MRC Technology (S.L., A.P.), Mill Hill, London; and Division of
Physical Biochemistry, National Institute for Medical Research, Mill
Hill, London, United Kingdom (N.J.M.B.)
 |
Introduction |
The
five subtypes of muscarinic acetylcholine
(ACh) receptors are members of the superfamily of G-protein-coupled
receptors. In addition to the "primary" sites on the receptor to
which agonists and competitive antagonists bind, muscarinic receptors
also contain one or more `allosteric` sites that mediate the effects
of various agents on the binding of ligands at the primary site
(Ellis, 1997
; Holzgrabe and Mohr, 1998
; Christopoulos et al., 1998
).
The effects of most allosteric agents, such as gallamine, strychnine,
brucine, alcuronium, tubocurarine, WDuo3, and obidoxime, are consistent with the ternary complex allosteric model, in which the primary and
allosteric ligands bind simultaneously to the receptor and modify each
other's affinities (Ehlert, 1988
; Lazareno and Birdsall, 1995
), and
these agents all appear to act at the same "common allosteric site"
(Ellis and Seidenberg, 1992
; Waelbroeck, 1994
; Tränkle and Mohr,
1997
; Lazareno, unpublished observations with brucine). The limited
evidence for the existence of a second allosteric site comes from
studies of very low affinity interactions of obidoxime with Duo3 and
WDuo3 at the
N-[methyl-3H]scopolamine
([3H]NMS)-occupied m2 receptor
(Tränkle and Mohr, 1997
) and from the steepness of the
concentration-effect curves of tacrine and Duo3 for inhibiting
[3H]NMS dissociation (Potter et al., 1989
; Tränkle et
al., 1996
).
The clearest indication that an agent is acting allosterically is its
ability to inhibit the dissociation of [3H]NMS, but the
potential therapeutic effect of an allosteric drug will be determined
by the effect of the agent on the binding of the endogenous ligand ACh.
We have recently reported that brucine and some N-substituted analogs
act allosterically to enhance the affinity of ACh at one or more
muscarinic receptor subtypes (Birdsall et al., 1997
, Lazareno et al.,
1998
), and these observations have been confirmed by others (Jakubik et
al., 1997
; Murkitt and Wood, 1999
). In the course of our screening
program to detect allosteric enhancers of ACh affinity we found that
staurosporine had allosteric effects, and we describe here the
interactions of staurosporine and eight other indolocarbazoles with ACh
and the antagonist radioligand [3H]NMS at
M1-M4 muscarinic receptors. The results
demonstrate the existence of a second allosteric site on these
receptors, which also supports positive cooperativity with ACh.
 |
Experimental Procedures |
Materials.
[3H]NMS (81-86 Ci/mmol) was from
Amersham International, UK, and [35S]GTP
S
(1000-1400 Ci/mmol) was from New England Nuclear (Boston, MA). Brucine
sulfate, gallamine triiodide, and ACh chloride were from Sigma Chemical
Co. (Dorset, UK). Staurosporine was from Sigma and from Alexis
Corporation (Nottingham, UK). Gö 7874, Gö 6976, and K-252c were
from Calbiochem (Nottingham, UK). K-252a and K-252b were from Alexis
and from TCS Biologicals (Buckingham, UK). KT5823 and KT5720 were from
TCS, Calbiochem, and Alexis. KT5926 was from TCS and Calbiochem.
Cell Culture and Membrane Preparation.
Chinese hamster ovary
(CHO) cells stably expressing cDNA encoding human muscarinic
M1-M4 receptors (Buckley et al., 1989
) were
generously provided by Dr. N. J. Buckley (University of Leeds). These were grown in
-minimum essential medium (GIBCO) containing 10% (v/v) newborn calf serum, 50 U/ml penicillin, 50 µg/ml
streptomycin, and 2 mM glutamine, at 37°C under 5% CO2.
Cells were grown to confluence and harvested by scraping in a hypotonic
medium (20 mM HEPES + 10 mM EDTA, pH 7.4). Membranes were prepared at
0°C by homogenization with a Polytron followed by centrifugation
(40,000g, 15 min), were washed once in 20 mM Hepes + 0.1 mM EDTA (pH
7.4), and were stored at
70°C in the same buffer at protein
concentrations of 2-5 mg/ml. Protein concentrations were measured with
the BioRad reagent, using bovine serum albumin as the standard. The
yields of receptor varied from batch to batch but were approximately 10, 1, 2, and 2 pmol/mg of total membrane protein for the
M1, M2, M3, and M4
subtypes, respectively.
Radioligand Binding Assays.
