ARTICLES PUBLISHED ONLINE: 8 DECEMBER 2014 | DOI: 10.1038/NGEO2306 Lower-mantle water reservoir implied by the extreme stability of a hydrous aluminosilicate Martha G. Pamato†, Robert Myhill*, Tiziana Boffa Ballaran, Daniel J. Frost, Florian Heidelbach and Nobuyoshi Miyajima The source rocks for basaltic lavas that form ocean islands are often inferred to have risen as part of a thermal plume from the lower mantle. These rocks are water-rich compared with average upper-mantle rocks. However, experiments indicate that the solubility of water in the dominant lower-mantle phases is very low, prompting suggestions that plumes may be sourced from as-yet unidentified reservoirs of water-rich primordial material in the deep mantle. Here we perform high-pressure experiments to show that Al2 SiO4 (OH)2 —the aluminium-rich endmember of dense, hydrous magnesium silicate phase D— is stable at temperatures extending to over 2,000 ◦ C at 26 GPa. We find that under these conditions, Al-rich phase D is stable within mafic rocks, which implies that subducted oceanic crust could be a significant long-term water reservoir in the convecting lower mantle. We suggest that melts formed in the lower mantle by the dehydration of hydrous minerals in dense ultramafic rocks will migrate into mafic lithologies and crystallize to form Al-rich phase D. When mantle rocks upwell, water will be locally redistributed into nominally anhydrous minerals. This upwelling material provides a potential source for ocean-island basalts without requiring reservoirs of water-rich primordial material in the deep mantle. H igh-pressure experiments indicate that nominally anhydrous minerals at >200 km depth in the upper mantle can host the H2 O contents inferred for basalt source rocks (typically 70–700 wt ppm) as hydroxyl defects in their crystal structures1,2 . The H2 O capacity of ultramafic rocks increases in the transition zone, as recently confirmed by the discovery of hydrous ringwoodite in diamond3 . In contrast, the lower-mantle phases bridgmanite (magnesium silicate perovskite) and ferropericlase seem to have a much lower H2 O solubility1,4,5 . It is therefore problematic that ocean-island basalt (OIB) sources apparently originating in the lower mantle have the highest H2 O contents6,7 . Several dense hydrous magnesium silicates (DHMS phases) are thermodynamically stable in peridotites within subducting lithosphere8,9 . In the lower mantle, the most important of these phases are superhydrous phase B (also known as phase C, nominally Mg10 Si3 O14 (OH)4 ; ref. 10), phase D (hereafter Mg-phase D; nominally MgSi2 O4 (OH)2 ; ref. 11) and the newly discovered phase H (nominally MgSiO2 (OH)2 ; ref. 9). However, these Mg–Si endmembers break down at temperatures lower than those of typical mantle geotherms, and as a result they cannot form long-term water reservoirs in the lower mantle. An important issue, therefore, is whether these phases have solid solutions that can increase their thermal stability in lower-mantle assemblages. One potential stabilizing component in hydrous phases at lower-mantle pressures is Al. Al-bearing Mg-rich phase D breaks down at ∼1,600 ◦ C, about 200 ◦ C higher than the Mg-phase D endmember12 . Phase H can also accept Al, forming a solid solution with the similarly structured phase δ-AlOOH (ref. 13). In certain compositions, this solid solution is stable even along typical mantle geotherms at >40 GPa (ref. 14). However, Fe counteracts the stabilizing effect of Al addition, such that Fe, Al-bearing phase D in ultramafic compositions may not be any more stable than the Mg-phase D endmember12 . As a result, it is unclear whether ultramafic rocks in the convecting lower mantle can contain any hydrous phases. An intriguing possibility is that the relatively high Al contents of recycled oceanic crust could yield greater hydrous phase stability than observed in ultramafic systems. The presence of phase Egg (ideal formula AlSiO3 (OH); ref. 15) in superdeep diamond inclusions16 implies the presence of at least some hydrous recycled oceanic crust in the mantle transition zone. Even if subduction effectively dehydrates crustal rocks before phase Egg becomes stable17 , mafic lithologies could be rehydrated at greater depths by hydrous melts released from surrounding ultramafics. Recycled sections of mafic