Stereocontrol with Rotationally Restricted Amides - Jonathan ...
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810 J. Clayden SYNLETT<br />
<strong>Stereocontrol</strong> <strong>with</strong> <strong>Rotationally</strong> <strong>Restricted</strong> <strong>Amides</strong><br />
<strong>Jonathan</strong> Clayden*<br />
Department of Chemistry, University of Manchester, Oxford Road, Manchester M13 9PL, UK<br />
email j.p.clayden@man.ac.uk<br />
Received 5 May 1998<br />
Abstract: Rotational restriction in amides can be a blessing or a curse:<br />
this Account sets out highlight the former, in the light of our discovery<br />
that rotationally restricted amides have a remarkable ability to control<br />
stereochemistry. We start <strong>with</strong> an outline of the degree of steric<br />
hindrance to amide rotation required for a rotationally restricted amide<br />
group can give rise to stereoisomers, and move on to ways of using the<br />
amide group to control new stereogenic centres and to report the<br />
stereochemical details of substitution reactions. Amide stereochemistry<br />
can also respond to stereogenic centres <strong>with</strong>in a molecule through<br />
"conformational interlocking", and we finish <strong>with</strong> an overview of the<br />
current state of affairs <strong>with</strong> regard to the use of amides to relay<br />
stereochemical information to remote stereogenic centres.<br />
by Mannschreck 9 using HPLC on a stationary phase – work followed up<br />
more recently by Pirkle 10 and by Pierini and Villani. 11 Mannschreck's<br />
work had also shown that, in general, for the axially chiral rotamers of<br />
tertiary aromatic amides to become atropisomers – that is, separable<br />
stereoisomers – the amide group must be flanked by two ortho<br />
substitutents.<br />
Most of us probably view tertiary amides as flat, hopelessly unreactive<br />
and really rather dull molecules. Those of us who have actually worked<br />
<strong>with</strong> them will also know that they have ghastly NMR spectra, ruined by<br />
slow rotation. The first tertiary aromatic amide I made, as a new postdoc<br />
in the group of Prof Marc Julia in 1993, was 1, and it seemed to<br />
confirm many of my expectations. But turning it into 2, a compound I<br />
needed as a sulfone precursor, 1 began a process of chipping away at<br />
those amide prejudices one by one.<br />
It turned out that these compounds had never been used for<br />
stereoselective reactions. 12 (We were only slightly put off our stride<br />
when Dennis Curran published 13 on the stereoselectivity of the reactions<br />
of axially chiral anilides – a topic that has now been followed up by two<br />
other research groups. 14,15 ) I asked one of the project students, Matthew<br />
Tomkinson, to make naphthamide 5, ortholithiate it, and add it to<br />
benzaldehyde. He did, and got two separable diastereoisomers syn- and<br />
anti-6 (Scheme 2), and we were able to prove their stereochemistry <strong>with</strong><br />
a crystal structure (Figure 1). During the summer of 1995, I followed up<br />
his project <strong>with</strong> six weeks at the bench and found that most aldehydes<br />
show moderate selectivity in this reaction 16,17 – following Curran's lead,<br />
we called it "atroposelectivity" – for the syn diastereoisomer (syn<br />
because, as drawn, the hydroxyl group is on the same face of the ring as<br />
the amide carbonyl).<br />
Making 2 from 1 (Scheme 1) was my first ortholithiation – the one type<br />
of reaction which the "unreactivity" of tertiary amides suits very well:<br />
reactivity is diverted away from the carbonyl group and onto the<br />
aromatic ring. And the NMR spectrum of 2 was no longer a collection of<br />
broad hillocks but contained nice clean methyl doublets – four of them<br />
in fact. It was the realisation that the amide I was handling, <strong>with</strong> two<br />
pairs of diastereotopic methyl groups, was not flat, but twisted and<br />
therefore chiral, which started a train of thought that has led to a<br />
research programme that has been going on for four years and is still<br />
generating some fascinating chemistry.<br />
For the rest of my time as a post-doc, I mulled over the idea that the<br />
tertiary amides' axial chirality and their ability to direct lithiation might<br />
be made to work together in new stereoselective reactions, and when I<br />
started as a new lecturer in Manchester in 1994 I decided to invest my<br />
first research resources – three final year undergraduate research<br />
projects – in axially chiral amides. By this time I knew some of the 30-<br />
year history these compounds had, including the early 1970's debate 2-4<br />
