palaeozoic rock is barely mixed, laminae are not years, and the deep-sea isotope ages are tuned. The articles grant every one of these. None shortens a clock enough to fit a year, and the young-earth literature has published only two models that put a number on fitting a whole deposit into its timeline. Both fail on their authors' own inputs.
Related articles
- Chalk, Limestone, and the Flood: the plankton budget that a Flood-year deep-sea column would meet.
- The Flood/Post-Flood Boundary: where each camp ends the Flood, and why that decides which deposits are Flood-year problems.
- Lake Varves: whether laminae are years, which the Castile and stromatolite cases do not need.
- Orbital Cycles in Rock: the precession rhythm in the Willwood soils and the iron-formation bands.
- Trace Fossils: tracks, nests and dung on surfaces inside the Flood year, and the Briefly Exposed Diluvial Sediments model.
- Coal and the Flood: root-penetrated underclays beneath coal seams.
Sources
- 1.
Walker, Tas. “Paleosols: digging deeper buries 'challenge' to Flood geology.” Journal of Creation 17(3):28–34. Dec 2003. A reply, published in the creationist Journal of Creation, to the geologist Joe Meert, who called paleosols one of three strikes against young-earth creationism. It examines Meert's photograph of one alleged paleosol on Missouri State Highway 67 and argues that the photo does not show the diagnostic features of a soil. The article uses it for Walker's list of three field features and for his statement that paleosols could refute a global Flood.
- 1a.
“Clearly Meert considers that paleosols have the potential to refute the global Flood. We agree!” ↩ ↩
- 1b.
“The three main field features used to interpret a paleosol are root traces, soil horizons, and soil structures.” ↩
- 1c.
“unless it has been historically attested, the concept of a paleosol is merely an interpretation.” ↩
- 1a.
- 2.
Oard, Michael J. “The Messinian salinity crisis questioned.” Journal of Creation 19(1):11–13. 2005 (edition of 2014). A Creation Ministries International article by Michael J. Oard, a creationist writer, first printed in the Journal of Creation in 2005 and posted on the ministry's website in 2014. It argues against the mainstream account of the late Miocene drying of the Mediterranean, using the critique of the deep-sea drill cores by Hardie and Lowenstein. The article uses it as the creationist source that most candidly admits the young-earth side has not yet worked out its own explanation.
- 2a.
“One would not expect true evaporites to form in the Flood, but the idea of precipitating the chemicals out is likely. The details of the formation of such huge precipitites need work. Creationists need a major research project, not only on the Messinian precipitites, but also on many of the other monstrous precipitites in the sedimentary rocks.” ↩ ↩ ↩
- 2b.
“Since the scale of the deposits is so large, it seems unthinkable that the precipitites could be post-Flood. Thus, the Flood/post-Flood boundary in the Mediterranean and surrounding areas is likely to be in the late Cenozoic.” ↩ ↩
- 2a.
- 3.
Hsü, Kenneth J. et al. “The Origin of the Mediterranean Evaporites.” Initial Reports of the Deep Sea Drilling Project 13:1203–1231. 1973. “43. The Origin of the Mediterranean Evaporites”. A chapter, number 43, of the Deep Sea Drilling Project report on Mediterranean cores, and the long form of the same three authors' four-page Nature note from the same year, making the same argument. It uses the drilled salt, the seismic profiles and the basin's water budget to argue that the Mediterranean dried out into a deep basin cut off from the Atlantic, and sets that model against two rival models. The article uses it for the authors' salt table and water budget, and for their figure of thirty refills of the basin.
- 3a.
Page 1214, table 1: “Volumes and Thicknesses of Salts Precipitated (after Schmalz, 1969).” Per litre of seawater and per 1,500 m column: MgCl 1.48 cm³ gives 2.2 m; KCl 0.43 gives 0.65 m; MgSO₄ 0.94 gives 1.41 m; NaCl 12.87 cm³ gives 19.31 m; CaSO₄ 0.59 gives 0.89 m; carbonates 0.06 gives 0.18 m. Total 24.64 m of evaporite from 1,500 m of seawater, which is 77.7 km of seawater per kilometre of halite and 60.9 km per kilometre of mixed evaporite. ↩
- 3a.
- 4.
Heerema, Stef. “A magmatic model for the origin of large salt formations.” Journal of Creation 23(3):116–118. 2009. An essay in the Journal of Creation, published by Creation Ministries International, that argues large salt formations were put in place as molten salt magma from deep in the crust, not formed by evaporating seawater. The author's stated credential is a bachelor's degree in aircraft engineering, and the essay's main case is the thickness of salt deposits, the lack of sand and marine fossils in them, and the melting points of the salts in a table. The article uses it as the clearest young-earth statement of the magma model, accepts its 60 km arithmetic, and tests the model against its own melting-point table.
- 4a.
Page 116: “To form a deposit only 1 km thick would require seawater 60 km deep to be evaporated.” His footnote 6 gives the inputs: “Given the current salt content of sea water (3.5 % by weight) and a specific gravity of NaCl (2,162 kg/m³).” His figure treats all dissolved salts as halite, which is why it matches Hsü's 61 km per kilometre of mixed evaporite rather than the 77.7 km for halite alone. ↩
- 4b.
Page 117: “the deposits were emplaced as a molten magma at temperatures above 800°C… with the magmatic model the large salt formations are emplaced rapidly by igneous processes, a mechanism that is consistent with the biblical timescale and a young earth.” ↩
- 4c.
Page 117, table 1: Melting points taken from Ullmann's Encyclopedia: NaCl 801 °C, KCl 776 °C, MgCl₂ 714 °C, carnallite 117 °C. The carnallite entry is the one that refutes the model, and it is Heerema's own. ↩
- 4a.
- 5.
Sheldon, Nathan D., and Neil J. Tabor. “Quantitative paleoenvironmental and paleoclimatic reconstruction using paleosols.” Earth-Science Reviews 95(1–2):1–52. 2009. A 52-page review of the methods that turn paleosols into numbers for ancient climate, weathering and the atmosphere. The authors say the field has moved from qualitative comparison with modern soils toward quantitative tools, including chemistry, isotopes and empirical relationships drawn from modern soils. The article cites it for the authors' own warnings about the two published equations that turn a paleosol into a number of years.
- 5a.
Page 14: “While these chronofunctions hold some promise for paleosols with either Bt or Bk horizons, they are both based on relatively few data (n = 10 for Sheldon, 2003; n = 9 for Retallack, 2005b) and many soil/paleosols types lack those particular horizons. Semi-quantitative relationships discussed in Birkeland (1999) also offer some promise for at least making appropriate order-of-magnitude age estimates, but significantly more work is needed in this area.” “Short duration, intense weathering may result in similar elemental gains and losses as long duration, low intensity weathering. Tightly constraining formation times for paleosols, in particular for pre-Quaternary paleosols, is very difficult”. ↩
- 5b.
Page 14: “For example, Sheldon (2003) used data from Markewich et al. (1990) to propose the following relationship relating formation time (Tf in years) to Bt horizon thickness (TBt): … where R² = 0.87, no error function was calculated because the relation falls apart for very long-formation times. Retallack (2005b) did something similar for Bk horizons where he found a relationship between soil age (A in Ka) and nodule size (S in cm): A = 3.92 S⁰·³⁴ … where R² = 0.57 and the standard error is 1.8 Ka.” Only the nodule equation is used in this article. The Bt-thickness formula, left out of the quotation with an ellipsis, is not applied to any number here, because the units of T_Bt are not stated on the page and the answer moves by three orders of magnitude depending on whether they are centimetres or metres. ↩
- 5a.