Unless otherwise stated, frozen
membranes were thawed, resuspended in incubation buffer containing 20 mM HEPES + 100 mM NaCl + 10 mM MgCl2 (pH 7.4), and
incubated with radioligand and unlabeled drugs for 2 h at 30°C
in a volume of 1 ml. Membranes were collected by filtration over glass
fiber filters (Whatman GF/B) presoaked in 0.1% polyethylenimine, using
a Brandel cell harvester (Semat, Herts, UK); extracted overnight in
scintillation fluid (ReadySafe, Beckman); and counted for radioactivity
in Beckman LS6000 scintillation counters. Membrane protein
concentrations (5-50 µg/ml) were adjusted so that not more than
~15% of added radioligand was bound. Nonspecific binding was
measured in the presence of 10
6 M (±)-quinuclidinyl
benzilate (QNB) (an antagonist with picomolar potency) and accounted
for 1-5% of total binding. GTP was present at a concentration of
2 × 10
4M in assays containing unlabeled ACh. Data
points were usually measured in duplicate. CHO cell membranes do not
possess cholinesterase activity (Gnagey and Ellis, 1996
; Lazareno and
Birdsall, 1993
), so ACh could be used in the absence of a
cholinesterase inhibitor. The indolocarbazoles and brucine were
dissolved in dimethyl sulfoxide, which, at the highest final
concentration of 2%, had no effect on binding.
Experimental Designs and Data Analysis.
General data
preprocessing, as well as the affinity ratio calculations and routine
plots of the semiquantitative equilibrium assay, were performed using
Minitab (Minitab, Coventry, UK). The other assays were evaluated by
nonlinear regression analysis, using the fitting procedure in SigmaPlot
(SPSS, Erkrath, Germany). This procedure is relatively powerful in that
it allows the use of two or more independent variables, e.g.,
concentrations of two drugs.
Equilibrium Binding Assays for Estimation of the Affinity of an
Allosteric Agent for the Receptor and the Magnitude of its
Cooperativity with [3H]NMS and ACh.
The design and
analyses have been described in detail (Lazareno and Birdsall, 1995
;
Lazareno et al., 1998
). Briefly, specific binding of a low
concentration of [3H]NMS (one to two times the
Kd) was measured in the presence of a number of
concentrations of test agent, all in the absence and presence of one or
more concentrations of ACh. Specific binding of a high concentration of
[3H]NMS (5-10 times Kd) was also measured.
Nonlinear regression analysis was used to fit the data to the equation
|
(1)
|
where BLAX is the observed specific bound
radioligand; L, A, and X are concentrations of
[3H]NMS, ACh, and allosteric agent, respectively,
KL, KA, and
KX are affinity constants for the corresponding
ligands and the receptor,
and
are allosteric constants of X
with [3H]NMS and ACh respectively, n is a
logistic slope factor that describes the binding of ACh, and
s is a Schild slope factor that describes the binding of X. According to the allosteric model s should be 1. Kd values (pM) for [3H]NMS from
these assays were 136 ± 4, n = 24; 481 ± 33,
n = 15; 262 ± 23, n = 14; and 134 ± 5,
n = 13, corresponding to log affinity (M
1)
values of 9.87, 9.32, 9.58, and 9.87 at M1-M4
receptors, respectively.
Above a certain concentration, some allosteric agents, especially those
that exhibit neutral or positive cooperativity with [3H]NMS, may slow the kinetics of [3H]NMS
binding so much that the binding does not reach equilibrium. In most
cases sufficient incubation time was used to allow
[3H]NMS binding in the presence of the agent to reach
equilibrium. In a few cases, however, the highest concentration of
agent would be predicted to slow [3H]NMS kinetics
sufficiently to prevent binding equilibrium from being reached, and in
these cases the data were better fitted to the equation
|
(2)
|
where BLAXt is the observed specific
binding under nonequilibrium conditions, BLAX is
the predicted equilibrium binding defined in eq. 1, t is the
incubation time, koff is the dissociation rate constant of [3H]NMS, and BLO is
the initial amount of bound radioligand, set to zero in this case. This
equation assumes that the dissociation of [3H]NMS from
the allosteric agent-occupied receptor is negligible, and that the
binding kinetics of both ACh and the allosteric agent are fast in
comparison with the dissociation rate of [3H]NMS.
If only a single concentration of ACh was used, the data were
visualized with affinity ratio plots, where the affinity ratio is the
apparent affinity of the primary ligand ([3H]NMS or ACh)
in the presence of a particular concentration of test agent divided by
the apparent affinity of the primary ligand in the absence of test
agent. Theoretically, the EC50 or IC50 of the
affinity ratio plot corresponds to the Kd of the
test agent at the free receptor, and the asymptotic level corresponds
to the cooperativity constant for the test agent and primary ligand (Lazareno and Birdsall, 1995
). Affinity ratios were calculated from the
specific binding data as follows (Lazareno and Birdsall, 1999
).