about the reason for the geminal non-equivalence I had seen in my<br />
sulfide, an effect first noted in 1966. 5 1969 saw the resolution of 3 (and<br />
its separation from the meso diastereoisomer) by Ackerman and coworkers;<br />
6 1976 saw the resolution of the NMR debate by Jennings 7 and<br />
by Sandström; 8 and 1987 saw the resolution of tertiary 1-naphthamide 4<br />
We are still formulating a detailed explanation for the selectivity of this<br />
reaction, but coordination to the lithium atom must be the key. The<br />
simple attack of an aryllithium on a carbonyl group remains understood<br />
only in the crudest terms, but we realised that by introducing the<br />
question of stereochemistry to an otherwise "flat" reaction we could<br />
gain new insights into the mechanisms of organolithium reactions. The<br />
most significant success we have made in this vein is <strong>with</strong> laterally<br />
lithiated amides, of which more later.<br />
Our N,N-diisopropyl amides all had four diastereotopic methyl groups,<br />
as we had seen in the sulfide 2, and we were able to carry on the long<br />
tradition of using NMR to study conformational processes in amides 18
August 1998 <strong>Stereocontrol</strong> <strong>with</strong> <strong>Rotationally</strong> <strong>Restricted</strong> <strong>Amides</strong> 811<br />
by raising the temperature of 5 in the NMR machine. What happens to<br />
the methyl doublets in its spectrum is shown in Figure 2: lineshape<br />
simulation of the coalescences that take place at 72 °C and 97 °C<br />
allowed us to estimate the barrier to rotation about both the Ar–CO bond<br />
(which gives rise to axial chirality) and the C–N bond. 19 Both turned out<br />
to be about 75 kJ mol –1 , so the enantiomers of 5 have a half-life of the<br />
order of seconds at 20 °C. With 2-substituted naphthamides, barrier to<br />
rotation is some 30 kJ mol –1 higher, 20 and almost all 2-substituted N,Ndiisopropyl<br />
naphthamides we have made have been separable into<br />
atropisomers. 21<br />
We found that the rate of rotation about the Ar–CO bond in N,Ndiisopropyl<br />
amides is usually at least two or three times slower than<br />
N,N-diethyl or N,N-dimethyl amides – they are more stable as<br />
atropisomers. They are also usually crystalline, and are more resistant to<br />
nucleophilic attack by butyllithium during ortholithiation reactions.<br />
Looking at models showed us another important feature: they are<br />
superbly lopsided: one face of the naphthalene ring sees just one little<br />
oxygen atom, while the other shelters under the leafy shade of the<br />
nitrogen's isopropyl foliage (Figure 3). Surely any reagent we use to<br />
attack the ring, or groups closely attached to the ring, will prefer to float<br />
in from the oxygen's side, avoiding these entangling branches<br />
If the group is a carbonyl group in the 2-position, this certainly is the<br />
case. The bulkier the attacking reagent the better: Neil Westlund, my<br />
first PhD student, found that Grignard reagents attack ketones to give<br />
just the isomer resulting from approach alongside O rather than N<br />
(Scheme 3), 22 and bulky reducing agents give excellent selectivity<br />
towards the isomer arising from this same trajectory. 23 The X-ray crystal<br />
structure of the compound obtained by adding EtMgBr to 7 is shown in<br />
Figure 4 – Neil was able to make both diastereoisomers and show that<br />
they were completely stable to interconversion on heating.<br />
Rotational freedom elsewhere in the molecule complicates things, and<br />
when Neil tried reactions using the aldehydes 10 he found that the<br />
outcome depended on how well the nucleophile's metal counterion was<br />
able to chelate both aldehyde and amide carbonyls (Scheme 4). 23 We are<br />
Biographical Sketch<br />
<strong>Jonathan</strong> Clayden was born in Kampala, Uganda in 1968 and grew up on the east coast of Essex.<br />
After gaining a degree in Natural Sciences from the University of Cambridge he remained in<br />
Cambridge to conduct research on enantioselective synthesis phosphine oxides under the<br />
supervision of Dr Stuart Warren. In 1993 he received his PhD and moved to the École Normale<br />
Supérieure in Paris as a Royal Society Western European Research Fellow, where he joined the<br />
research group of Prof. Marc Julia. In September 1994 he moved to his current post as a<br />
Lecturer in Organic Chemistry at the University of Manchester, where he began a research<br />
programme investigating the application of rotational restriction to stereocontrolled synthesis,<br />
and the application of lithiated amides to synthesis.
