in vivo cerebellar circuit function is disrupted in an …... · 2019/11/02 using car8 staining...
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© 2019. Published by The Company of Biologists Ltd.
This is an Open Access article distributed under the terms of the Creative Commons Attribution License (http://creativecommons.org/licenses/by/4.0), which permits unrestricted use, distribution and reproduction
in any medium provided that the original work is properly attributed.
In vivo cerebellar circuit function is disrupted in an mdx mouse model of
Duchenne muscular dystrophy
Trace L. Stay1,2,4, Lauren N. Miterko1,3,4, Marife Arancillo4, Tao Lin4, Roy V. Sillitoe1,2,3,4*
Affiliations:
1Department of Pathology & Immunology, Baylor College of Medicine
2Department of Neuroscience, Baylor College of Medicine
3Program in Developmental Biology, Baylor College of Medicine
4Jan and Dan Duncan Neurological Research Institute of Texas Children’s Hospital, 1250
Moursund Street, Suite 1325, Houston, Texas 77030, USA
*Corresponding author:
Dr. Roy V. Sillitoe Mailing address:
Jan and Dan Duncan Neurological Research Institute
1250 Moursund Street
Houston TX 77030
Tel: 832-824-8913
Fax: 832-825-1251
Email: [email protected]
ORCID ID: https://orcid.org/0000-0002-6177-6190
Abbreviated title: Cerebellar dysfunction in muscular dystrophy
Keywords: Duchenne muscular dystrophy, mdx mice, cerebellum, Purkinje cell, cerebellar
nuclei, circuitry, in vivo electrophysiology
Conflicts of Interest: No competing interests declared.
Contributions: T.L.S., L.N.M., M.A. and R.V.S. designed the experiments. T.L.S., L.N.M.,
M.A., and T.L. performed the experiments. T.L.S., M.A., L.N.M. and R.V.S. wrote the paper.
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http://dmm.biologists.org/lookup/doi/10.1242/dmm.040840Access the most recent version at First posted online on 8 November 2019 as 10.1242/dmm.040840
SUMMARY STATEMENT
The mdx mouse model of Duchenne muscular dystrophy has in vivo abnormalities in cerebellar
spike firing, which could promote the neurological symptoms observed in DMD patients.
ABSTRACT
Duchenne muscular dystrophy (DMD) is a debilitating and ultimately lethal disease involving
progressive muscle degeneration and neurological dysfunction. DMD is caused by mutations in
the dystrophin gene, which result in extremely low or a total loss of dystrophin protein
expression. In the brain, dystrophin is heavily localized to cerebellar Purkinje cells, which
control motor and non-motor functions. In vitro experiments in mouse Purkinje cells reported
that loss of dystrophin leads to low firing rates and high spiking variability. However, it is still
unclear how the loss of dystrophin affects cerebellar function in the intact brain. Here, we used in
vivo electrophysiology to record Purkinje cells and cerebellar nuclear neurons in awake and
anesthetized female mdx mice. Purkinje cell simple spike firing rate is significantly lower in mdx
mice compared to controls. Although simple spike firing regularity is not affected, complex
spike regularity is increased in mdx mutants. Mean firing rate in cerebellar nuclear neurons is not
altered in mdx mice, but their local firing pattern is irregular. Based on the relatively well-
preserved cytoarchitecture in the mdx cerebellum, our data suggest that faulty signals across the
Purkinje cell to cerebellar nuclei circuit drive the abnormal firing activity. The in vivo
requirements of dystrophin during cerebellar circuit communication could help explain the motor
and cognitive anomalies seen in patients with DMD.