- 6.
Tarhan, Lidya G. et al. “Tracking bioturbation through time: The evolution of the marine sedimentary mixed and transition layers.” Science Advances 11(31):eadu7719. Jul 30, 2025. A 2025 compilation of published measurements of how deep animals mix seafloor sediment (the mixed layer) and how far their burrows reach below it (the transition layer), across the Phanerozoic. It grades burrowing with the ichnofabric index (ii), where ii 1 means undisrupted layering and higher numbers mean more burrowing; it finds that lower Cambrian strata rarely exceed ii 3 and that Cretaceous shelf sediments were completely homogenised. The article leads with it because the mainstream literature reports, in parts of the Palaeozoic, the sparse burrowing that the Flood side predicts.
- 6a.
On a Lochkovian to Emsian succession in the Reggane Basin, Algeria: “86% of strata in this 430-m succession are unbioturbated; 7% are characterized by BI 2, 7% by BI 4, and <1% by BI 5.” ↩ ↩
- 6b.
“throughout the Cretaceous, the majority of offshore and shelf sediments were completely homogenized by biogenic mixing … even in comparatively high-energy shallow marine settings, rates of bioturbation commonly outpaced rates of sediment accumulation.” ↩
- 6c.
From 48 deep-sea cores: “rates of bioturbation appear to have, under most circumstances, outpaced sediment accumulation rates.” ↩ ↩
- 6a.
- 7.
Lisiecki, Lorraine E., and Maureen E. Raymo. “A Pliocene-Pleistocene stack of 57 globally distributed benthic δ¹⁸O records.” Paleoceanography 20:PA1003. 2005. A stack, which averages many records into one, of oxygen-isotope measurements (δ¹⁸O, a ratio of two forms of oxygen in the shells of foraminifera, microscopic sea-floor animals) from 57 sites spread across the globe, covering 5.3 million years. The authors aligned the records to one another by shape, then tuned the stack's ages to a simple ice model driven by 21 June sunlight at 65°N. The article uses it as the standard deep-sea isotope stack and as its evidence that the ages are tuned.
- 7a.
Paragraph [10]: “Each alignment is evaluated by eye and adjusted, if necessary, by changing the sedimentation rate penalties or adding tie points until a good alignment is achieved which agrees reasonably well with previously published age estimates (e.g., those derived from paleomagnetic reversals or biostratigraphic data).” ↩
- 7a.
- 8.
Huybers, Peter, and Carl Wunsch. “Obliquity pacing of the late Pleistocene glacial terminations.” Nature 434:491–494. 2005. A research paper in Nature that dates ten marine oxygen-isotope records with an age scale that assumes nothing about Earth's orbit, then tests whether the glacial terminations, the rapid deglaciations that end each glacial cycle, follow obliquity, the tilt of Earth's axis. It rejects independence from obliquity at the 5% significance level, but not for eccentricity or precession, and the authors say the precession test has negligible power. The article uses it as the case of a chronology built with no tuning at all, and as evidence that the 100,000-year cycle is still a live problem.
- 9.
Grotzinger, John P., and Andrew H. Knoll. “Stromatolites in Precambrian carbonates: evolutionary mileposts or environmental dipsticks?” Annual Review of Earth and Planetary Sciences 27:313–358. 1999. A review article by two geologists, John Grotzinger of MIT and Andrew Knoll of Harvard, on stromatolites, the layered rock structures that build up over time. It says their origin and significance are still disputed, and that the Archean and older Proterozoic ones formed largely by carbonate precipitating in place, while younger ones mostly grew by accretion of carbonate sediment, most likely through microbial trapping and binding. The article uses it for the authors' definition of stromatolites, which does not mention life, for its statement that the biological origin of the oldest ones is contested, and for the size of Precambrian stromatolite platforms.
- 9a.
Page 344: “Biogenicity cannot be easily demonstrated by relationships observed at the outcrop scale; it is essential to examine lamination textures petrographically and demonstrate the presence of textures uniquely attributable to the presence of microbial mats or biofilms.” ↩
- 9a.
- 10.
Morris, John D. “Does Salt Come from Evaporated Sea Water?” Acts & Facts 31(11). Institute for Creation Research. 2002. A short popular article by John D. Morris, president of the Institute for Creation Research, in the institute's magazine Acts & Facts. It has no reference list and no new measurements. The article uses it for the institute's public account of the thick salt beds, which it says were extruded from deep in the earth during the Flood.
- 10a.
“Many now think the salt was extruded in superheated, supersaturated salt brines from deep in the earth along faults. Once encountering the cold ocean waters, the hot brines could no longer sustain the high concentrations of salt, which rapidly precipitated out of solution, free of impurities and marine organisms.” No citation is given for "Many now think." In 2002 the published hydrothermal literature was Hardie 1990, for some bittern suites only, and Sozansky 1973; Hovland's paper was four years away. ↩
- 10a.
- 11.
Heerema, Stef J., and Gert-Jan H.A. van Heugten. “Salt magma and sediments interfingered.” Journal of Creation 32(2):118–123. 2018 (edition of 2022). A creationist journal article, first printed in 2018 and put on creation.com on 30 June 2022, by Stef Heerema, the author of the magmatic model, and Gert-Jan van Heugten. It argues that solid salt cannot creep far enough to explain salt sheets moved 200 km, and that the salt must have risen as a liquid. The article uses it for that liquid-salt claim and for the authors' rejection of hydrothermal models, and sets the liquid-salt claim against a later poster by Heerema and van Heugten on the Castile Formation.
- 11a.
From the abstract. “Hydrothermal models concerning the genesis of salt layers do not address salt tectonics and, superficially, seem to be strengthened by this rise of liquid salt. However, it is highly likely that a flow of hot water would mix with the muddy overburden, preventing the formation of pure salt pillars. So, hydrothermal models are incapable of explaining salt tectonics.” ↩
- 11a.
- 12.
Clarey, T. L. “Salt Deposits Confirm the Pre-Flood Pangaea.” Acts & Facts 49(7). Institute for Creation Research. 2020. A short article on the website of the Institute for Creation Research (ICR), written by one of its research associates, who holds a PhD in geology. It argues that Late Precambrian salt rocks in the Middle East, Pakistan and India were laid down in the early Flood, and it tests that by placing the salt formations on a reconstruction of Pangaea, a single land mass that held the continents together, and comparing the fit with the rival Rodinia reconstruction. The article cites it for two things: the young-earth placement of these salts inside the Flood, and the Pangaea argument, which it calls a fair move, the same kind the mainstream uses.
- 12a.
“ICR researchers recently examined some unusual Late Precambrian salt-rich rocks in Asia and the Middle East. We think these deposits originated from the earliest days of the Flood, forming about 4,400 years ago during the bursting of the fountains of the great deep (Genesis 7:11). The deposits are found across the Middle East, Pakistan, and India, and are often thousands of feet thick.” “We conclude that Pangaea was already in existence when these massive salt-rich rocks were deposited, likely early in the Flood.” ↩ ↩
- 12a.
- 13.
Hay, William W. et al. “Evaporites and the salinity of the ocean during the Phanerozoic: Implications for climate, ocean circulation and life.” Palaeogeography, Palaeoclimatology, Palaeoecology 240(1–2):3–46. 2006. A research paper by William Hay and five co-authors, published in a journal on ancient climate and geography, that totals the known evaporite deposits (rock left when seawater evaporates, such as salt) and uses the totals to reconstruct how salty the ocean has been through the Phanerozoic, the span of time since abundant animal life appeared. Its models take the smallest and largest estimates of the salt deposits, and the authors note that the largest deposits are the least well known. The article uses its halite inventory, which it gives as a minimum and a maximum, and its warning that the buried salt was never all dissolved in the sea at one time.