The affinity ratio of [3H]NMS in the presence of a single
concentration of test agent is
|
(3)
|
The affinity ratio of ACh in the presence of a single
concentration of test agent is
|
(4)
|
where BL is binding in the presence of
the low [3H]NMS concentration alone;
BL1 is binding in the presence of the high
[3H]NMS concentration; BLA is
binding in the presence of the low [3H]NMS concentration
and ACh; BLX is binding in the presence of the
low [3H]NMS concentration and a particular
concentration of test agent; BLAX is binding
in the presence of the low [3H]NMS concentration, ACh,
and the same concentration of test agent; L is the low
[3H]NMS concentration; L1 is the
high [3H]NMS concentration; and q is the ratio
of low and high [3H]NMS concentrations,
L/L1.
With assays containing a number of ACh concentrations, affinity ratio
plots were calculated using the parameter estimates from the fit of the
data set to eq. 1 or 2 as appropriate (Lazareno and Birdsall, 1995
).
The affinity ratios of [3H]NMS and ACh,
rL and rA, respectively,
are
|
(5)
|
and
|
(6)
|
where the symbols are as described above.
Off-Rate Assay to Estimate the Affinity of an Allosteric Agent
for the [3H]NMS-Occupied Receptor.
A high
concentration of membranes (2-4 mg protein/ml) was incubated with a
high concentration of [3H]NMS (5 nM) for about 15 min.
Then 10-µl aliquots were distributed to tubes that were empty or
contained 1 ml of 10
6 M QNB alone and in the presence of
a number of concentrations of allosteric agent (typically
n = 4). Nonspecific binding was measured in separately
prepared tubes containing 10 µl of membrane and 2 µl of
[3H]NMS + QNB. Some time later, after about 2.5 dissociation half
lives (see Table 2), the
samples were filtered. The data were transformed to rate constants,
koff, using the formula
|
(7)
|
where B0 is initially bound radioligand
and Bt is bound radioligand remaining after
t min of dissociation. These values were finally expressed
as a percentage inhibition of the true [3H]NMS
dissociation rate constant (koff in the absence
of allosteric agent) and fitted to a logistic function using nonlinear
regression analysis. Theoretically the curves should have slopes of 1 and correspond to the occupancy curves of the allosteric agents at the
[3H]NMS-occupied receptors, regardless of whether the
inhibition of [3H]NMS dissociation is caused by an
allosteric change in the shape of the receptor or by the trapping of
the [3H]NMS in its binding pocket by the bound allosteric
agent (Lazareno and Birdsall, 1995
). Initially the curve was fitted
without constraints. If the slope factor was not different from 1, and
the maximum inhibition (Emax) did not exceed
about 100%, then the slope was constrained to 1 and the
Emax was fitted. If the fitted
Emax exceeded 100% (a physical impossibility,
apart from experimental variation or error), then the
Emax was constrained to 100 and the slope was
fitted. With the compounds under study the Emax
was often less than 100, and in most such cases the data were well
fitted with the slope constrained to 1.
GTP
S Binding Assay.
Membranes expressing M1
receptors (5-20 µg/ml) were incubated with
[35S]GTP
S (0.1 nM), GDP (10
7 M), and
ligands in incubation buffer in a volume of l ml for 30-60 min at
30°C. Bound label was collected by filtration over glass fiber
filters prewetted with water.
 |
Results |
The structures of the compounds examined are shown in
Fig. 1. Figure 2
shows the effects of staurosporine on equilibrium [3H]NMS
binding at M1 receptors in the absence and presence of a fixed concentration of ACh. [3H]NMS binding was increased
by staurosporine concentrations up to 10 µM and was reduced at 30 µM. The increase in [3H]NMS binding reflects a decrease
in the Kd of [3H]NMS rather than
an increase in Bmax (data not shown). The
decrease in binding with 30 µM staurosporine is caused by the slowing
of [3H]NMS kinetics by high concentrations of
staurosporine (see below) and the consequent lack of equilibration of
[3H]NMS binding (Lazareno and Birdsall, 1995
). The effect
of staurosporine on ACh binding is not clear from inspection
of Fig. 2, but nonlinear regression analysis of the data, which also
takes into account the effects of high concentrations of staurosporine
on the kinetics of [3H]NMS, provided a good fit to the
data (lines in Fig. 2) and revealed a four fold negative cooperativity
between ACh and staurosporine. The independent effects of staurosporine
on [3H]NMS and ACh binding across the four receptor
subtypes are easier to visualize when the binding data are transformed
into affinity ratios (Lazareno and Birdsall, 1995
; Lazareno et al.,
1998
) (Fig. 3). In theory, the
EC50 or IC50 of the affinity ratio plot
corresponds to the Kd of the test agent for the
free receptor, and the asymptotic value corresponds to the
cooperativity with the primary ligand. Staurosporine showed positive
cooperativity with [3H]NMS at M1 and
M2 receptors, neutral cooperativity with
[3H]NMS at M4 receptors, and was inactive or
neutrally cooperative at M3 receptors. It had negative
cooperativity with ACh at M1, M2, and
M4 subtypes and was neutral with ACh or inactive at
M3 receptors. Staurosporine had Kd
values for unoccupied receptors in the µM range (Fig. 3 and
Table 1). In two functional assays with
M1 receptors measuring the stimulation by ACh of
[35S]GTP
S binding, 10 µM staurosporine reduced basal
activity and the Emax by 17% ± 7% and
25% ± 4%, respectively, and caused a 2.9 ± 0.9-fold decrease
in the potency of ACh (data not shown), which is consistent with the
3.6-fold change predicted from the [3H]NMS binding
studies.