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INTRODUCTION
Duchenne muscular dystrophy (DMD) is a devastating X-linked disease that affects ~1 in 5,000
boys (Guiraud et al., 2015). DMD is caused by mutations in the dystrophin gene (DMD, Burghes
et al., 1987; Hoffman et al., 1987; Monaco et al., 1986). The mutations eliminate the expression
of the 427 kDa protein dystrophin, or lower it to less than 5% of normal. DMD mutations also
cause the milder disease, Becker muscular dystrophy (BMD), as well as X-linked dilated
cardiomyopathy (XLDC). Interestingly, although heterozygous female carriers of DMD
mutations are typically asymptomatic, up to approximately 8% of these carriers are considered as
manifesting carriers who develop symptoms ranging from mild muscle weakness to a rapidly
progressive DMD-like muscular dystrophy (Birnkrant et al., 2018; Moser and Emery, 1974;
Norman and Harper, 1989; Taylor et al., 2007). Female carriers have also been reported to have
cognitive abnormalities (Imbornoni et al., 2014; Mercier et al., 2013; Papa et al., 2016).
Dystrophin functions as a tether for stabilizing protein complexes, and in the brain, it also
interacts with membrane proteins that mediate neuronal communication (Pilgram et al., 2010;
Waite et al., 2009). Accordingly, loss of dystrophin can impair brain function (Anderson et al.,
2002; Mirski and Crawford, 2014; Pereira da Silva et al., 2018; Snow et al., 2014). Cognition
and movement are often affected, although the neural bases of these behavioral defects are
unclear. In this study, we sought to gain a deeper understanding of how neuronal signals are
altered in the DMD brain. Towards this, we used an mdx mouse model to test how the loss of
dystrophin (Dp427 isoform) alters cerebellar function by measuring neuronal activity in vivo
(Grady et al., 2006; Ryder-Cook et al., 1988; Sicinski et al., 1989; Sillitoe et al., 2003).
Dystrophin protein complexes are heavily expressed in the cerebellum where they are localized
predominantly to Purkinje cells (Blake et al., 1999; Lidov et al., 1990; Lidov et al., 1993; Sillitoe
et al., 2003). Purkinje cells are the principal cell type of the cerebellum and the computational
center for executing all cerebellar dependent behaviors (Reeber et al., 2013). In mice, the loss of
dystrophin dramatically alters Purkinje cell microcircuit organization (Sillitoe et al., 2003). Such
structural alterations are consistent with the abnormal behaviors in mdx mutant mice, including
uncoordinated movement (Grady et al., 2006). These molecular and behavioral defects are also
consistent with defects in neuronal activity. In vitro electrophysiology experiments demonstrated
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that dissociated Purkinje cell firing activity is compromised in mdx mice (Snow et al., 2014).
They found that Purkinje cells from the mdx mice fired more irregularly than control cells and
that the membrane potential was hyperpolarized (Snow et al., 2014). This study also reported a
lower-than-normal Purkinje cell firing frequency in dissociated mdx Purkinje cells. Their results
are consistent with other reports that showed a reduction in the number of GABA synapses on
Purkinje cells (Kueh et al., 2011), aberrant GABA release and uptake in cerebellar synaptosomes
(Pereira da Silva et al., 2018), and a reduction in postsynaptic long-term depression (LTD) in
mdx Purkinje cells (though Sesay et al., 1996 found no LTP changes in mdx urethane-
anesthetized hippocampal cells, which could be related to the anesthetic effects of urethane, e.g.
Hara and Harris, 2002). Interestingly, homosynaptic LTD at parallel fiber-Purkinje cell synapses
is enhanced in mdx mutant mice (Anderson et al., 2010). But how altering these intrinsic
membrane properties of Purkinje cells affects circuit function in the intact cerebellum in vivo
remains largely unsolved.
The cerebellum controls a variety of motor behaviors including coordination, learning, balance,
and posture (Reeber et al., 2013; Thach, 2014). It may also play a pivotal role in non-motor
functions such as cognition, language, emotion, reward, social interactions, and spatial working
memory (Buckner, 2013; Carta et al., 2019; D’Angelo and Casali, 2013; McAfee et al., 2019;
Stoodley, 2012). The execution of all these behaviors requires proper Purkinje cell function
(Heiney et al., 2014; Tsai et al., 2012; White et al., 2014). Importantly, motor and non-motor
Purkinje cell functions could be relevant to DMD (Anderson et al., 2002). In either case, the
canonical Purkinje cell circuit is likely involved. Purkinje cells receive direct excitatory input
from climbing fibers and granule cell parallel fiber axons, and inhibitory inputs from stellate and
basket cell interneurons. Purkinje cells are the only output of the cerebellar cortex, and inhibit
neurons in the cerebellar and vestibular nuclei. The cerebellar nuclei are located in the inner core
of the cerebellum and provide the main output of the cerebellum. We hypothesize that in DMD,
Purkinje cells fire abnormally and as a consequence behavioral output is negatively impacted. In
this study, we address how the loss of dystrophin affects Purkinje cell function, and we
specifically assess how their firing activity is affected in vivo in mice (Arancillo et al., 2015;
White et al., 2014).