- 13a.
Page 5: “The present total inventory amounts to a minimum of 9.1 × 10⁶ km³ of halite, equal to about 19.6 × 10¹⁸ kg or more than 50% of the total of halite dissolved in the ocean today (36.8 × 10¹⁸ kg); the maximum estimate is about 16.3 × 10⁶ km³ of halite, equal to 35.2 × 10¹⁸ kg, or 95% of the present total in the ocean. If all this salt were in the ocean at one time, the salinity would have been 57‰ to 73‰, but as Holland (1984) noted there is no evidence that the total inventory of halite was dissolved in the sea at any one time.” ↩
- 13a.
- 14.
Debure, Mathieu et al. “Thermodynamic evidence of giant salt deposit formation by serpentinization: an alternative mechanism to solar evaporation.” Scientific Reports 9:11720. 2019. A modelling study by researchers at the French Geological Survey (BRGM) and TOTAL, which proposes that salt forms on the sea floor through serpentinisation, the reaction in which seawater turns mantle rock into serpentine, rather than by evaporation. It uses thermodynamic calculations, which predict which salts form, and how much, from a given chemistry at a given temperature and pressure, and it applies them to tachyhydrite, to a field example on the Central Western Iberian margin, and to the salt yield of seawater. The article uses it for two things: the authors' own statement that evaporation cannot make the thick soluble salts, and their yield figures, which show that the route moves the salt already in seawater rather than making more.
- 14a.
Pages 5–6: The sentence straddles the page break: “A quantity of seawater that contains 1000 kg of pure water produces approximately 20–27 kg of halite (during serpentinization), 100 g to 4 kg of highly soluble salt and up to 4 kg of additional halite (on the seafloor) depending on the temperature and CO₂ level.” ↩
- 14b.
Page 1: “evaporation alone cannot explain salt deposits several kilometres thick (salt giants) or deposits of highly soluble evaporites (bischofite, carnallite and tachyhydrite). For example, the dryness required to precipitate the tens of metres of tachyhydrite observed in the South Atlantic is not compatible with the Aptian equatorial climate, which was wet and warm, because the calculated equilibrium relative humidity of this salt is as low as 24.4% at 25 °C.” ↩
- 14a.
- 15.
Warren, John K. Evaporites: Sediments, Resources and Hydrocarbons. Berlin: Springer. 2006. A 1,035-page reference book on evaporites, the salt rocks that settle out as water evaporates, with ISBN 3-540-26011-0. It predates Hovland et al. (September 2006) and does not cite it. The article calls it the standard reference and quotes it for the mainstream view that basinwide salt came from seawater, and for problems the book itself prints.
- 15a.
Page 815: “Potash extracted from the Permian Zechstein evaporites provides 20% of the world's potash. The Zechstein succession was deposited in a huge drawdown seaway and is today made up of four evaporite cycles: the Z1-Werra Series, Z2-Stassfurt Series; Z3-Leine Series and Z4-Aller Series (Figures 5.48, 5.49). Each has a general sequence of clastics, carbonates, one or two phases of sodium and potassium salts, regressive halite or anhydrite, and carbonate. Potash beds of Z1 and Z2 are primarily composed of sylvite (KCl), carnallite (KCl.MgCl₂.6H₂O) and kieserite (MgSO₄.H₂O) and rapid lateral changes are common. The Zechstein 2 potash bed interval locally attains a true thickness of about 15 metres.” ↩
- 15a.
- 16.
Anderson, Roger Y. et al. “Permian Castile Varved Evaporite Sequence, West Texas and New Mexico.” Geological Society of America Bulletin 83(1):59–86. Jan 1972. A research paper, issued in January 1972, on the Castile Formation, a layered sequence of anhydrite (a calcium sulfate mineral) and halite (rock salt) in the Delaware Basin of west Texas and New Mexico. The authors counted and measured every pair of layers, called couplets, through one cored section 447.2 m thick: 260,000 couplets, each read as one year's deposit, which geologists call a varve. They found that the thin layers can be matched from one place to another up to 113 km apart, and the article relies on the count and on that matching, while printing the limit the authors set on it.
- 16a.
Page 59, section abstract: “The thickness of each couplet in the 260,000-varve sequence (a total thickness of 447.2 m, 1467 ft) has been measured individually and recorded.” ↩
- 16a.
- 17.
Heerema, Stef J. et al. “The layered Castile probably originated from salt magma.” Proceedings of the Ninth International Conference on Creationism, 676–677. Cedarville University. Edited by J.H. Whitmore. 2023. A two-page poster abstract in the proceedings of a creationist conference, by three authors, one of them a geologist at the Institute for Creation Research. It reviews earlier work, concludes that no aspect of the Castile Formation has been adequately explained, and suggests that the Castile's minerals may come from a salt-rich igneous intrusion during the Flood year. The article treats it as the only published answer to Morton's 1986 challenge about the Castile.
- 17a.
Page 676: “The crystallization into 210,000 couplets is prescribed and controlled by forces at the molecular level similar to traditional layered igneous intrusions.” No source is given for the figure 210,000, and it matches neither of Anderson's totals. ↩
- 17a.
- 18.
Oard, Michael J. Paleosol formation can be much faster than thought. Creation Ministries International. 2017. A web article by the young-earth geologist Michael Oard arguing that soils buried between Columbia River basalt flows formed far faster than conventional dating says, and that most claimed paleosols lack the organic top horizon of a real soil. Oard himself calls the evidence that these layers are buried soils equivocal and says creation scientists need to study them further. It is cited here for the young-earth answer to paleosols in its own words.
- 18a.
“All soils have soil horizons, but with few exceptions paleosols lack a top organic horizon, one of the best indications of a buried soil. The claimed paleosol is most often only a clay layer, carbonate layer, a 'weathered layer', or a mudstone, which can easily be a depositional layer or a layer altered by diagenetic or hydrothermal reactions.” ↩
- 18b.
“During the Flood, we would expect rocks to have the appearance of weathering since rapid sedimentation and fluid flow would be common. These fluids would easily modify or react with sediment giving it the appearance of a buried soil.” The article also concedes: “Paleosols bring up a question for creation scientists. How would we explain them? Without doubt creation scientists need to analyze paleosols in more depth, but are the paleosols really buried soils?” ↩
- 18a.
- 19.
Klevberg, Peter et al. “Are Paleosols Really Ancient Soils?” Creation Research Society Quarterly 40(3):134–149. Dec 2003. A paper in the Creation Research Society Quarterly, a creationist journal, by three authors who favor the Flood-geology view of the rock record. It asks whether paleosols can exist, how they can be identified, and how Flood geologists should approach them. The article cites it for the young-earth claim that paleosols lack an A horizon, the organic-enriched top layer of a soil, and quotes its statement that a missing A horizon makes a paleosol claim suspect.
- 19a.
Page 138: “The truncated upper horizon usually means that the organic enriched A horizon is missing (Birkeland, 1984, p. 33; Boardman, 1985, p. 71), leaving behind a clay layer, a calcium carbonate layer, a red layer, etc. … However, it is the A horizon that would most readily identify a layer as a paleosol. … Since 'paleosols' are commonly missing the A horizon, they are often just a clay layer or a 'weathered layer' (Retallack, 1990, pp. 15, 126). … complete absence of the A horizon makes a paleosol claim suspect.” The page also says, on trace fossils: “Trace fossils may represent escape routes of organisms in danger of burial rather than dwelling or feeding burrows, or may consist of casts of root fragments buried in diluvial sediments rather than preserved in growth position. … Far from being diagnostic, the trace fossil criterion for paleosol identification is highly equivocal.” ↩
- 19b.