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Fig. 2.
Effect of staurosporine on the binding of
[3H]NMS (210 pM) at M1, receptors in the
absence and presence of 2.2 µM ACh, all in the presence of 0.2 mM
GTP. The points are individual observations. The lines show the fit eq.
2 (see Experimental Procedures), which yielded a log
affinity of 5.95 ± 0.06, a slope factor of 1.01 ± 0.05,
cooperativity with [3H]NMS of 1.51 ± 0.06, and
cooperativity with ACh of 0.27 ± 0.03. The affinity ratio plots of
these data are included in Fig. 3.
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Fig. 3.
Affinity ratio plots of five indolocarbazoles at
M1-M4 receptors, where the affinity ratio is
the ratio of the apparent affinities of the primary ligand
([3H]NMS or ACh) in the presence and absence of a single
concentration of test agent. The points were derived from duplicate
observations of [3H]NMS binding in the absence and
presence of ACh, as described in Experimental Procedures.
The parameter estimates pK (log affinity of the test agent for the free
receptor), NMS (cooperativity with
[3H]NMS), and ACh (cooperativity with ACh)
were derived from nonlinear regression analysis of the untransformed
data, using eq. 1 or 2 as appropriate (see Experimental
Procedures). The parameter estimates from a number of similar
assays are summarized in Table 1.
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TABLE 1
Equilibrium binding parameters of indolocarbazoles with
[3]HNMS and ACh at muscarinic receptors
Assays such as those shown in Figs. 2 and 5 were fitted to eq. 1 or 2 as appropriate (see Experimental Procedures).
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TABLE 2
Percentage inhibition of [3H]NMS dissociation from
muscarinic receptors by indolocarbazoles
Curves such as those shown in Fig. 4 were fitted to a logistic equation
as described in Experimental Procedures.
|
|
Staurosporine also inhibited [3H]NMS dissociation
(Fig. 4). All of the curves had slope factors
of 1. Staurosporine was most potent and effective at M1
receptors, causing apparently complete inhibition of
[3H]NMS dissociation with an IC50 of 1 µM
(Table 2). It was three- to fourfold weaker at the other receptor
subtypes and caused submaximum inhibition of [3H]NMS
dissociation, with the smallest effect, 67% inhibition, seen at
M3 receptors. The IC50 values for the
inhibition of [3H]NMS dissociation correspond in theory
to the Kd values of staurosporine for the
[3H]NMS-liganded receptors, and the values at
M1 and M2 receptors are consistent with the
values predicted from the equilibrium binding studies according to the
allosteric model (Table 2). There was a twofold disparity between
predicted and observed values at M4 receptors, probably
because of inaccuracies in measuring the small degree of negative
cooperativity with [3H]NMS. In equilibrium binding
studies at M3 receptors staurosporine had little or no
effect on the binding of either [3H]NMS or ACh; the clear
inhibition of [3H]NMS dissociation caused by
staurosporine over the same concentration range suggests that
staurosporine was neutrally cooperative with [3H]NMS and
ACh at M3 receptors, rather than inactive.

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Fig. 4.
Effect of five compounds on the dissociation rate
constant (koff) of [3H]NMS at
M1-M4 receptors, expressed as a percentage
inhibition of the control koff. The points are
the mean and range/2 of duplicate observations. The lines show the fit
to a logistic function, as described in Experimental
Procedures. The parameter estimates from a number of similar
assays are summarized in Table 2.
|
|
Gö 7874, a ring-opened analog of staurosporine still bearing a
positive charge, showed weak negative cooperativity with
[3H]NMS and stronger negative cooperativity with ACh at
M1, M2 and M4 receptors, and the
reversed pattern at M3 receptors (Fig. 3). It was necessary
to introduce a slope factor >1 into the binding equation for Gö 7874 to fit the data adequately to the allosteric model (Table 1). Gö 7874 caused apparently complete inhibition of [3H]NMS
dissociation at M1, M2, and M4
receptors and submaximum inhibition at M3 receptors. The
slopes of the curves at M1, M2, and
M4 receptors were also greater than 1 (Fig. 4 and Table 2). The ternary complex allosteric model does not predict slope factors different from 1, so it cannot provide a complete mechanistic explanation of these data. Nevertheless, the affinity values of Gö
7874 for the [3H]NMS-occupied receptor predicted by the
model from the equilibrium binding studies are in excellent agreement
with the observed values at M1 and M4 receptors
(Table 2) and show only a three-fold discrepancy at M2 and
M3 receptors, possibly caused by a combination of
inaccuracies in the measurement of the small cooperative effects that
occurred in equilibrium studies at the M2 and
M3 subtypes (Table 1) and the small inhibitory effect on
[3H]NMS dissociation from M3 receptors.