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We performed in vivo extracellular recordings in both anesthetized and awake adult control and
mdx mutant mice. The main objective of this study was to investigate whether functional changes
occur in vivo in Purkinje cells and in their downstream target cerebellar nuclear cells when
dystrophin is absent. Our experiments revealed three main findings: 1) Purkinje cell simple spike
firing rate is significantly lower in mdx mutant mice; 2) the pattern of firing in mdx cerebellar
nuclear neurons is more irregular compared to controls; and 3) the overall firing features of the
mdx Purkinje cells are highly reminiscent of the defects observed in several mutant mouse strains
that model cerebellar disease, including ataxia and dystonia (Fremont et al., 2014; Gao et al.,
2012; White and Sillitoe, 2017; White et al., 2014; White et al., 2016a). Altogether, our findings
provide a functional correlate to the well-studied anatomical and molecular pathogenesis of
DMD (Guiraud and Davies, 2019), and they also provide a valuable set of cell activity data for
evaluating exactly how different brain functions might be affected in vivo in the different
muscular dystrophies.
RESULTS
Circuit architecture is unaltered in mdx mice
Mouse models of disease often exhibit changes in the anatomy of cerebellar microcircuits
(Cendelin, 2014; Lalonde and Strazielle, 2007; Landis and Landis, 1978), which could affect the
normal properties of cerebellar function (Barmack and Yakhnitsa, 2008; Davie et al., 2008; De
Zeeuw et al., 2011; Ruigrok et al., 2011; Schmolesky et al., 2002). To address whether this is the
case in C57BL/10ScSn-Dmdmdx/J homozygous mutant mice (from here on referred to as mdx
mice), we examined the regional localization and layered tri-laminar distribution of cerebellar
cells in mdx mice by immunostaining with a panel of cell-specific molecular markers (Fig. 1). As
expected from this mouse model, we confirmed that the mdx Purkinje cells lack dystrophin
protein (Dp427; Fig. 1A). We first examined the inhibitory neurons of the cerebellar cortex using
markers that identify each cell type (Reeber and Sillitoe, 2011; White et al., 2014; White et al.,
2016b). Using CAR8 staining (Miterko et al., 2019a; White et al., 2016a), we found that mutant
Purkinje cells were arranged into the characteristic monolayer and exhibited their signature,
wide-spanning dendritic architecture, as also observed in C57BL/10ScSnJ controls (from here on
referred to as controls; Fig. 1B). Overall inhibitory interneuron distribution was also similar
between genotypes when revealed with parvalbumin staining (Fig. 1C). Basket cell projections
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were identified in the mdx mice, as seen through staining for NFH (Fig. 1D). Additionally, the
overall distribution of Golgi cells in the granule cell layer of mdx mice was equivalent to
controls, as shown by neurogranin staining (Fig. 1E). These data suggest that inhibitory neurons
in the cerebellar cortex of mdx mice have similar dorsoventral patterning and regional
distributions to the control mice.