812 J. Clayden SYNLETT<br />
now in a position to use conformationally anchored amides, <strong>with</strong> their<br />
ability to control the construction of a new chiral centre, to make new<br />
chiral auxiliaries.<br />
Chiral auxiliaries of course need to be made as single enantiomers, and<br />
we are only now just beginning to address this problem successfully.<br />
When Jennifer Pink, my first post-doctoral worker, joined the group in<br />
February 1996 we decided that she would start by applying the s-BuLi/<br />
(–)-sparteine chemistry Peter Beak had used so successfully <strong>with</strong><br />
benzamides 24 to our naphthamide systems. Jennifer set about lithiating<br />
2-substituted naphthamides 12 in the presence of (–)-sparteine 11,<br />
hoping for a kinetic resolution (Scheme 5). Disappointingly, neither the<br />
product 13 nor the remaining starting material displayed any useful<br />
enantiomeric excess, but remarkably the product was formed as only<br />
one single diastereoisomer. Shortly after we got this result, Peter Beak<br />
and Dennis Curran jointly published 25 on the limited success they had<br />
achieved in the asymmetric ortholithiation of naphthamides using s-<br />
BuLi/(–)-sparteine – the only time when I really did for a moment think<br />
we had been scooped!<br />
High levels of atroposelectivity turned out to be a general feature of the<br />
reactions of laterally lithiated amides <strong>with</strong> electrophiles, 26 and we were<br />
able to show that in general the favoured product was the one which had<br />
the new substitutent syn to the amide carbonyl group (Scheme 6): the<br />
ethyl-substituted syn-14 (X = Et) was crystalline, and its structure was<br />
proved by X-ray crystallography (Figure 5). Silyl-substituted syn-14 (X<br />
= PhMe 2 Si) could be converted to a known alcohol by a stereospecific<br />
Fleming oxidation – carried out at low temperature to avoid the<br />
possibility of epimerisation – and from this we deduced that the<br />
trimethylsilyl compound 13 had the same stereochemistry. Even<br />
deuterated syn-14 (X = D) was shown to have this same stereochemistry<br />
by NOE experiments.<br />
We surmised that this stereoselectivity would be a feature not only of<br />
naphthamide lateral lithiations, but also the lithiations of other 2-alkyl<br />
tertiary aromatic amides. Indeed, when Jennifer repeated the reactions<br />
on 2,6-disubstituted benzamide 15, she found she could do two<br />
successive stereoselective lateral lithiations, to make compounds such as<br />
16 <strong>with</strong> 1,5-related chiral centres (Scheme 7). 22 This raised the question<br />
of benzamide 17 (Scheme 8) – would its lithiation–quench reactions be<br />
diastereoselective The problem is of course that any stereoselectivity<br />
we might get in the reaction would be lost by the time we had warmed<br />
and worked the reaction up, because in benzamides like 18, <strong>with</strong> only<br />
one substituent ortho to the amide, the stereoisomers are merely rapidly
August 1998 <strong>Stereocontrol</strong> <strong>with</strong> <strong>Rotationally</strong> <strong>Restricted</strong> <strong>Amides</strong> 813<br />
Ar–CO bond) stereochemical information could not survive from the<br />
lithiation step through to the final product 14.<br />
interconverting conformers. How could we observe an initial ratio of<br />
products obtained at low temperature A rough calculation suggested<br />
that the barrier to rotation 27 about the Ar–CO bond of 17 was such<br />
(about 60 kJ mol –1 ) that if we carried out the reaction at –78 °C the two<br />