oceanic crust are unlikely to be chemically homogenized on the timescales of mantle convection and will therefore persist as distinct lithologies18,19 . There is thus a possibility that mafic components within a mechanically mixed lower mantle could become a focus for H2 O, if a suitable host exists. One untested candidate is superaluminous phase D, which has been synthesized at 25 GPa and 1,500 ◦ C (ref. 20) in a bulk composition similar to portions of subducted oceanic crust. This phase D has high Al and low Fe contents, suggesting that it could be significantly more stable than the magnesium silicate endmember. In this study we investigate the stability field of Mg, Fe-free aluminous phase D (hereafter Al-phase D; ideal formula Al2 SiO4 (OH)2 ) to examine whether it could be a host for H2 O in the uppermost lower mantle. The stability and composition of Al-phase D Al-phase D was synthesized in multianvil experiments between 1,460 ◦ C and 2,100 ◦ C in the simplified Al2 O3 –SiO2 –H2 O system. Two starting mixtures were employed with Al/Si ratios of 2:1 (mixture 1) and 1:1 (mixture 2) and H2 O contents of 13 and 19 wt% respectively (Supplementary Table 1). The resulting phase assemblages were identified using X-ray diffraction (XRD), electron probe microanalysis (EPMA), electron backscatter detection (EBSD) and transmission electron microscopy (TEM; Supplementary Table 2). Compositions determined by EPMA are presented in Supplementary Table 3. Bayerisches Geoinstitut, University of Bayreuth, 95440 Bayreuth, Germany. †Present address: Department of Geology, University of Illinois Urbana-Champaign, Illinois 61820, USA. *e-mail: [email protected] NATURE GEOSCIENCE | VOL 8 | JANUARY 2015 | www.nature.com/naturegeoscience © 2014 Macmillan Publishers Limited. All rights reserved 75 NATURE GEOSCIENCE DOI: 10.1038/NGEO2306 ARTICLES 30 [egg] H2O/2 L D stv D δ cor [D] stv egg δ egg [egg] cor [L] SiO2 δ cor stv Al2O3/2 (D) δ cor L P (GPa) [egg] 26 S4517_2 S5050_2 D S4523 cor S4517_1 egg cor egg stv S5081 S5113 δ D S5021_2 stv D δ egg [egg] D δ stv L stv δ L egg [δ] stv D L D egg [stv] δ L egg [cor] L egg cor stv (egg) δ cor L [D] 22 1,000 [D] 1,200 D L cor stv 1,400 1,600 [D] 1,800 2,000 2,200 Temperature (°C) Figure 1 | Schreinemakers analysis of phase relations in the system Al2 O3 –SiO2 –H2 O. Based on experiments performed between 22 and 26 GPa. Larger ternary diagrams show phase assemblages observed in this study at 26 GPa. Smaller ternary diagrams show results from previous studies or are deduced from known phase relations. Phase abbreviations are as follows: δ, δ-AlOOH; stv, stishovite; D, Al-phase D; egg, phase Egg; cor, corundum; L, hydrous liquid/melt. The chemical composition of Al-phase D was found to vary with bulk composition and with temperature. The Al2 O3 -rich composition (mixture 1) produced Al-phase D with an atomic Al/Si ratio of approximately 2.5:1. The SiO2 -rich composition (mixture 2) produced Al-phase D with an Al/Si ratio of approximately 1.5:1 buffered by the presence of stishovite. All EPMA analyses of Al-phase D yielded totals significantly below 100%. These large deficiencies and their systematic variation with temperature imply that they can be used to provide approximate estimates of H2 O contents. In the more SiO2 -rich composition the resulting chemical formula is Al1.54 Si0.98 O6 H3.5 at 1,460 ◦ C and Al1.73 Si1.2 O6 H2 at 2,100 ◦ C, corresponding to a decrease in H2 O content from 18 to 10 wt%. Raman analyses of Al-phase D synthesized at 2,100 ◦ C (Supplementary Fig. 1) qualitatively confirm a significant hydroxyl concentration in the phase. The wavenumber of the hydroxyl peak indicates strong hydrogen bonding20 . A petrogenetic grid of the Al2 O3 –SiO2 –H2 O system at high pressure is presented in Fig. 1. Constraints on pseudo-univariant reactions are provided by the EBSD- and TEM-determined experimental phase assemblages, and by the results of previous studies13,15,21 . Experimental run product assemblages are indicated by shaded regions in the sketched ternary diagrams. The temperaturedependent mineral compositions are based on EPMA analyses. The pressure–temperature (P–T ) stabilities and relative positions of each reaction in Fig. 1 are derived by applying Schreinemakers rules to the available experimental constraints. A degree of uncertainty arises from an incomplete knowledge of phase composition. This is especially true of stishovite, phase Egg and δ-AlOOH, which are nearly collinear in composition space. In addition, a degree of solid solution in each phase means that, in reality, each reaction will be multivariant and consequently of finite width. Despite these caveats, Schreinemakers analysis provides good constraints on phase stability, and allows some extrapolation to regions where experimental data are lacking. 