We next examined the excitatory neurons and the excitatory afferent inputs to the cerebellar
cortex through immunohistochemistry (White et al., 2014; White et al., 2016b). Adult
differentiated granule cells were stained with GABAaRα6; they were correctly accumulated in
the granule cell layer in mdx mice (Fig. 1F). Unipolar brush cells are a specialized type of
neuron localized predominantly to lobules IX and X (Diño et al., 1999), with a secondary site of
localization in lobules VI and VII (Sillitoe et al., 2003). In mdx mice, the unipolar brush cells
were heavily immunoreactive for calretinin, and as in control mice, were located mainly in
lobules IX and X (Fig. 1G). We used VGLUT1 expression to demonstrate that the terminals of
granule cell projections, found on their parallel fibers, were represented in their typical
abundance in the molecular layer in mdx mice (Fig. 1H). Mossy fiber inputs to the granular layer
and climbing fibers inputs to the molecular layer were clear in mdx mice, with both classes of
terminals revealed by VGLUT2 (Fig. 1I). The climbing fibers were also visualized with CART
(Fig. 1J), which showed the normal climbing trajectory of axons in the molecular layer of mdx
mice. Overall, the normal cellular layering, cell distribution, neuronal patterning, and afferent
terminal field localization in the cerebellar circuit of mdx mice argues against any major
developmental morphogenetic rearrangements as a major contributor to the neurological deficits
observed in the mdx mice.
Lack of overt neurodegeneration in mdx mice
Cerebellar size and molecular layer thickness can also be altered in disease models, with
variations from the normal range indicative of improper development and function (Hansen et
al., 2013). These two measures are also useful anatomical readouts of neurodegeneration and cell
loss. If Purkinje cells succumb to degeneration, regression of their large dendritic trees, the most
notable entity of the molecular layer, results in a significant decrease in the size of the cerebellar
cortex (Miterko et al., 2019a). Towards this, we analyzed cerebellar size and molecular layer
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thickness in mdx and control mice to provide an overall impression of cerebellar architectural
integrity. The distance we measured was from the apical edge of the Purkinje cell soma to the
pial boundary of the molecular layer region directly above (Brown et al., 2019; White et al.,
2014; White et al., 2016a). Measurements from three mice of each genotype did not reveal a
significant difference in total cerebellar size or molecular layer thickness (Fig. 2; Cerebellar size:
control = 30.1 x 106 ± 2.8 x 106 μm2, mdx = 29.2 x 106 ± 1.9 x 106 μm2, t(4) = 0.280, p = 0.79;
molecular layer thickness: control = 152.3 ± 3.7 μm, mdx = 155.7 ± 4.0 μm, t(4) = -0.623, p =
0.57). A more detailed analysis of Purkinje cell numbers, cerebellar nuclear areas, and cerebellar
nuclear densities additionally confirm that overt neurodegeneration does not occur in mdx mice
at the ages examined (Fig. S1). The number of Purkinje cells in mdx mice does not differ from
controls when counted from all vermis lobules or when counts are taken from specific zones
(Fig. S1A-D; control = 569.2 ± 32.7 (whole), 256.0 ± 12.9 (anterior), 169.4 ± 7.4 (central), 143.8
± 14.3 (posterior/nodular), mdx = 578.7 ± 6.7 (whole), 260.6 ± 3.6 (anterior), 181.4 ± 5.1
(central), 136.7 ± 2.3 (posterior/nodular); t(4) = -0.286, p = 0.79, t(4) = -0.340, p = 0.75, t(4) = -
1.345, p = 0.25, t(4) = 0.489, p = 0.65, respectively). Likewise, the areas and densities of the
cerebellar nuclei in the mdx mice are comparable to that of control mice (Fig. S1E-J; Areas:
control = 1,242.5 ± 154.9 μm2 (Fastigial, FN), 4,051.9 ± 385.4 μm2 (Interposed, IN), mdx =
1,483.5 ± 287.7 μm2 (FN), 3,015.8 ± 567.9 μm2 (IN); Densities (number of nuclei/50 μm):
control = 17.36 ± 1.61 (FN), 36.11 ± 3.12 (IN), mdx = 21.26 ± 1.20 (FN), 33.19 ± 1.14 (IN); t(4)
= -0.737, p = 0.50, t(4) = 1.510, p = 0.21, t(4) = -1.9646, p = 0.12, t(4) = 0.880, p = 0.43,
respectively). These data suggest that the main cellular components of the cerebellar circuit
maintain their anatomical integrity in the mdx mice.