KT5823, a ring-contracted analog of staurosporine in which the
methylamino group is replaced by a methyl ester, caused a large increase in [3H]NMS binding at M1 and
M2 receptors and showed neutral or small positive
cooperativity with ACh at these receptors. KT5823 was inactive or
neutrally cooperative with 3H-NMS and ACh at M3
and M4 receptors (Fig. 3). The positive cooperativity with
NMS at M1 receptors was confirmed in functional studies in which 1 µM KT5823 increased the potency of ACh 1.9 ± 0.9-fold at
M1 receptors for stimulating [35S]GTP
S
binding and caused a 3.3 ± 1.7-fold increase in the affinity of
unlabelled NMS (n = 2, data not shown). KT5823 inhibited
[3H]NMS dissociation completely at M1
receptors, 80% at M2 receptors, and 30-40% at
M3 and M4 receptors (Fig. 4). The affinity of
KT5823 for the [3H]NMS-occupied receptor estimated from
equilibrium studies at M1 and M2 receptors was
very similar to the values measured directly. The inhibition of
[3H]NMS dissociation seen at M3 and
M4 receptors may indicate that KT5823 is neutrally
cooperative with [3H]NMS and ACh at these receptors,
rather than inactive.
KT5720, a hexyl ester analog of KT5823, was positively cooperative with
both [3H]NMS and ACh at M1 receptors (Fig. 2
and Table 1). The small (40%) increase in ACh affinity was confirmed
in more detailed assays (Fig. 5). KT5720 had
little or no effect at M3 receptors and showed neutral
cooperativity with [3H]NMS and negative cooperativity
with ACh at M4 receptors. The effects of KT5720 at
M2 receptors are unclear; earlier batches had small
inhibitory effects with [3H]NMS and ACh (Fig. 3), whereas
a later batch had small positive effects with [3H]NMS
(data not shown). No batch-dependent effects were noted at the other
subtypes. KT5720 caused incomplete inhibition of [3H]NMS
dissociation at M1, M3, and M4
receptors, with little or no effect at M2 receptors (again,
earlier batches showed no effect at M2 receptors, whereas a
later batch showed a small inhibition (Fig. 4)). The largest effect was
seen with M1 receptors, and, at this subtype alone, low
concentrations of KT5720 caused a small but consistent increase in
[3H]NMS dissociation. This phenomenon was observed in 10 of 11 single-time point assays, with the dissociation rate constant
(koff) of [3H]NMS increased by
11 ± 1% (n = 10) in the presence of the most effective
concentration between 10 and 300 nM KT5720, and in two full time-course
studies in which koff in the presence of 0.1 µM KT5720 was increased by 16.3 ± 0.5 % (data not shown). The affinity of KT5720 for the [3H]NMS-occupied receptor
estimated from equilibrium studies at M1 and M4
receptors was similar to the values measured directly (Table 2).

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Fig. 5.
Effect of various concentrations of KT5720 on the
inhibition of [3H]NMS (50 pM) binding at M1
receptors by ACh in a volume of 3 ml. The points are the mean and
range/2 of duplicate observations. The lines show the fit to eq. 1 with
the slope factor for KT5720 binding set to 1. The parameter estimates
were log affinity of KT5720, 6.6 ± 0.1; cooperativity with
[3H]NMS, 1.9 ± 0.1; cooperativity with ACh,
1.6 ± 0.2. The inset shows affinity ratio plots derived from these
parameters (see Experimental Procedures). The -log
IC50 values of ACh in the presence of increasing
concentrations of KT5720, from independent logistic fits of the curves,
were 5.28, 5.33, 5.40, and 5.42.
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K-252a, in which the methoxy group of KT5823 is replaced by a
hydroxyl group, showed positive cooperativity with
[3H]NMS at M1 receptors and neutral or small
negative cooperativity with ACh (Fig. 3 and Table 1). Little or no
effect was seen in equilibrium binding studies with the other subtypes.
K-252a inhibited [3H]NMS dissociation at M1
receptors, apparently by 100%. Slope factors greater than 1 were
required to fit the data adequately. Only small, though consistent,
effects on the [3H]NMS off-rate were seen at the other
subtypes (Fig. 4 and Table 2).