76 The Si- and Al-rich starting mixtures both produced assemblages of δ-AlOOH and stishovite at temperatures at or below 1,200 ◦ C. δ-AlOOH is inferred to be stable to 1,460 ◦ C, and found to contain up to 17 wt% SiO2 in the more Al-rich composition. As Si-free δ-AlOOH decomposes at 1,200 ◦ C at 26 GPa (ref. 21), we infer that the addition of a SiO2 component increases its thermal stability. A three-phase assemblage of stishovite, δ-AlOOH and phase Egg crystallizes from the Si-rich mixture up to 1,460 ◦ C. The absence of Al-phase D can be explained by its higher H2 O content than either the bulk composition or δ-AlOOH at these conditions. Two further experiments employing a stoichiometric phase Egg bulk composition confirmed phase Egg stability at 26 GPa and at 1,200 ◦ C and 1,460 ◦ C, which is approximately 5 GPa higher than previous determinations15 . It is probable that the discrepancy in reported stability fields reflects the near collinear compositions of stishovite, δ-AlOOH and phase Egg; the solid solutions of all three phases may cause the temperature of the reaction phase Egg → stishovite +δ-AlOOH to be strongly dependent on bulk H2 O concentration. Al-phase D appears in assemblages produced from both starting mixtures after the breakdown of δ-AlOOH. Up to 1,600 ◦ C, Al-phase D coexists with stishovite and phase Egg in the Si-rich starting mixture, after which phase Egg breaks down. The more Al-rich mixture seems to fall within the compositional field of Al-phase D, although in some cases minor stishovite was also produced. It is assumed that Al-phase D is stable within the P–T stability field of δ-AlOOH at 26 GPa. The lack of Al-phase D in runs conducted within this field may reflect minor water loss from the capsules during the experiments. The alternative, that decreasing temperature results in Al-phase D breaking down to an assemblage of solid phases and H2 O-rich liquid, is extremely unlikely. Topological analysis indicates the presence of an invariant point in the system located approximately at 1,800 ◦ C and 24 GPa ([δ] in Fig. 1). This invariant marks the pressure where Al-phase D takes over from phase Egg as the most thermally stable hydrous phase in the system. The highest temperature experiment was performed at 2,100 ◦ C where Al-phase D coexisted with stishovite and an alumina-rich melt (Fig. 2). Although thermal gradients inside this type of multianvil assembly are expected to be about 200 ◦ C mm−1 , the small distance between the sample and the thermocouple (<0.5 mm) ensures that Al-phase D must be stable to temperatures exceeding 2,000 ◦ C. This is one of the highest known thermal stabilities of any hydroxide, being rivalled only by Mg-bearing δ-AlOOH, as revealed in recent experiments14 . The thermal stability of Al-phase D probably reaches a maximum at a pressure above 26 GPa, and at even higher pressures Si-bearing δ-AlOOH may replace phase D as the most thermally stable hydrous phase in the Al2 O3 –SiO2 –H2 O system. The relationship between phase D structure and stability The decomposition temperature of Al-phase D at 26 GPa is at least 800 ◦ C above that for Mg-phase D. The results of singlecrystal structural refinements (details reported as Supplementary Information) can illuminate the reasons why the replacement of Mg and Si with Al has such a remarkable effect on the stability of this hydrous structure. The crystal structure of Mg-phase D (space group no. 162; P 3̄1m; ref. 22) is based on a hexagonal close-packed array of oxygen atoms. The SiO6 and MgO6 octahedra occur in two separated layers stacked along the c direction, with Mg and Si in the 1a and 2d Wyckoff positions respectively (M1 and M2; Supplementary Fig. 4). Three further octahedral sites corresponding to the 2c and 1b Wyckoff positions (M3 and M4) remain vacant. However, when Al replaces Mg in Al-phase