Page 141: “Furthermore, the existence of roots or 'root traces' should not automatically define a paleosol. This is crass uniformitarianism. One would expect all kinds of roots and root traces in sediments or sedimentary rocks caused by the Deluge, since the Flood-borne sediments would have buried many.” ↩
- 19a.
- 20.
Retallack, Gregory J. Soils of the Past: An Introduction to Paleopedology. Blackwell Science, Oxford. 2nd edition. 2001. An introductory textbook on paleopedology, the science of ancient soils, which explains how paleosols are recognized and how fast soils form and change. The article uses it for both. The book's ISBN is 0-632-05376-3.
- 20a.
Page 185: “Organic surface horizons form in only tens to hundreds of years, but it takes millions of years to form a horizon as deeply weathered as an oxic horizon (Fig. 13.2).” ↩
- 20b.
Page 90: “Drab horizons and mottles also can form by burial gleization (see Fig. 3.7). This is the chemical reduction of iron hydroxides and oxides by anaerobic bacteria consuming organic matter buried with the soil below or near the water table. Reduction haloes around buried organic matter can form in only a few hundred years (Allen 1986b; Mathewson et al. 1992).” ↩
- 20c.
Page 191: “rates of peat accumulation of 0.5–1 mm yr⁻¹ are common for woody peats, which dominate the fossil record (Retallack et al. 1996). At these rates, the maximum number of years for a very weakly developed peat would be 40–80 years, but 400–800 years for a weakly developed peat, 4000–8000 years for a moderately developed peat, 40–80 kyr for strongly developed peat and even more for very strongly developed peat. These estimates are of the same order as those for formation of calcareous and clayey subsurface horizons.” The figures are stated for peat; Retallack's last sentence extends them to calcareous and clayey subsurface horizons, which is how the article uses them. ↩ ↩ ↩
- 20a.
- 21.
Retallack, Greg J. “Paleozoic paleosols.” Weathering, Soils and Paleosols (Developments in Earth Surface Processes 2), 543–564. Elsevier, Amsterdam. Edited by I. P. Martini and W. Chesworth. 1992. Chapter 21 of a 1992 book on weathering and ancient soils (paleosols). It traces when the main kinds of soil first appear in the Paleozoic era, 245 to 570 million years ago, and the fossil plants and animals found in each kind. It describes the Potters Mills paleosol in central Pennsylvania, a Late Ordovician soil with a surface network of burrows over a layer of calcrete nodules. The article uses it for the observation that the nodules cut across the burrows and are cut by them.
- 21a.
Pages 546–547: On the Potters Mills clay paleosol in the Late Ordovician (Ashgillian) Juniata Formation of central Pennsylvania. “These profiles are distinguished by a surficial network of conspicuous (1–15 mm diameter) burrows and a subsurface horizon of comparably-sized calcrete nodules (Feakes and Retallack, 1988). The nodules truncate and are truncated by the burrow walls indicating that the burrows are part of the original soil.” ↩
- 21a.
- 22.
Tanner, Lawrence H. “Pedogenic features of the Chinle Group, Four Corners region: Evidence of Late Triassic aridification.” Geology of the Zuni Plateau, New Mexico Geological Society 54th Annual Fall Field Conference Guidebook, 269–280. 2003. A peer-reviewed paper in a field conference guidebook. It describes the paleosols of the Chinle Group, Late Triassic strata across the Four Corners region, in several of its formations, and reads their root traces, cracks and calcrete layers as evidence of a drier climate. The article cites it for its field descriptions and for its finding that the middle Norian Owl Rock Formation holds mature calcrete profiles.
- 22a.
Page 275, figure 4: “Mature (Stage IV) calcrete profile in the lower Owl Rock Formation, southern Echo Cliffs. A platy-laminar fabric caps the sequence and nodule density decreases downward. The middle of the section displays a crude prismatic fabric. B. Section measured below the Rock Point – Wingate contact at Colorado National Monument. The section comprises multiple paleosol horizons characterized by roots, desiccation cracking and calcrete nodule formation.” ↩
- 22a.
- 23.
Machette, Michael N. “Calcic soils of the southwestern United States.” Soils and Quaternary Geology of the Southwestern United States, Geological Society of America Special Paper 203, 1–21. Edited by David L. Weide. 1985. A chapter in a 1985 Geological Society of America volume on the soils and Quaternary geology of the southwestern United States. The article uses it for the calcrete stage scale that Tanner applies to the Chinle, and for the carbonate accumulation rates in its Table 3.
- 23a.
Page 16, table 3: Titled "Calcic soils of four regions of the American Southwest". Its columns are soil age (m.y.), stage, cS (g/cm²), range, and accumulation rate Rx. Its rows are Beaver, Utah (Last Chance Bench) 0.5, III+, 71, 64–78, 0.14 ± 0.01; Albuquerque, New Mexico (Llano de Albuquerque) 0.5, III, 110, 98–114, 0.22 ± 0.02; Las Cruces, New Mexico (Lower La Mesa) 0.5, IV, 129, 120–137, 0.26 ± 0.02; Roswell–Carlsbad, New Mexico (Mescalero) 0.5, V−, 257, 229–307, 0.51 ± 0.06. The running text on this page says: “The cS contents of 500,000-year-old calcic soils in these four areas are shown in Table 3. The soils near Beaver are the least calcareous; they have an average cS of 71 g/cm2 and an average accumulation rate (Rx) of 0.14 ± 0.01”. Page 16 also states: “Stage III calcic soil has formed in the gravels of Last Chance Bench during the past 500,000 years.” ↩
- 23a.
- 24.
Klevberg, Peter et al. “Investigation of Several Alleged Paleosols in the Northern Rocky Mountains — Part II: Additional Data and Analysis.” Creation Research Society Quarterly 44(2):94–106. 2007. The second of two parts of a creationist field study (Part I is at CRSQ 44(1):4–25), which examined five sites on the Flaxville Plain in northern Montana and southern Alberta that other researchers had described as paleosols (ancient buried soils): Two Medicine Ridge, Milk River Ridge, Saint Mary Ridge, Mokowan Butte and Cloudy Ridge. The authors did fieldwork at each site and sent 21 samples to a laboratory for thin sections and electron microscopy, and they concluded that the paleosol reading rests on questionable assumptions. The article calls it the only creationist field work on paleosols in print and uses it for the finding that these sites show soil formation within active colluvium (loose slope debris).
- 24a.
Page 103: EGP is the establishment view of earth history, which holds to gradualism and an ancient earth. “Evidence of ongoing soil formation was observed at all of the sites described by EGP researchers, as was evidence of slope instability. These sites do not reveal a cross section of superposed soil profiles, but they show soil formation within active colluvium.” Page 94: From the abstract. “Fieldwork conducted at each of the alleged paleosol sites and laboratory analyses of selected samples of earth materials indicate that the paleosol interpretation is based on many questionable assumptions. Data are more readily interpreted from a diluvial perspective.” ↩
- 24a.
- 25.
Retallack, Greg J. “A paleopedological approach to the interpretation of terrestrial sedimentary rocks: The mid-Tertiary fossil soils of Badlands National Park, South Dakota.” Geological Society of America Bulletin 94:823–840. Jul 1983. A short summary, in the society's journal, of Retallack's monograph on the fossil soils (paleosols, ancient buried soils) of Badlands National Park, South Dakota. It lists the features by which a fossil soil can be recognized in rock and gives the count of soils the article uses. The article uses it as the source of the figure of at least 87 soils in 143 m of rock. ↩
- 25a.