K-252b, K-252c, KT-5926, and Gö 6976 at concentrations up to 10 µM
had little or no effect on equilibrium binding of [3H]NMS
and ACh and on [3H]NMS dissociation (data not shown) and
were not studied further.
We have attempted to determine whether some of the allosteric effects
described above occurred through an interaction at the same site on the
receptor at which other known allosteric agents act.
Figure 6A shows the interaction between
KT5720 and gallamine on equilibrium [3H]NMS binding at
M1 receptors. Gallamine had its expected inhibitory effect
on [3H]NMS binding, and KT5720 showed the expected
positive cooperativity with [3H]NMS. If gallamine and
KT5720 were acting at the same site, then gallamine should have become
less potent in the presence of KT5720 and the nonlinear regression
analysis would have indicated strong negative cooperativity between the
two agents. In fact, the analysis revealed neutral cooperativity, i.e.,
in equilibrium binding studies gallamine and KT5720 interact
allosterically at M1 receptors through distinct and
apparently noninteracting sites. In similar experiments with
staurosporine and gallamine at M1 receptors, however, there was a negatively cooperative or competitive interaction between the
compounds (Fig. 6B).

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Fig. 6.
Inhibition by gallamine of [3H]NMS
binding at M1 receptors in the presence of various
concentrations of (A) KT5720 and (B) staurosporine. The points are
individual observations. The lines show the fit of the data to eq. 9
(see Appendix), where the cooperativity estimates of gallamine with
KT5720 and staurosporine were not significantly different from 1 and 0, respectively, and were set to those values. The slope factors for
gallamine, KT5720, and staurosporine were not different from 1 and were
set at that value. From three such assays, similarly constrained,
KT5720 had a log affinity of 6.22 ± 0.17 and a cooperativity with
[3H]NMS of 2.39 ± 0.08. From three such assays,
similarly constrained, staurosporine had a log affinity of
5.75 ± 0.11 and a cooperativity with [3H]NMS of
1.62 ± 0.13. From these six assays gallamine had a log affinity of
5.05 ± 0.05 and a cooperativity with [3H]NMS of
0.11 ± 0.01. The insets show the effect of the test agent on the
-log IC50 of gallamine, obtained from nonlinear regression
analysis of the individual curves.
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To study the site(s) on the M1 receptor at which KT5720
acts to affect [3H]NMS dissociation, the
concentration-related effect of KT5720 was measured alone and in the
presence of two or three concentrations each of gallamine, brucine, and
staurosporine. Very similar results were obtained in two independent
assays; the combined data are shown in Fig.
7. The data in each condition are shown in two forms: as a percentage
inhibition of the overall control (i.e., true) koff measured in the absence of any test agent
and, for each curve, as a fraction of its own control
koff measured in the presence of the test agent
and the absence of KT5720. This latter fractional effect measure has
useful properties: if the interaction between KT5720 and the test agent
is competitive, then in the presence of the test agent the
EC50 will increase and the asymptotic fractional effect
will also change; if the interaction is noncompetitive and
noninteracting (i.e., with neutral cooperativity), and if maximum
concentrations of test agent completely inhibit [3H]NMS
dissociation, then in the presence of the test agent both the
EC50 and asymptotic levels are unchanged (see the
Appendix).

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Fig. 7.
Effect of KT5720 on [3H]NMS
dissociation from M1 receptors, alone and in the presence
of other allosteric agents, measured at a single time point, as
described in Experimental Procedures. The points show the
mean and S.E.M. of quadruplicate observations obtained in two assays,
except for 10 4 M gallamine, and 3 × 10 5 M and 3 × 10 4 M brucine, which
show the mean and range/2 of duplicate observations. The lines in the
top panel show the fits of the individual curves to a hyperbolic
function, except for those in the presence of staurosporine. The
estimates of the log EC50 of KT5720 derive from those fits.
The top panel shows the data as percentage inhibition of the control
koff of [3H]NMS. The lower panel
shows shows Ef, the [3H]NMS
koff values in the presence of KT5720, and a
certain concentration of test agent (gallamine, brucine, or
staurosporine) as a fraction of the koff values
in the presence of that concentration of test agent alone (see
Appendix).
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|
The lines in the top row of Fig. 7 (except in the presence of
staurosporine) are hyperbolic fits to the data. The effect of low
concentrations of KT5720 of increasing [3H]NMS
dissociation was apparent in all of the curves. When the data are
expressed as a fractional effect of own control, the curves for KT5720
in the presence of various concentrations of gallamine or brucine
overlap, i.e., they have the same EC50 and asymptotic
level. There was a small concentration-related increase in potency in
the presence of gallamine, but this is probably experimental noise,
because a positively cooperative interaction would result in decreases
in the asymptotic level of the fraction of own control plots. These
data therefore demonstrate that KT5720 acts at a site different from
those at which gallamine and brucine act to inhibit
[3H]NMS dissociation from M1 receptors.