D (space group no. 193; P63 /mcm), all six octahedral sites become partially occupied by a random and disordered distribution of Si and Al. M1 and M4 become equivalent, as do M2 and M3, resulting in an increase in symmetry. One of the main differences between the structures is NATURE GEOSCIENCE | VOL 8 | JANUARY 2015 | www.nature.com/naturegeoscience © 2014 Macmillan Publishers Limited. All rights reserved NATURE GEOSCIENCE DOI: 10.1038/NGEO2306 a ARTICLES feldspar, the preference of Al for octahedral rather than tetrahedral coordination at pressures of a few gigapascals means that this effect plays only a minor role in much of the upper mantle and transition zone. Such disorder seems to become important again in the lower mantle, however, where Si and Al both exist exclusively in octahedral coordination. Al-phase D may be the first member of a new class of completely disordered hydrous aluminosilicates that consequently have high thermal stabilities. The high thermal stabilities recently reported for the solid solution between phase H and δ-AlOOH above 40 GPa (ref. 14) may also indicate Al–Si disorder. The composition of phase D in the lower mantle JEOL COMP 15.0 kV ×110 100 µm WD11 mm b 20 µm Figure 2 | Scanning electron micrographs of recovered phase D-bearing samples. a, Backscattered electron image of experiment S5113 recovered from 26 GPa and 2,100 ◦ C. Dark quenched melt can be seen in the lower part of the Pt capsule, overlain by a layer of stishovite. The bulk of the assemblage comprises grains of Al-phase (dark) and smaller grains of stishovite (light). b, A backscattered image of a sample recovered from 25 GPa and 1,500 ◦ C (S4253) in the system H–Fe–Mg–Al–Si–O2 . Fe- and Al-bearing bridgmanite (light grey) coexists with grains of Al-phase D (darker grey). Pockets of hydrous melt can be seen at grain boundaries. that Al–Si disorder in Al-phase D results in essentially undistorted octahedra of similar size, whereas in Mg-phase D large Mg–O distances cause the octahedra to be strongly distorted. The lesser extent of octahedral distortion is likely to stabilize Al-phase D relative to its Mg-bearing counterpart. Another factor influencing the dehydration temperatures of phase D is the strength of the OH bond. One way to compare the OH bond strength in each structure is through Pauling bond-strength sums23 . These can be calculated by assuming that the hydrogen position and site occupancy in Al-phase D are identical to those determined for Mg-phase D through neutron diffraction measurements24 . Owing to the difference in cation distribution and disorder between the two structures the protonated O site in Mg-phase D has an effective Pauling bond strength of +1.67 compared with +1.42 for Al-phase D. This implies that the O site in Al-phase D is more underbonded than in Mg-phase D, resulting in a stronger O–H bond and potentially strengthening hydrogen bonds with adjacent O sites of the same type. An important factor in the charge distribution in Al-phase D described above is the large degree of Al–Si disorder. Although the contribution to the configurational entropy due to Al–Si disorder has a stabilizing influence on low-pressure minerals such as Phase D contains roughly equal atomic proportions of Fe and Al when it coexists with Fe, Al-bearing bridgmanite with compositions similar to those existing in lower-mantle ultramafic rocks12,25,26 . Fe cancels out the stabilizing effect of Al (ref. 12), such that phase D in ultramafic compositions is likely to break down at similar temperatures to the Mg-phase D endmember. In other words, phase D in ultramafic rocks is only likely to be stable within subducting slabs. To investigate the partitioning behaviour in mafic compositions, we performed an additional experiment20 (S4253) at 25 GPa and ∼1,500 ◦ C using a hydrated bulk composition fabricated from 13.6 wt% Al2 O3 , 21.6% Fe2 O3 , 33% SiO2 and 31.8% Mg(OH)2 . Recovered bridgmanite (Fig. 2b) has the approximate chemical formula Mg0.63 Fe0.37 Al0.37 Si0.63 O3 , similar to compositions expected within subducted basalts27 . Coexisting Al-phase D has the approximate composition Mg0.24 Fe0.16 Al1.83 H1.5 SiO6 . The Al/Fe ratio in this phase D is much higher than that observed in Fe, Al-poor compositions (Fig. 3). We suggest that in hydrous lowermantle ultramafic rocks, phase