Page 823: From the abstract. “Fossil soils can be recognized from irregular vertical tubular structures (fossil root traces and burrows), massive bioturbated layers with gradational contacts (soil horizons), complex cracking and veining (peds and cutans), and distinctive petrographic textures (sepic plasmic fabrics). In Badlands National Park, South Dakota, numerous other features, such as patterns of fossil-bone accumulation, horizons of calcareous nodules and layers, and local variations in mineralogy, and trace and major-chemical elements were also evidence of fossil soils. In the Pinnacles area of Badlands National Park, there are at least 87 successive fossil soils in 143 m of stratigraphic section.” ↩ ↩
- 25a.
- 26.
Retallack's 40 to 80 years is the longest a very weakly developed profile would take at peat accumulation rates of 0.5 to 1 mm a year, which he says are of the same order as the rates for calcareous and clayey horizons 20. A soil of that class may form in less time, so setting 4.3 days against 40 years does not give a minimum shortfall. At the same rates a weakly developed profile takes longer than a very weakly developed one, so the Badlands count could yield a minimum once the development class of each of the 87 profiles 25 is reported. The Buried Soils article does not report it. The reading is this overview's own, from the quotation that article verified. ↩ ↩
- 27.
Snelling, Andrew A. Earth's Catastrophic Past: Geology, Creation & the Flood. Volume 2. Institute for Creation Research, Dallas. 2009. The second volume of the fullest young-earth geology textbook, which sets the rock record against Creation Week and the Flood. Three of the articles under this heading lean on it: for its treatment of bioturbation in chapters 92 and 114, for its chapter on chalk, diatomite and deep-sea sediments, and for its placement of stromatolites and iron formations in Creation Week. It matters here because the same author both grants that burrows are a clock and caps post-Flood ocean productivity at five to ten times today's. ↩
- 27a.
Page 917: “Because bioturbation requires the passage of time, the degree of bioturbation found preserved in sedimentary strata at numerous levels in the rock record would likewise presumably testify to the passage of perhaps significant amounts of time between the successive deposition of those strata.” Page 740: “Those rock layers that have some bioturbation in their rock portions, however, would represent the passing of at least a few hours for the animals to have walked around and left their footprints and trails, or to have burrowed in the sediment surfaces before the next layers were deposited.” ↩
- 27b.
Page 740: “the fact that there is so little bioturbation of sedimentary strata in the geologic record, and that it is only some strata surfaces that have burrows, tracks, and marks on and in them, is evidence for rapid deposition of the strata within a timeframe consistent with the global Flood catastrophe.” ↩
- 27c.
Page 919: “Indeed, depending primarily upon the density of fast-burrowing organisms such as callianassid shrimp, a 12-cm-thick layer of sediment can be 67 percent bioturbated in as little as 5.5 hours.” The figure his own cited source gives is 15.5 hours. Read as a transcription slip; the substantive defect is the omitted upper bound of the range, which both he and Woodmorappe leave out. ↩
- 27d.
Page 637: “The first undisputed fossilized bacteria and stromatolites are in strata of the Pilbara region of Western Australia, that are conventionally 'dated' at 3.5 billion years old, so if there is any systematic correlation between such 'dates' and the scriptural record … then this point in the rock record would have to be placed in the middle or latter part of the third day of the Creation Week era.” ↩
- 27e.
Page 643: “the end of the third day and the beginning of the fourth day may arbitrarily be placed at the Archean/Proterozoic boundary in the geologic record, conventionally dated at around 2.5 billion years ago.” Page 645: Places the Creation Week / pre-Flood boundary where stromatolite abundance falls. “conventionally 'dated' at about 1.2 billion years ago.” ↩
- 27f.
Page 928: “oceanic productivity 5 to 10 times greater than at present could be supported by the available sunlight if the nutrients (especially nitrogen), were available”. Tappan 1982, GSA Special Paper 190, p. 270, is cited for this. ↩
- 27g.
Page 927: “while these calculations certainly show that the quantities of calcareous oozes on today's ocean floors are easily producible in the timespan since the Flood, they are insufficient to show how these chalk beds were produced during the Flood itself.” ↩ ↩
- 27a.
- 28.
Woodmorappe, John. “Are soft-sediment trace fossils (ichnofossils) a time problem for the Flood?” Journal of Creation 20(2):113–122. 2006. A young-earth paper by John Woodmorappe, who supports the Flood as the source of most sedimentary rock, asking whether burrows made in soft sediment (trace fossils, or ichnofossils) could form during it. He proposes a hypothetical mechanism in which layers harden soon after they are laid down, protecting burrowing animals below from being immobilized by the weight of the sediment above, so that several layers can be churned at once. The article uses it for the author's own admission that most of 1,151 metres of mostly Cambrian strata in the western USA are heavily burrowed, and for his time budget for the Flood.
- 28a.
Page 119: “Very thick sedimentary lithologies that have been extensively bioturbated present more of a challenge to a Flood model, even if they occur at or near the top of the local lithostratigraphic column. Thick sequences of sedimentary rock, characterized by high ichnofabric indices, and occurring in undoubted superposition, may have had insufficient time during the Flood for them to be explained by one-horizon-at-a-time bioturbation.” ↩ ↩
- 28b.
Page 122: Woodmorappe's note 103. “As an upper limit of episodicity, assume one year (8,766 hours) of overall deposition with active sedimentation occurring half of this time. Theoretically speaking, there was time available for the construction of 4,383 superimposed 1-hour bioturbating events or 52,596 superimposed 5-minute bioturbating events. Of course, the foregoing example is extreme; intentionally so for the purpose of illustration.” The 283-surface and 34-metre figures in the body are this article's arithmetic on these inputs and his own cited 15.5 hours per surface. Woodmorappe does not run the calculation. ↩
- 28c.
Page 120: “The efficacy of the PPLC hypothesis requires experimental validation.” ↩
- 28d.
Page 116: “Moreover, depending primarily upon the density of fast-burrowing organisms such as callianassid shrimp, a 12-cm thick layer of sediment can be 67% bioturbated (ichnofabric index of ~5, figure 1) in as little as 15.5 hours”. ↩
- 28e.
Page 119: “Attention is directed to the ichnofabric indices comprising 48 Cambrian stratigraphic sections and 1,151 total metres of sedimentary strata in the western USA, which also includes some Ordovician strata. Only a small fraction of the total thickness has an ichnofabric index of 1, while the majority of the total thickness has an ichnofabric index of 3 or greater.” ↩
- 28a.
- 29.
Grimm, Kurt A., and Karl B. Föllmi. “Doomed pioneers: Allochthonous crustacean tracemakers in anaerobic basinal strata, Oligo-Miocene San Gregorio Formation, Baja California Sur, Mexico.” Palaios 9(4):313–334. Aug 1994. A 1994 field study of 41 burrowed layers in the San Gregorio Formation of Baja California Sur, Mexico, which is organic-rich mud laid down without oxygen. Each burrowed layer is tied to a deposit left by an underwater sediment flow. The authors found the burrows only in those flow deposits and not in the surrounding mud. The article uses it because the creationist literature takes its burrowing-time calculation from this paper.
- 29a.
Page 328: “Estimated durations range from 15.5 to 4020 hours (~1 day to 24 weeks). Of course, these values provide only the loosest constraints upon the duration of the burrowing interval for this bed. However, it is clear that extensively bioturbated horizons do not necessarily require protracted intervals of time for their development.” The second and third sentences are the ones Woodmorappe 2006 and Snelling 2009 reproduce. The first is not reproduced in either. ↩
- 29a.