A quite different pattern of results was seen with staurosporine.
The stimulating effect of low concentrations of KT5720 became more
apparent, and the curves tend to converge at high concentrations of
KT5720 more than in the presence of gallamine or brucine. It was not
possible to measure EC50 values accurately, but inspection of the fractional effect plot suggests that staurosporine reduced the
potency of KT5720. These results may indicate that staurosporine and
KT5720 compete for the site that mediates inhibition of
[3H]NMS dissociation. They strongly suggest that
staurosporine can act at site(s) different from those of gallamine or brucine.
 |
Discussion |
Five of the nine indolocarbazoles that we have studied act
allosterically at muscarinic receptors. Of these, four have similar structures and a number of similarities in their allosteric effects, whereas the fifth, Gö 7874, lacks the tetrahydrofuran/pyran ring system, which may account for its somewhat different effects.
In equilibrium binding studies the four active staurosporine-like
compounds (staurosporine, KT5823, KT5720, and K-252a) showed only
positive or neutral cooperativity with [3H]NMS, or were
apparently inactive, whereas positive, neutral, and negative
cooperativity was observed with ACh. The four compounds showed their
highest affinity and largest positive effects with [3H]NMS, at the M1 receptor, whereas they
were inactive (or neutrally cooperative with [3H]NMS and
ACh) at M3 receptors. These compounds bound with slope factors of 1, except for KT5823 at M1 receptors, and this
exception may be partly accounted for by artefacts arising from the
strong (7-10-fold) positive cooperativity with
[3H]NMS seen with this compound. Gö 7874, the other
positively charged ligand in addition to staurosporine, also
showed selectivity for the M1 receptor, but, in
contrast to the other four compounds, it showed negative cooperativity
with [3H]NMS and both neutral and negative cooperativity
with ACh, and it bound with slope factors greater than 1.
The four staurosporine-like compounds also showed selectivity for
the [3H]NMS-occupied M1 receptor, but this
was manifested more clearly in the magnitude of inhibition of
[3H]NMS dissociation than in the affinity. Again, these
compounds bound to the [3H]NMS-occupied receptor with
slopes of 1, except for K-252a at M1 receptors. Gö 7874 inhibited [3H]NMS dissociation completely from
M1, M2, and M4 receptors with slope
factors significantly greater than 1.
There seems to be a relationship between the activity of the
compounds in equilibrium binding assays and the maximum degree of
inhibition of [3H]NMS dissociation: an ad hoc correlation
for the current data is that compounds showing less than 50%
inhibition of [3H]NMS dissociation at a particular
subtype appear inactive in equilibrium studies, whereas those slowing
[3H]NMS dissociation by >50% show activity in
equilibrium studies. This rule works in 17 of 20 cases, the
exceptions being staurosporine at M3, Gö 7874 at
M3, and KT5720 at M4 receptors. The positive relationship between allosteric activity at equilibrium and the degree of inhibition of [3H]NMS dissociation may
reflect the degree to which binding of the allosteric agent
perturbs the primary ligand recognition site on the receptor. Those
cases where the test agent inhibits [3H]NMS dissociation
but appears to be inactive at equilibrium may actually reflect a lack
of cooperative effect, i.e., neutral cooperativity, rather than a lack
of binding of the test agent at equilibrium.
According to the allosteric model, the affinity of a test agent for the
[3H]NMS-occupied receptor may be estimated in two
independent ways: from direct measurement of effects on
[3H]NMS dissociation, and from the product of affinity
for the free receptor and cooperativity with [3H]NMS,
measured at equilibrium. In this study there are 11 instances where
these measures have been determined with sufficient precision to allow
comparison. There was good agreement between the measures: three
comparisons differed by about threefold, one by about twofold, and the
rest (seven) by 60% or less, and there was no obvious bias, because in
five cases the equilibrium estimate was larger than the directly
measured value and in seven cases it was smaller. These results suggest
that the data can be accounted for by the allosteric model, even though
the steep slopes seen with Gö 7874 and K-252a are not predicted by
the model.
The simple model also cannot account for the effects of KT5720 on
[3H]NMS dissociation at M1 receptors, with an
initial speeding of dissociation by about 15% at submicromolar
concentrations, followed by submaximum inhibition of dissociation at
higher concentrations. In the presence of staurosporine the speeding
effect became more prominent, whereas the potency of KT5720 for slowing
[3H]NMS dissociation appeared to be reduced, suggesting
that KT5720 may be exerting its effects at two distinct sites, only one
of which can also be occupied by staurosporine. In contrast, the presence of gallamine or brucine had no effect on the potency of KT5270
or its fractional asymptotic effect, suggesting that, unlike
staurosporine, gallamine and brucine act at a site different from the
site(s) at which KT5720 modulates [3H]NMS dissociation,
and that there is no interaction (i.e., neutral cooperativity) between
the binding of KT5270 and that of brucine or gallamine.