In vivo Purkinje cell function is abnormal in mdx mice
Having established that the gross anatomy and basic circuit features of the cerebellum are
undisturbed in the mdx mice, we next tested functional properties (Fig. 3). We first recorded
from anesthetized control and mdx Purkinje cells (Fig. 3A, B) to provide a large cell yield.
Recordings revealed similar membrane voltages between the genotypes (e.g. example voltage
traces in Fig. 3C, D) and based on their firing signatures, both genotypes had recognizable
Purkinje cells, with clear complex spikes confirming their cell identity (noted by green asterisks
in Fig. 3C, D). Additionally, individual simple spike and complex spike waveforms were
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comparable between control and mdx mice (Fig. 3E-H). These data provided us with confidence
that if Purkinje cells in the mdx mice are functionally abnormal, it would be due to changes in
their spike firing patterns rather than due to a change in or loss of the different spike types
themselves (e.g. after conditional deletion of complex spike activity, White and Sillitoe, 2017).
Therefore, in order to examine how the Purkinje cells behave in vivo, we analyzed and compared
their mean firing summary statistics.
Genotype had a significant effect on the combined set of anesthetized simple spike mean firing
rate, mean CV, and mean CV2 (one-way MANOVA, Wilk’s λ(1,92) = 0.9028, p = 0.026).
However, even though simple spike firing was ~13% lower in mdx animals compared to controls
(Fig. 3I, 26.8 ± 1.9 Hz vs 30.8 ± 1.6 Hz; Wilcoxon rank sum test, z = 1.99, p = 0.047), this
change was not significant when corrected for multiple comparisons. Neither overall irregularity
(CV) nor local irregularity (CV2) showed significant differences (z = 1.76, p = 0.079 and z = -
1.48, p = 0.14, respectively). Genotype also did not have a significant effect on complex spike
firing (Fig. 3J, Wilk’s λ(1,92) = 0.9929, p = 0.89). Given the trend toward lower simple spike
firing in mdx mice, our previous data demonstrating that anesthesia can suppress Purkinje cell
activity in vivo (Arancillo et al., 2015), and the multiple reports of mdx Purkinje cell changes in
vitro (Anderson et al., 2002; Pereira da Silva et al., 2018; Snow et al., 2014), we were next
motivated to test whether cerebellar circuit dysfunction in the mdx mice might be more robust
and pronounced when analyzed in an awake and behaving context (Fig. 4).
Compared to anesthetized animals, visual inspection of the raw traces shows more complex
spikes in awake animals, as reported in previous studies (Arancillo et al., 2015). Upon further
examination of the raw firing traces between mdx mice and controls, we determined that the
structure of the spikes was similar between genotypes (Fig. 4C-D). Mean spike waveform shape
was identical for both simple spikes and complex spikes between genotypes (Fig. 4E-H). In
awake Purkinje cells, genotype had a significant effect on the set of simple spike mean firing
rate, mean CV, and mean CV2 (one-way MANOVA, Wilk’s λ(1,46)= 0.8266, p = 0.0371).
Interestingly, mean simple spike firing rate was significantly different, at ~19% lower in mdx
Purkinje cells (Fig. 4I, 69.1±3.4 vs 85.3±4.3 Hz; Wilcoxon rank sum test z = 2.53, p = 0.012).
No effects were observed in the regularity of spikes (CV z = -0.03, p = 0.98, CV2 z = -0.13, p =
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0.89). In addition, complex spikes also differed between genotypes in the awake state (Fig. 4J,
Wilk’s λ(1,46)= 0.7772, p = 0.0106). While overall complex spike rate was not changed (Hz z =
-0.55, p = 0.58), overall complex spike variability was lower in mdx mice (CV = 0.76 ± 0.02 vs
0.92 ± 0.04; z = 3.17, p = 0.0016). Complex spike CV2 was not affected in Purkinje cells that
lack dystrophin (z = 0.75, p = 0.45). Together, these data demonstrate that in awake animals,
simple spike firing frequency is lower in mdx mice compared to controls. It also reveals less
variable complex spike firing in awake mdx mice.