- 30.
Froede Jr., Carl R. “Sediment bioturbation experiments and the actual rock record.” Journal of Creation 23(3):3–5. Dec 2009. A short 2009 article in the young-earth Journal of Creation in which Carl Froede reviews a laboratory study by Gingras and colleagues. That study put clams, shrimp and crabs, and sea urchins and brittle stars from an estuary in Georgia into aquaria of layered sand, and measured how fast they churned it. The article uses it because Froede admits that neither the uniformitarian nor the diluvial (Flood-based) prediction matches the rock record.
- 30a.
“some diluvialists have predicted that we should expect little sediment bioturbation due to the high-energy conditions associated with the Genesis Flood. Within this diluvial interpretation it could be postulated that the rapid deposition of sediments, one atop another, would leave little time for trace makers to move in and stir them. However, neither perspective is consistent with the actual rock record.” The other perspective he rejects: “the vertical rock record should exhibit layers of intense bioturbation interrupted by nonbioturbated sedimentary events followed by intense bioturbation. However, this is not typically found in the actual rock record.” ↩ ↩
- 30a.
- 31.
Arment, Chad. “Palaeocastor Burrows as Post-Flood Biostratigraphic Markers.” Answers Research Journal 16:183–187. 2023. A 2023 paper in the young-earth Answers Research Journal by Chad Arment, arguing that the helical burrows of Palaeocastor, a burrowing beaver of the early Miocene Harrison Formation in Nebraska and Wyoming, can mark rocks laid down after the Flood. The burrows survive because grass roots grew into their walls and silicified them, and Arment argues that this took too long to happen during the Flood. The article uses it as the most recent young-earth answer to Oard's claim that such burrows were made during the Flood, and for its claim that they must have been formed in place.
- 32.
Grand Canyon: Monument to Catastrophe. Santee, California: Institute for Creation Research. Edited by Steven A. Austin. 1994. A book about the Grand Canyon, edited by Steven Austin and published by the Institute for Creation Research. The article uses it for Austin's dating of the Chuar Group to the pre-Flood era and for his description of a 12-foot stromatolite bed in the Awatubi Member.
- 32a.
Page 66: “The evidence seems to favor the interpretation that most of the Chuar Group is pre-Flood (most representing, perhaps, the first 1,656 years after Creation), with only the uppermost strata representing redeposition by the initial upheaval beginning the Flood. More study on these strata is needed.” ↩ ↩
- 32b.
Page 66: “The bottom of the Awatubi Member contains a massive limestone stromatolite layer 12 feet thick, with domes up to 12 feet in height and width, and with branching columns possessing thin laminae.” ↩
- 32c.
Page 65: “Called the Chuar Group, assigned to the uppermost Precambrian, and divided into three formations (Galeros, Kwagunt, and Sixtymile), the group has a measured maximum thickness of 6,610 feet.” ↩
- 32a.
- 33.
Wise, Kurt P. Faith, Form, and Time: What the Bible Teaches and Science Confirms about Creation and the Age of the Universe. Nashville: Broadman & Holman. 2002. Section Stromatolite Forests. A book by Kurt Wise, arguing that the Bible and science agree on creation and the age of the universe. It proposes that stromatolite reefs grew at hot springs before the Flood. The article uses it for Wise's placement of the reefs in the pre-Flood era and for his hot-spring model.
- 33a.
Page 265: “preserving the first Flood deposits—the bacteria and stromatolites of the antediluvian hydrothermal environments.” ↩
- 33a.
- 34.
Dickens, Harry. “Banded iron formations formed rapidly.” Journal of Creation 31(2):14–16. 2017. A three-page Perspectives article in the creationist Journal of Creation, by Harry Dickens, who writes from a young-earth view. It argues that banded iron formations, layered rocks of iron oxide and chert, formed rapidly in deep water by catastrophic precipitation from volcanic fluids, and it ties the early and late Precambrian ones to Creation Week and Noah's Flood. The article uses it as a young-earth source on when the iron formations formed and why they are not uniformitarian.
- 34a.
Page 16: “Modern evidence indicates that BIFs formed rapidly in deep water by catastrophic precipitation from volcanic and associated silica-rich and iron-rich hydrothermal fluids. This is consistent with my young earth model correlation of BIFs with the Bible's two occasions of globe-covering ocean—early Precambrian BIFs forming in the early Creation Week and late Precambrian BIFs forming in the initial phase of Noah's Flood.” ↩
- 34a.
- 35.
Clarey, Timothy. “Conventional Science Still Struggling to Exhume the Great Unconformity.” Institute for Creation Research. 2026. An article by Timothy Clarey for the Institute for Creation Research on the Great Unconformity. It does not mention stromatolites, banded iron formations, the Great Oxidation Event or sulfur isotopes. The article uses it for Clarey's hedged proposal, not an ICR position statement, that the Flood began at the Great Nonconformity, which would move the rocks Austin called pre-Flood into the Flood year.
- 35a.
Paragraph 19: “Furthermore, this suggests that many Proterozoic (Precambrian) sediments may have also been part of the Genesis Flood.” ↩
- 35a.
- 36.
Dickens, Harry, and Andrew A. Snelling. “Precambrian geology and the Bible: a harmony.” Journal of Creation 22(1):65–72. 2008. A paper by two creationist authors that tries to harmonise the Precambrian rock record with the biblical record. The authors reject millions of years and treat radiometric ages as relative, not absolute, and their table pairs each rock division with a Bible event. The article cites it for the authors' own admissions about Precambrian stromatolites and banded iron formations, and for their oxygen claim.
- 36a.
Page 67: “The case has been put for the 'rapid' (similar to or faster than the rate of deposition of modern pelagic sediments) rather than gradual (millions of years) origin of BIFs during a large tectono-magmatic event in the Hamersley Basin of Western Australia.” Their reference 17 is Barley, Pickard and Sylvester 1997. ↩
- 36a.
- 37.
Chivas, Allan R. et al. “Growth rates and Holocene development of stromatolites from Shark Bay, Western Australia.” Australian Journal of Earth Sciences 37(2):113–121. 1990. A 1990 study of how fast the living stromatolites at Shark Bay in Western Australia grow. The article uses its measured growth rates to turn the thickness of Austin's stromatolite bed into a span of years.
- 37a.
Page 119: “Corrected radiocarbon ages for the oldest stromatolite (No. 4) from the 'upper terrace' near Booldah Well range from 1250 to 1010 years BP with an interpreted accretion rate, determined on three samples (Fig. 4a), of 0.34 mm/year. A stromatolite (No. 5) from the 'middle terrace' near Booldah Well has ¹⁴C ages from 540 to 170 years BP and an accretion rate, for four samples, of 0.28 mm/year.” “Stromatolite 1 contains modern radiocarbon near its upper surfaces and has an interpreted vertical accretion rate of 0.29 mm/year. Stromatolite 2 gives only a fair indication of accretion of ~0.19 mm/year, whereas the radiocarbon data for stromatolite 3 have a poorly constrained growth curve, even though the approximate rate, 0.18 mm/year, is similar to those of the other four stromatolites.” ↩
- 37b.
Page 113: “Long-term vertical growth rates of <0.4 mm/year were determined by radiocarbon dating and supported by uranium-series methods. These rates are up to 250 times slower than those growth rates estimated from the laminae patterns of some Precambrian stromatolites. Thus, daily bands are not recognized and individual subtidal stromatolite columns from Shark Bay take up to 1000 years to reach their present heights of ~ 350 mm.” ↩
- 37a.
- 38.