D and bridgmanite accommodate Fe3+ and Al3+ in roughly equal proportions. As Al contents increase, the strong preference for the coupled substitution (Fe3+ Al3+ ) ↔ (Mg2+ Si4+ ) in bridgmanite results in high Al/Fe ratios in phase D. As increasing Al/Fe in phase D expands its thermal stability, subducted crustal rocks with high Al contents could even host Al-rich phase D at temperatures well above typical lower-mantle isentropes. Deep geochemical processing in the mantle The remarkable stability of Al-phase D has major implications for the hydrogen budget of the lower mantle. Within subducting slabs in the deep upper mantle and transition zone, it is believed that Al-poor ultramafic lithologies host most subducted water in the form of hydrous phases including phases A, superhydrous B, D and brucite8,28 . Owing to the low thermal stability of Al-poor hydrous phases and the low H2 O solubility of nominally anhydrous minerals in the lower mantle1,8,9 , ultramafic rocks descending through the upper–lower-mantle boundary will become supersaturated with H2 O, releasing hydrous melts as they heat up. The resulting melts will migrate through ultramafic rocks but will form Al-phase D within Al-rich mafic crustal rocks, as shown in Fig. 4. Subducted mafic units have been proposed to be present throughout the mantle18,19 , owing to the extreme timescales required for homogenization through chemical diffusion29 . Rocks containing Al-rich phase D in the lower mantle would still be able to host ∼1,000 wt ppm H2 O in majoritic garnet and clinopyroxene after upwelling into the upper mantle1,30 . The process described above implies that H2 O in the lower mantle will become preferentially concentrated in mafic rocks. One prediction of this premise is that magmas produced from lowermantle sources that exhibit geochemical evidence for the presence of recycled material should also be more H2 O-rich. Although there seems to be a general agreement that OIB mantle sources contain more H2 O than the depleted mantle, there is some question as to whether this arises from the recycling of hydrated lithosphere or reflects H2 O in a primordial source. Several studies have demonstrated a negative correlation between H2 O concentrations NATURE GEOSCIENCE | VOL 8 | JANUARY 2015 | www.nature.com/naturegeoscience © 2014 Macmillan Publishers Limited. All rights reserved 77 NATURE GEOSCIENCE DOI: 10.1038/NGEO2306 ARTICLES Al-rich phase D MORB Peridotite 10.0 Al/Fephase D crust. Instead, recycled oceanic crust has been linked to a ‘focus zone’ or FOZO component with moderately radiogenic Pb and Sr ratios (206 Pb/204 Pb ∼ 20, 87 Sr/86 Sr ∼ 0.703; ref. 32). H2 O/Ce values increase from EM1-influenced basalts towards those with FOZOlike isotopic characteristics6 , implying high H2 O concentrations in the FOZO source. The progressive hydration of recycled mafic crust in the lower mantle due to crystallization of Al-phase D, and potentially other hydrous aluminosilicate phases stable at even higher pressures9,14 , would explain the relationship between higher H2 O contents and the FOZO mantle component without needing to invoke the presence of a wet primordial lower-mantle source. Mg-rich phase D 1.0 Methods Ref. 12 Ref. 26 This study 0.1 0.0 0.1 0.2 0.3 0.4 Al3+ + Fe3+pv Figure 3 | Al/Fe ratio in phase D as a function of bridgmanite composition. Cation concentrations based on EPMA reveal that Al/Fe ratios in phase D increase sharply as a function of increasing trivalent cation content in bridgmanite. Fe and Al in bridgmanite are reported on a one-cation basis, and all Fe is assumed to be ferric in both phases. Representative bridgmanite compositions in peridotitic25 and mid-ocean-ridge basalt27 (MORB) bulk compositions are shown as grey bars. Upper mantle Received 13 June 2014; accepted 4 November 2014; published online 8 December 2014 Al-rich D °C 0 ,60 1 °C ∼ 00 ,1 2 ∼ Melt Al-poor D atg law A ∼410 km Transition zone D + br/shB Lower mantle ∼670 km Figure 4 | Potential mechanisms of deep hydrogen transport between hydrous phases and melts in a subduction zone. The convecting mantle is shown as a heterogeneous mixture of mantle and recycled crust. The crustal layer on top of the subducting slab (dark grey) becomes nominally anhydrous at 300 km depth, after the breakdown of lawsonite (law). Hydrated lithospheric