We accounted for the expression of other dystrophin isoforms (i.e., Dp71, Dp116, Dp140, and
Dp260) in the mdx Purkinje cells by probing for expression of the common c-terminus domain
(Fig. S2). We confirmed antibody specificity by demonstrating heavy expression in the control
hippocampus, as previously reported (Blake et al., 1999), and antibody localization to the plasma
membrane of Purkinje cells (Fig. S2). We also evaluated the number of days since surgery (Fig.
S3) and the recording depth (Fig. S4; evaluated with respect to dorso-ventral and medio-lateral
coordinates relative to Paxinos and Franklin, Mouse Brain in Stereotaxic Coordinates, 3rd ed. via
labs.gaidi.ca/mouse-brain-atlas) as additional potential predictor variables. Through staining of
the c-terminus domain of the dystrophin protein, we found that the Purkinje cells of mdx mice
have comparable dystrophin expression to control Purkinje cells (Fig. S2). This suggests that the
mdx mutation and our electrophysiological findings are specific to the loss of the Dp427 isoform.
To assess the impact of the days post-surgery and the recording depth on our data, we binarized
each factor into low or high conditions relative to the median value (Figs. S3 and S4) and found
that neither factor had significant effects on awake simple spike firing in one-way MANOVAs
(respective Wilk’s λ’s: λ(1,46) = 0.9613, λ(1,46) = 0.9985; respective p-values: 0.63, 0.99). We
likewise examined the effect of predictor variables on complex spike firing in awake Purkinje
cells. Again, the recording days post-surgery and recording depth did not show significant effects
(λ(1,46) = 0.8533, p = 0.070; λ(1,46) = 0.9943, p = 0.97, respectively). Moreover, because
recording depth did not differ significantly between cells recorded in control compared to the
mdx mice (Wilcoxon rank sum test, z = 0.58, p = 0.56), it indicated that the differences in firing
between genotypes were not attributable to differential sampling. These data suggest that based
on the factors that we tested, the only factor showing a significant effect on simple spike and
complex spike firing properties in the awake mouse was the genotype of the mice; namely, the
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loss of dystrophin, isoform Dp427, in the mdx mice. We therefore postulated that the simple
spike and complex spike firing defects in the mdx mice should alter the ability of Purkinje cells
to communicate their inhibitory output signals to their target neurons that are located in the three
divisions of the cerebellar nuclei.
Cerebellar nuclei output function is compromised in mdx mice
Having observed changes in Purkinje cell spike firing, we sought to determine what effect
changes in their output would have on cerebellar nuclei firing (Fig. 5A, B). Raw voltage traces
showed clear spike trains in the mutant mice (Fig. 5C-D). Days post-surgery, recorded position
(dorsoventral, anteroposterior, or mediolateral), or targeted nuclei all had no significant effect on
firing properties in our recorded sample (λ(1,49) = 0.9785, p = 0.79; λ(1,49) = 0.9022, p = 0.18;
λ(1,49) = 0.9174, p = 0.25; λ(1,49) = 0.8891, p = 0.13; λ(1,49) = 0.9019, p = 0.18, respectively;
Fig. S5). Genotype, however, did have a significant effect (λ(1,49) = 0.7494, p = 0.0033). In
pairwise testing, cerebellar nuclear firing rate and overall variability did not differ (z = -1.47, p =
0.14, z = -0.71, p = 0.48), but CV2 was ~19% higher in mdx mice (Fig. 5E; CV2 = 0.46 ± 0.02
vs 0.39 ± 0.02; z = -2.36, p = 0.018). This suggests that the net effect that lower Purkinje cell
simple spike firing output and lower complex spike variability has on cerebellar nuclear cells in
mdx mice is to increase the local variability of firing, or the variability in timing between one
spike and the next. This effect is not likely due to a change in full-length dystrophin expression
in the cerebellar nuclei themselves because the very modest expression in a small population of
cells is comparable between control and mdx mice (Fig. S6). It should be noted that in many
cells, the staining is barely beyond the level of background. Therefore, the changes we find in
Purkinje cell activity appear to affect cerebellar nuclei output activity with little to no impact
from dystrophin in the cerebellar nuclei. Activity changes in the cerebellar nuclei are predicted to