stereoisomers might interconvert sufficiently slowly to be trappable as<br />
atropisomers by carrying out a second ortholithiation in situ. And indeed<br />
this worked: Jennifer laterally lithiated 17 (no ortholithiation was<br />
observed here) and added ethyl iodide, to give 18. Then – still keeping<br />
the reaction cold – she lithiated again, added methyl iodide, and got 19<br />
as a 90:10 ratio of products. At –78 °C, 17 behaves as a chiral<br />
compound!<br />
As it happened, these laterally lithiated naphthamides were about to<br />
inflict a series of blows to our confidence in making deductions from<br />
precedents – the first being that 20 is in fact configurationally stable<br />
even at –40 °C. 29 In the end, though, the experiments we designed to<br />
investigate the structure of 20 told us much more than we had originally<br />
expected, and we managed to get some important insights into the<br />
mechanisms of electrophilic substitution reactions of organolithiums<br />
and organostannanes.<br />
Our understanding of all of these reactions was complicated by the fact<br />
that there are two possible sources of stereoselectivity (Scheme 9): the<br />
first step (the lithiation) or the second (the electrophilic quench). The<br />
literature led us to expect the second, because Beak had shown that<br />
lithiated 17 is configurationally unstable at the lithium-bearing centre, 28<br />
and <strong>with</strong> a configurationally unstable organolithium 20 (that is,<br />
configurational stability at the lithium-bearing centre: we know that a<br />
2,6-disubstituted aromatic amide will be configurationally stable at the<br />
The experiments started <strong>with</strong> the atropisomeric stannane 21a, which,<br />
like its silyl analogues, was formed largely as a single atropisomeric<br />
diastereoisomer (though we could not at this stage be sure which one, so<br />
we must leave the stereochemistry of 21a undefined for the moment) on<br />
quenching laterally lithiated 12 <strong>with</strong> Bu 3 SnCl. 29 Stannane 21a could be<br />
transmetallated back to an organolithium and then quenched <strong>with</strong> an<br />
electrophile (ethyl iodide) and gave a 60:40 mixture of diastereoisomers<br />
of 14 (Scheme 10). Thanks to the thermal instability of atropisomeric<br />
diastereoisomers, Jennifer was able to epimerise 21a to its<br />
diastereoisomer 21b just heating it at 65 °C for a couple of days –<br />
indeed, it required considerable care to prevent the thermodynamically<br />
unstable 21a epimerising to 21b simply on work up. Unlike 21a, 21b<br />
gave a single diastereoisomer of 14 on transmetallation–electrophilic<br />
quench. The intermediate organolithium 20 clearly has some degree of<br />
configurational stability (or the two stannanes would have given<br />
identical results), but the results themselves raised yet more questions –<br />
for example, was the 60:40 ratio we got from 21a a consequence of slow<br />
equilibration between diastereoisomers of the intermediate<br />
organolithium 20, or did the transmetallation itself produce a mixture of<br />
organolithiums We spent some time designing and carrying out<br />
experiments to eliminate possibilities one by one, but in the end, we<br />
decided simply to run proton NMR spectra of the organolithiums we<br />
had obtained (a) just by lithiating the amide 12, (b) by transmetallating<br />
stannane 21a, and (c) by transmetallating stannane 21b. The aromatic<br />
regions of the spectra we got (shifted upfield as these are anions) are<br />
shown in Figures 6a, 6b and 6c, and remained the same after 1 hr at –40<br />
°C.