Konhauser, Kurt O. et al. “Iron formations: a global record of Neoarchaean to Palaeoproterozoic environmental history.” Earth-Science Reviews 172:140–177. 2017. A review of iron formations, iron-rich rocks that are a common rock type in the Archaean and Proterozoic, by thirteen authors. It treats them as chemical archives of ancient seawater, and it updates earlier reviews by Bekker and colleagues from 2010 and 2014. The article uses it for the thickness and dates of the Hamersley Group, for the argument that the rocks need an ocean and an atmosphere unlike today's, and for Isley and Abbott's estimate that as much as 60 percent of preserved iron formation was deposited in one 100-million-year window.
- 38a.
Section 4, Iron Formations, Primary Productivity, and Atmospheric Oxygenation: “The shales lie near the middle of the 2.5-km-thick Hamersley Group (dated between 2.63 and 2.45 Ga), and directly underlie (in ascending order) the Brockman Iron Formation, Weeli Wolli Formation, Woongarra Volcanics, and Boolgeeda Iron Formation.” ↩
- 38a.
- 39.
Lantink, Margriet L. et al. “Milankovitch cycles in banded iron formations constrain the Earth–Moon system 2.46 billion years ago.” PNAS 119(40):e2117146119. Sep 27, 2022. A research article that counted rhythmic bands in a 47-metre section of the Joffre Member of the Brockman Iron Formation in Western Australia, and dated the section with uranium–lead ages of zircon crystals. It found a deposition rate of 5 to 15 metres per million years, and the article uses that rate as one of two checks on its thickness clock.
- 39a.
The four U–Pb ages, 2,469.1 ± 0.65 to 2,454.0 ± 0.62 Ma in stratigraphic order, “allow the calculation of a mean depositional rate of ∼5 m/My to 15 m/My”. ↩
- 39a.
- 40.
Lyons, Timothy W. et al. “The rise of oxygen in Earth's early ocean and atmosphere.” Nature 506:307–315. Feb 20, 2014. A review in Nature of when oxygen built up in Earth's air and ocean, and of the rock evidence for it. The article uses it for the point that the sulfur isotope signal formed only while the air held almost no oxygen.
- 40a.
Page 307: NMD means non-mass-dependent, a pattern in which sulfur isotopes are not sorted by their masses as usual. “For the signals to be generated and then preserved in the rock record requires extremely low atmospheric oxygen levels, probably less than 0.001% of the present atmospheric level (PAL), although other properties of the early biosphere, such as atmospheric methane abundance and biological sulphur cycling, certainly modulated the NMD signal.” ↩
- 40a.
- 41.
Barley, Mark E. et al. “Emplacement of a large igneous province as a possible cause of banded iron formation 2.45 billion years ago.” Nature 385:55–58. Jan 2, 1997. A 1997 paper proposing that a large igneous province, a huge outpouring of volcanic rock, may have caused the banded iron formations of 2.45 billion years ago. It is reference 17 of Dickens and Snelling 2008, footnote 18 of Snelling 2009 volume 2, and reference 16 of Dickens 2017. The article uses it as the one paper the creationist "rapid BIF" claim rests on. ↩
- 41a.
Page 58: “more than 500 m of BIF and ~100 m of shale of the Brockman and Woongarra supersequences must have been deposited in the ~20-Myr period between 2,470 ± 4-Myr Brockman Supersequence tuff band and the 2,449 ± 3-Myr Woongarra Rhyolite (Fig. 1).” ↩ ↩
- 41b.
Page 58: “As BIFs are compacted and lithified sedimentary rocks, depositional rates for uncompacted Hamersley Province BIFs must have been faster than 30 m Myr⁻¹. This can be compared to the rate of 40 m Myr⁻¹ estimated for modern uncompacted pelagic sediments. However, if sequence boundaries and organic shales represent periods of nondeposition and very slow deposition, respectively, then the Hamersley Province BIFs may have been deposited at even greater rates (between 100 and 1,000 m Myr⁻¹), as required by models which infer that paired chert–iron oxide laminae are seasonal deposits or varves.” ↩ ↩
- 41a.
- 42.
Vardiman, Larry. “The Sands of Time: A Biblical Model of Deep Sea-Floor Sedimentation.” Creation Research Society Quarterly 33(3):191–198. 1996. A 1996 paper that condenses the Institute for Creation Research monograph Sea-Floor Sediment and the Age of the Earth, which is dated 1995 in Vardiman's own reference list and 1996 by ICR. It reinterprets Deep Sea Drilling Project cores with an analytical model in which sediment deposition peaked after the Flood and then fell away exponentially, using boundary conditions that the paper asserts. The article uses it as the young-earth model under test, which puts 322 m of sediment above the Cretaceous-Tertiary boundary into 4,500 years and sets today's rate at 2 cm per thousand years; Vardiman's reference list also gives Roth 1985 as Origins volume 5, but it is volume 12. ↩
- 42a.
Section Abstract: “The model of deposition presented in this paper differs from the conventional model primarily in the rate of deposition, which is asserted to have peaked at an enormous level during and after the biblical Flood and is presumed to have fallen at an exponential rate to the present low level.” ↩
- 42b.
Section Conclusions and Recommendations: “The accumulation of hundreds of meters of sediment, on the average, and kilometers of sediment in some locations, such as the Arctic Ocean, require very high productivity following the Flood. Although the potential for high productivity has been suggested by Roth (1985), can the oceans supply enough nutrients, in some 4500 years, to explain the observed sediments?” ↩
- 42a.
- 43.
Hebert, Jake. “Circular Reasoning in the Dating of Deep Seafloor Sediments and Ice Cores: The Orbital Tuning Method.” Answers Research Journal 7:297–309. 2014. A technical article in the creationist Answers Research Journal arguing that orbital tuning, a method that dates seafloor cores by using the astronomical theory of ice ages, is circular. Its author is a physicist at the Institute for Creation Research. The article uses it for ICR's position on sedimentation rates, on magnetic reversals, and on whether the independent checks on the dating are really independent.
- 43a.
Page 297: “the extreme scarcity of manganese nodules within all but the uppermost seafloor sediments (Glasby 1978) is a strong argument that the bulk of these sediments were deposited much too rapidly for the growth of nodules of any appreciable size (Patrick 2010). This is consistent with initially rapid but gradually decreasing sedimentation rates during and shortly after the Flood (Vardiman 1996).” ↩
- 43b.
Page 304: “Thus we see that 'fossil events' and 'paleomagnetic reversals' are not genuine independent checks on the orbital tuning method. Rather, both the evolutionary timescale and the astronomical theory are assumed to be true, and these assumptions are then used as criteria by which dating methods are judged to be 'correct' or 'incorrect.'” ↩
- 43c.
Page 302: “Both creation and uniformitarian scientists generally agree that earth's magnetic field has 'flipped' multiple times. Creation scientists believe these magnetic reversals occurred rapidly during the Genesis Flood (Humphreys 1990), while uniformitarian scientists generally believe that these reversals occurred slowly over thousands of years.” “The most recent major magnetic reversal, the Matuyama-Brunhes reversal, is dated as having occurred 780,000 years ago (Pillans 2003).” ↩
- 43a.
- 44.
Costa, Kassandra M. et al. “²³⁰Th Normalization: New Insights on an Essential Tool for Quantifying Sedimentary Fluxes in the Modern and Quaternary Ocean.” Paleoceanography and Paleoclimatology 35:e2019PA003820. 2020. A synthesis of over 1000 published ocean-sediment records, in which thorium-230 normalization was used to measure how much sediment settles on the sea floor over time. The authors found the method robust in most deep (over 1,000 m) ocean settings, and gave a late Holocene (the last 5,000 years) global mass flux of 1.48 to 1.68 g per cm² per thousand years. The authors also say the sites are biased toward regions with rapidly accumulating sediments. The article uses it as its modern global figure for sediment settling on the ocean floor.