A similar conclusion can be drawn from equilibrium binding
studies at M1 receptors, in which KT5720 showed no
interaction with gallamine. In contrast, similar equilibrium binding
studies at M1 receptors with staurosporine and gallamine
revealed a negatively cooperative or competitive interaction. If the
interaction between gallamine and staurosporine is truly competitive,
this would imply that bound staurosporine occludes both the gallamine
and the KT5720 site. A more parsimonious explanation is that
staurosporine binds to the KT5720 site and has negative cooperativity
with gallamine. The different interactions with gallamine shown by
staurosporine (negative) and KT5720 (neutral) may be related to the
fact that staurosporine, like gallamine, is a positively charged
molecule, whereas KT5720 is neutral.
These results demonstrate that KT5720, and possibly other
indolocarbazoles, bind to an allosteric site on muscarinic receptors that is distinct from the common allosteric site to which gallamine and
most other allosteric agents bind. Previously reported allosteric agents have a positively charged nitrogen that is thought to be important for their action. Staurosporine and Gö 7874 are also positively charged, but the other active indolocarbazoles are neutral,
which suggests that there is no necessity for a positively charged
nitrogen at this new allosteric site. The observed affinities and
cooperativities are sensitive to small changes in the chemical structure of the analogs. For example, increasing the alkyl chain length of the ester function of K-252a or methylation of its hydroxyl group increases affinity by 3-15-fold, whereas removal of the methyl
group on the ester of K-252a or the alkoxy substitution of the
indolocarbazole ring generate apparently inactive compounds.
The agents studied here are known to be potent inhibitors of
various protein kinases (Tamaoki et al., 1986
; Kase et al., 1987
; Kleinschroth et al., 1995
), and in most cases the agents
have much higher affinity for these targets than for muscarinic
receptors, but it is worth noting that KT5720 has only about a sixfold
higher potency for its preferred target, protein kinase A (PKA), than for the M1 receptor (log affinity of 7.2 at PKA versus 6.4 at M1 receptors; Kase et al., 1987
).
One of our aims has been the development of drugs that enhance the
affinity of ACh at M1 receptors while having no effect on
ACh binding and function at the other subtypes. The detection of the
allosteric properties of KT5720 may be a step toward that goal. KT5720
was the most potent compound at M1 receptors with a log
affinity for the free receptor of 6.4, and it showed a small (40%) but
consistent positive cooperative effect with ACh. In addition, it may
have had little or no effect on ACh affinity at the other subtypes, so
KT5720 is close to displaying an absolute subtype selectivity for the
M1 receptor, i.e., a positive or negative interaction with
ACh at one receptor subtype and neutral cooperativity at the others, so
that whatever concentration of agent is administered, only the one
receptor subtype is affected functionally (Lazareno and Birdsall,
1995
).
In conclusion, we have detected quite potent allosteric
interactions of staurosporine and some other indolocarbazole analogs at
muscarinic receptors that, at least in the case of KT5720, occur at a
site distinct from the common allosteric site. The active
indolocarbazoles cause different maximum effects on
[3H]NMS dissociation, and the size of the maximum effect
on [3H]NMS dissociation is a good predictor of the
activity detected in equilibrium studies, suggesting a common mechanism
for the two effects. In general, the results from equilibrium and
dissociation assays were mutually consistent with the ternary
allosteric complex model as the underlying mechanism of the observed
effects, but the steep binding slopes seen with two of the compounds
and the complex effects of KT5720 on [3H]NMS dissociation
indicate that the current model cannot fully account for all of the
data. Finally, KT5720 is the most potent agent described so far,
showing positive cooperativity with ACh at M1 receptors.
Total receptor concentration is R = R + LR + RX + RY + LRX + LRY + RXY + LRXY. Bound
radioligand as a fraction of total receptor is
Here we consider the binding of two agents to the
radioligand-occupied receptor. We assume that the allosteric agents
have rapid kinetics compared to the radioligand
koff and that there may be cooperative effects
between the agents.
Assume that each agent, X and Y, can bind to a different site on the
radioligand-occupied receptor, with affinities of
KXo and KYo, respectively
(=
· KX and
· KY, respectively), and with
cooperativity
. If
= 0, then the interaction behaves as though
X and Y are competitive with each other. If
= 1, then the binding
of X and Y is noninteracting. koff is the
dissociation rate constant of L from LR;
is the ratio of the
dissociation rate constants of L from the occupied and free receptor,
i.e., koff*
X is
the dissociation rate constant of L from
LRX; koff*
Y is the
dissociation rate constant of L from
LRY; koff*
XY is the dissociation rate constant of L from LRXY.
BLXY is the bound radioligand in the
presence of X and Y at any dissociation time, assuming rapid kinetics.