814 J. Clayden SYNLETT<br />
The mechanistic jigsaw was at this point nearly complete, but although<br />
we knew that the electrophilic substitution of lithium for tin went <strong>with</strong><br />
inversion, we knew the stereochemistry of neither the organolithium 20<br />
nor of the stannane 21. We did know the stereochemistry of the products<br />
of alkylating, silylating and deuterating organolithium 20, but not the<br />
stereochemical course (retention or inversion) of the reaction (we were<br />
by now wary of precedents! 32 ). The key unknown was the<br />
stereochemistry of the organolithium we got by lithiating 12: was it syn-<br />
20 or anti-20 The way to find out was to re-deprotonate the deuterated<br />
compound syn-14 (X = D). If lithiation of 12 gives syn-20, lithiation of<br />
syn-14 (X = D) would involve breaking a C–D bond and would therefore<br />
be disrupted to some degree by the high values that primary kinetic<br />
isotope effects can take at –78 °C. 33 On the other hand, if lithiation of 12<br />
gives anti-20, lithiation of syn-14 (X = D) would not involve C–D bondbreakage<br />
and lithiation–electrophilic quench reactions of 12 and syn-14<br />
(X = D) should follow the same course. When we lithiated syn-14 (X =<br />
D), we got a mixture of diastereoisomers, and a mixture of protonated<br />
and deuterated products, all consistent <strong>with</strong> a primary kinetic isotope<br />
effect operating on the deprotonation, and indicating that the spectra in<br />
Figures 6a and 6c are those of syn-20, and hence that 21a is anti-21 (and<br />
21b is syn-21).<br />
So, the complete picture (Scheme 11) starts <strong>with</strong> a stereoselective<br />
deprotonation 12, presumably directed by coordination of s-BuLi to the<br />
amide carbonyl, to give syn-20, which reacts <strong>with</strong> retention <strong>with</strong> most<br />
electrophiles but <strong>with</strong> inversion <strong>with</strong> Bu 3 SnCl. The stannane 21a thus<br />
formed transmetallates non-stereospecifically to give a 65:35 mixture of<br />
stereoisomers of the organolithium syn- and anti-20. Just to confuse the<br />
issue still further, unlike syn-20, anti-20 does not react stereospecifically<br />
<strong>with</strong> electrophiles: a 65:35 ratio of syn:anti-20 converts, on reaction<br />
<strong>with</strong> ethyl iodide, to a 40:60 ratio of syn:anti-14!<br />
The spectra from 21a and 21b (Figures 6b and 6c) are different – and<br />
remain different – confirming the configurational stability of the<br />
organolithiums. Not only that, but while lithiation of 12 and<br />
transmetallation of 21b (Figures 6a and 6c) clearly give single<br />
organolithiums, the spectrum obtained by transmetallating 21a (Figure<br />
6b) shows a mixture of organolithium diastereoisomers – and this means<br />
that the transmetallation of the stannane was not stereospecific. This<br />
was even more of a surprise, since until this moment the<br />
stereospecificity of tin-lithium exchange had remained unquestioned 30<br />
since W. C. Still's seminal paper in 1980. 31<br />
The transmetallation of 21b, on the other hand, was stereospecific – and<br />
gave the same organolithium 20 as that obtained by lithiation of amide<br />
12. This means that the sequence of reactions from 12→20→21a→21b<br />
and back to 20 must contain two inversions of stereochemistry: one we<br />
know is the thermal epimerisation of 21a to 21b: is the other one the<br />
Li→Sn (20 to 21a) step or the Sn→Li (21b to 20) step It would have<br />
been remarkable if it had been the second – which would then be a<br />
stereospecific but invertive tin-lithium exchange – and indeed we now<br />
have plenty of evidence that it is the Li→Sn (20 to 21a) step which<br />
proceeds <strong>with</strong> inversion.<br />
All of this mechanistic reasoning was made possible by the fact that the<br />
amide not only controls the stereochemical course of some of the<br />
reactions, but acts as a stereochemical marker, telling us whether we are<br />
getting retention or inversion in the reactions, or a mixture. This was<br />
quite unexpected to us, and the idea of using a simple bystander group<br />
as a standard against which to judge the stereochemical course of the<br />
reaction really deserves revisiting in more detail.<br />
Although many of our conclusions seemed to go against literature<br />
precedents, we now believe we understand why our systems are<br />
different to those which have gone before (we think, for example, that<br />
the inability of the amide to lie anywhere near coplanar <strong>with</strong> the ring
August 1998 <strong>Stereocontrol</strong> <strong>with</strong> <strong>Rotationally</strong> <strong>Restricted</strong> <strong>Amides</strong> 815<br />
helps ensure the configurational stability of 20, and our nonstereospecific<br />
tin-lithium exchange is unusual in not having a<br />
heteroatom at the Li-bearing centre). But at this point, we started to<br />
move into uncharted waters where "precedent" had no real meaning. All<br />