mantle can carry water to greater depths, but hydrous phases become unstable at high temperatures, releasing melts. In the lower mantle, recycled oceanic crust can become rehydrated by these melts, forming Al-rich phase D that remains stable even at high temperatures. Mineral abbreviations are as follows: atg, antigorite; A, phase A; D, phase D; br, brucite; shB, superhydrous phase B; NAMs, nominally anhydrous minerals. of OIB mantle and enriched mantle components (for example, EM1) defined, for example, by extremely radiogenic Sr isotopic ratios and considered to result from subducted sediments6,31 . This has been interpreted to indicate that the lithosphere is efficiently dehydrated during the subduction process6 . However, subducted sediments are not representative of subducted oceanic 78 Starting compositions were based on analyses of crystals of Al-phase D previously reported20 , which demonstrate a compositional range in the Al/Si ratio. Two starting mixtures were fabricated from SiO2 , Al2 O3 and Al(OH)3 with Al/Si ratios of 2:1 and 1:1 and H2 O contents of 13 and 19 wt% respectively (Supplementary Table 1). In two further experiments a stoichiometric phase Egg composition (AlSiO3 OH) was employed. These powders were sealed inside 1-mm-diameter welded Pt capsules. In most experiments two capsules, each with a different composition, were placed symmetrically either side of a horizontally inserted thermocouple within the multianvil assembly. Multianvil experiments were performed at pressures between 22 and 26 GPa and at temperatures between 1,050 and 2,100 ◦ C. Further experimental details are reported as Supplementary Methods. Recovered samples were analysed using powder XRD, EPMA, TEM and EBSD. A single crystal of Al-phase D with dimensions of 30 × 15 × 15 µm was recovered from a sample synthesized at 1,460 ◦ C for data collection using single-crystal XRD. The Supplementary Information includes a full description of the structural refinement, further experimental details and analytical information. Run conditions and averaged EPMA analyses are also provided as a separate Excel file. References 1. Bolfan-Casanova, N. Water in the Earth’s mantle. Mineral. Mag. 69, 229–257 (2005). 2. Ardia, P., Hirschmann, M. M., Withers, A. C. & Tenner, T. J. H2 O storage capacity of olivine at 5–8 GPa and consequences for dehydration partial melting of the upper mantle. Earth Planet. Sci. Lett. 345, 104–116 (2012). 3. Pearson, D. G. et al. Hydrous mantle transition zone indicated by ring-woodite included within diamond. Nature 507, 221–224 (2014). 4. Bolfan-Casanova, N., Keppler, H. & Rubie, D. C. 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Earth Planet. Sci. Lett. 248, 715–734 (2006). 31. Workman, R. K., Hauri, E., Hart, S. R., Wang, J. & Blusztajn, J. Volatile and trace elements in basaltic glasses from Samoa: Implications for water distribution in the mantle. Earth Planet. Sci. Lett. 241, 932–951 (2006). 32. Stracke, A., Hofmann, A. W. & Hart, S. R. FOZO, HIMU, and the rest of the mantle zoo. Geochem. Geophys. Geosyst. 6, Q05007 (2005). Acknowledgements The authors would like to thank G. Gollner, H. Fischer, S. Übelhack, G. Manthilake, H. Schulze, U. Dittman and D. Krauße. This work was funded through the support of European Research Council (ERC) Advanced Grant ‘DEEP’ (#227893). R.M. is supported by an Alexander von Humboldt Postdoctoral Fellowship. Author contributions T.B.B. and D.J.F. designed the study; M.G.P. performed the experiments and processed the analytical data with assistance from F.H. (EBSD) and N.M. (TEM); T.B.B. performed the structural refinement; R.M., T.B.B. and D.J.F. interpreted the analytical data; R.M., M.G.P. and D.J.F. wrote the paper. All the authors discussed the results and implications and commented on the manuscript at all stages. Additional information Supplementary information is available in the online version of the paper. Reprints and permissions information is available online at www.nature.com/reprints. Correspondence and requests for materials should be addressed to R.M. Competing financial interests The authors declare no competing financial interests. NATURE GEOSCIENCE | VOL 8 | JANUARY 2015 | www.nature.com/naturegeoscience © 2014 Macmillan Publishers Limited. All rights reserved 79
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