- 44a.
Section Abstract, page 1: “We synthesized over 1000 sedimentary records of ²³⁰Th from across the global ocean at two time slices, the late Holocene (0–5,000 years ago, or 0–5 ka) and the Last Glacial Maximum (18.5–23.5 ka), and investigated the spatial structure of ²³⁰Th-normalized mass fluxes. On a global scale, sedimentary mass fluxes were significantly higher during the Last Glacial Maximum (1.79–2.17 g/cm²kyr, 95% confidence) relative to the Holocene (1.48–1.68 g/cm²kyr, 95% confidence).” The comparison in Part 3: 1.5 g cm⁻² kyr⁻¹ × 2.79 × 10¹⁸ cm² = 4.2 × 10¹⁸ g kyr⁻¹ = 4.2 × 10¹⁵ g yr⁻¹. Vardiman at τ = 373: 3.47 m yr⁻¹ × 0.6 g cm⁻³ = 208 g cm⁻² yr⁻¹, i.e. 5.8 × 10²⁰ g yr⁻¹ over the same area. Ratio 1.4 × 10⁵; at τ = 427, 3.0 × 10⁴. ↩
- 44a.
- 45.
Hays, J. D. et al. “Variations in the Earth's Orbit: Pacemaker of the Ice Ages.” Science 194(4270):1121–1132. Dec 10, 1976. A paper that tests the orbital theory of the ice ages, the idea that changes in Earth's orbit set the timing of glacial periods, by dating deep-sea cores. It finds that for 500,000 years major climate changes followed the tilt of Earth's axis (a cycle of about 41,000 years) and precession (the wobble of the axis). The article calls it the founding Milankovitch result and argues that its chronology was not tuned to fit the orbital ages.
- 46.
Vaknin, Yoav et al. “Reconstructing biblical military campaigns using geomagnetic field data.” PNAS 119(44):e2209117119. Oct 24, 2022. A research article that measured the ancient magnetic field in mud bricks from 20 burnt destruction layers at 17 sites in Israel, dated to the 10th to 6th centuries BCE. The data come from 1,186 specimens from 144 samples, and the authors use the field's changes to date the layers to particular campaigns. The article uses it to show that no magnetic reversal happened in the Iron Age, where Vardiman's model needs one. ↩
- 46a.
Page 1: From the abstract, on page 1 of 7 of the electronic copy: “Here, we present a synchronization of the historically dated chronological anchors and other destruction layers and artifacts using the direction and/or intensity of the ancient geomagnetic field recorded in mud bricks from 20 burnt destruction layers and in two ceramic assemblages. During the period in question, the geomagnetic field in this region was extremely anomalous with rapid changes and high-intensity values, including spikes of more than twice the intensity of today's field.” ↩
- 46b.
Page 3: On page 3 of 7 of the electronic copy: “The magnetic inclination of Beth-Shean is in agreement with this dating constraint, showing a difference of ∼4° from the reference inclination of Gath, Rehov IV, and Tevet V and no overlap in their α95 confidence cones.” ↩
- 46a.
- 47.
Patrick, Kenneth. “Manganese nodules and the age of the ocean floor.” Journal of Creation 24(3):82–86. 2010. A creationist paper arguing that manganese nodules, metal lumps on the sea floor, are young, and that their scarcity in deep sediment points to a period of rapid sedimentation linked to Noah's Flood. The article uses it because it is a creationist source that accepts the deep-core nodule records, and that refuses to apply lake growth rates to the deep ocean, a move that Hebert's ICR article makes.
- 47a.
Page 85: “These extremely conservative rates consign a blanket of sediment over the deep ocean floor of only tens of centimetres in a total of 5,000 years—the timeframe assumed since the end of the global Flood. True, this is short of the few metres or so depth that characterize most buried MNs, but it's close.” ↩
- 47a.
- 48.
Whitmore, John H., and Paul Garner. “Using Suites of Criteria to Recognize Pre-Flood, Flood, and Post-Flood Strata in the Rock Record with Application to Wyoming (USA).” Proceedings of the Sixth International Conference on Creationism, 425–448. Edited by A. A. Snelling. 2008. A conference paper by John Whitmore of Cedarville University and Paul Garner of Biblical Creation Ministries. It proposes 27 ranked criteria for telling pre-Flood, Flood and post-Flood rock apart and applies them to a section in Wyoming, where it puts the end of the Flood at the Cretaceous/Paleogene line. It is cited here as the statement of that camp's boundary, which decides whether the Badlands and Willwood soils and the Cenozoic deep-sea ooze fall inside the Flood year. ↩
- 48a.
Page 436: “We conclude, therefore, that in our Wyoming section, the Flood/post-Flood boundary falls approximately during Lance to Fort Union Time (the Cretaceous/Tertiary boundary occurs after the Lance).” ↩ ↩
- 48b.
Page 436: “This conclusion represents a significant modification of the position previously expressed by Garner (1996a, 1996b). However, it is consistent with the preliminary conclusion of Austin et al. (1994).” ↩
- 48a.
- 49.
Westerhold, Thomas et al. “Synchronizing early Eocene deep-sea and continental records — cyclostratigraphic age models for the Bighorn Basin Coring Project drill cores.” Climate of the Past 14:303–319. 2018. A research paper that dates drill cores from the Bighorn Basin of Wyoming using the cycles of Earth's orbit, then ties them to deep-sea cores. The authors drilled about 900 m of overlapping cores from three sites in 2011, and they put the duration of the carbon isotope excursion of the PETM at about 200 thousand years. The article cites it for the claim that the paleosol stacking follows orbital precession, which gives a clock that owes nothing to soil science. ↩
- 50.
Garner, Paul. “Continental Flood Basalts Indicate a pre-Mesozoic Flood/post-Flood Boundary.” CEN Technical Journal 10(1):114–127. 1996. A 1996 article in a creationist journal that argues from continental flood basalts, which are huge lava flows erupted onto dry land. Their almost complete absence from the Palaeozoic, and their return at its end, lead Garner to place the Flood/post-Flood boundary near the end of the Palaeozoic. The four authors of a 2000 letter later said they were no longer satisfied with the model the 1996 papers proposed, and the article uses this paper as the 1996 case for a Palaeozoic boundary. ↩
- 50a.
Page 124: “Continental flood basalts require subaerial conditions to form. They could not develop during the Flood because the continents were under water at that time. This would explain the almost total absence of continental flood basalts from the Palaeozoic. However, the reappearance of continental basalts at the end of the Palaeozoic indicates that large continental regions were above water and forming dry land throughout the Mesozoic and Cainozoic. It is difficult to see how the data on stratigraphic distribution of continental flood basalts can be accommodated into models in which the Flood does not end until the Cretaceous or Cainozoic. I am led by these data to place the Flood/post-Flood boundary much lower in the stratigraphic record than most creationists have done in the past — towards the end of the Palaeozoic.” ↩
- 50a.
- 51.
Barley's floor of 30 m per million years is 0.75 times his figure of 40 for modern uncompacted pelagic sediment, and his top figure of 1,000 is 25 times it 41. The radiocarbon rate in core RC11-120, 3.8 to 4.1 cm per thousand years, is 38 to 41 m per million years, close to Barley's pelagic figure 45. A rate of 1,000 m per million years is 1 mm a year. The arithmetic is this overview's own. ↩