of what I have so far described could have been done using conventional<br />
chiral centres – practically this may be difficult, since few chiral<br />
substituents would have the stereodirecting power we have seen in<br />
rotationally restricted amides. But what comes next could not be done<br />
<strong>with</strong> central chirality – because the thermal instability inherent in axial<br />
chirality is the key to some remarkable stereochemical effects.<br />
groups would lie anti across the ring, and 25 would exist not only as a<br />
single atropisomer but as a single conformer also.<br />
Chirality due to rotational restriction can not only control<br />
stereochemistry, but it can also respond to stereochemistry. We first<br />
began to realise the power in this when we were making the stannanes<br />
21a and 21b. 21a is the kinetic product of the reaction, and on heating<br />
for 2 days at 65 °C it gives 21b in 97% yield: 21b is much more<br />
thermodynamically stable than 21a. The amide group and the nearby<br />
chiral centre must be interlocked, and the stereogenic centre has a<br />
remarkably powerful influence on the preferred conformation of the<br />
amide. The same is true of the silyl-substituted 14 (X = Me 3 Si): a<br />
mixture of syn- and anti-14 (X = SiMe 3 ) equilibrates on heating almost<br />
entirely to syn-14 (X = SiMe 3 ). (This provided further evidence that syn-<br />
14 and 21b have the same relative stereochemistry). The ethylsubstituted<br />
14 (X = Et) are different: their equilibrium mixture contains<br />
a 60:40 ratio of syn and anti diastereoisomers.<br />
We reasoned that if this is true of naphthamides, it ought to be true of<br />
benzamides too: 22, for example, ought to sit largely as one conformer,<br />
while we would expect 18 to exist as a conformational mixture. NMR<br />
confirms that we are right: the NMR spectrum of 22 shows one main set<br />
of peaks for the syn-conformer shown, <strong>with</strong> a smaller set accounting for<br />
about 13% of the total, which we assign to the anti-conformer. The<br />
NMR spectrum of 18 on the other hand clearly shows a 55:45 mixture of<br />
two sets of peaks.<br />
We decided to see whether we could exploit this assumed anti<br />
arrangement of the amides by trapping <strong>with</strong> another substituent – and<br />
adding another ethyl group gives a single atropisomer of 26 (Scheme<br />
13). Finally, Samreen did a lateral lithiation–quench to get a single<br />
diastereoisomer of 27. 27 (whose X-ray crystal structure is illustrated in<br />
Figure 7) has two stereogenic centres related para across an aromatic<br />
ring, and one has controlled the other by passing stereochemical<br />
information firstly from centre to axis, then from axis to axis, then from<br />
axis to centre. Axially chiral amides can not only control and respond to<br />
stereochemistry, but they can relay stereochemical information across<br />
space.<br />
Tertiary amides aren't flat – and they're certainly not unreactive towards<br />
lithiation chemistry (recently we have shown that some of them have a<br />
remarkable reactivity towards anionic cyclisation reactions 35 ). While<br />
their spectra may be complex, the information these spectra contain can<br />
be extraordinarily useful. We can expect plenty more from them yet.<br />
To be of any value to us, these conformers need trapping as<br />
atropisomers. We did this using the trick we introduced above – adding a<br />
second substitutent. So, for example, lithiating 22 (lithiation takes place<br />
selectively at the ortho position) and adding ethyl iodide gives the<br />
product 23 as a single diastereoisomer (Scheme 12): a conformationally<br />
enriched mixture becomes a single atropisomer on the addition of a<br />
second ortho substituent. It is also true of 24, which Samreen Yasin,<br />
during a 6 month Master's project, lithiated and quenched <strong>with</strong> N,Ndiisopropyl<br />
carbamoyl chloride to give one atropisomer of 25. The<br />
NMR spectrum of 25 is in fact remarkably simple, and we assumed<br />
(evidently, on the basis of later results, correctly – and partly inspired by<br />
Snieckus' crystal structure 34 of a similar compound) that the amide
816 J. Clayden SYNLETT<br />
Acknowledgements<br />
The work I have described was turned from ideas to substance by the<br />
dedicated researchers who have been part of my research group during<br />
the last four years. Some of their names are mentioned in the text, but I<br />
should also like to acknowledge the continuing contributions of Anjum<br />
Ahmed, Catherine McCarthy, Lai Wah Lai and Ryan Bragg in this area.<br />
Wide-ranging discussions <strong>with</strong> Dr Tim Donohoe helped keep up the<br />
flow of new ideas, and Dr Ian Watt has kept me on the rails <strong>with</strong> regard<br />
to interpreting kinetic data. Finally, I am grateful to the Leverhulme<br />
Trust, the Royal Society, Zeneca, Roche and GlaxoWellcome for<br />
funding this area of our research.<br />
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