alter the manner in which the cerebellum communicates with the rest of the brain and spinal cord
during different behaviors. D
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DISCUSSION
DMD causes progressive muscle degeneration and fibrosis, which leads to loss of motor strength
and respiratory insufficiency (Falzarano et al., 2015). At later stages of disease, cardiomyopathy
develops, with heart failure or respiratory complications leading to death, on average in the mid-
30s, even with modern treatment regimens. Therapy for DMD has benefited significantly from
studies of genetic mouse models of muscular dystrophy, including the mdx model developed in
the late 1980s (Crone and Mah, 2018). Current investigational therapies for DMD with ongoing
research in DMD mouse models include exon skipping, micro-dystrophin or surrogate gene
therapy, gene editing, inflammation blockers, and stem cell delivery (Long et al., 2016; Min et
al., 2019). Canine models also offer immense insight into therapeutic approaches (Amoasii et al.,
2018), though for studies of how DMD impacts brain anatomy and circuit function, the mouse
still has advantages with respect to in vivo electrophysiology and complex genetics experiments.
Therefore, in addition to their utility for measuring muscle pathology, DMD mice could be a
promising avenue for uncovering the neural impairments often seen in individuals with DMD
(Anderson et al., 2002; Rae and O’Malley, 2016; Vaillend et al., 2004). In this regard, the
cerebellum has been a major target of interest (Cyrulnik and Hinton, 2008). Previous studies of
mdx electrophysiology have reported changes in GABA release and uptake from cerebellar
synaptosomes (Pereira da Silva et al., 2018) and lower firing rates and higher variability in the
firing of dissociated Purkinje cells (Snow et al., 2014). However, whether these deficits are seen
in awake mice has not previously been tested. Here, we tested this possibility and found that the
loss of dystrophin alters Purkinje cell and cerebellar nuclei communication in behaving mdx
mice.
The main goal of this paper was to investigate cerebellar function in vivo. The rationale was to
determine whether the neurological defects reported in human DMD patients are reflected by
changes in specific circuit functions in an alert state. Towards this, we recorded and examined
the electrophysiological properties of cerebellar neurons in the intact brain, in an mdx mouse
model of DMD. We chose to analyze only female mice to dissociate cerebellar functional output
from potential compensation (e.g. Xu-Wilson et al., 2009; Zwergal et al., 2013) due to higher
muscle degradation in males; however, it would be informative in future work to extend these
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analyses to the more severely affected male mice (Hakim and Duan, 2012; Hourdé et al., 2013;
Salimena et al., 2000), or to heterozygous mice that express a relevant phenotype. Notably, we
did not observe any overt behavioral deficits in the mdx mice at the ages we examined,
suggesting that changes in the firing properties likely precede the onset of pathological motor
symptoms.
Before interrogating circuit function, we first determined that several anatomical properties of
the cerebellar microcircuit are unaffected in mdx mice, including cell type distribution, molecular
layer thickness, molecular patterning, and afferent terminal localization. We next recorded
cerebellar activity in vivo and found a significant decrease of approximately 19% in mean
Purkinje cell simple spike firing rate in mdx mice compared to controls (Fig. 4). Two measures
of simple spike variability showed no difference by genotype, but compared to controls, complex
spikes were ~17% less variable in the mdx mice (Fig. 4). The centrality of Purkinje cells in the
cerebellar cortical circuits place these findings in a broader context of cerebellar function in
disease (Reeber et al., 2013). Inputs from climbing fibers, inputs from mossy fiber-granule cell-
parallel fiber pathways, and local modulation by inhibitory molecular layer interneurons all
converge upon the Purkinje cell dendrites. Therefore, whatever the disease-causing injury
(genetic or physical) or the ultimate impact on the circuit, the Purkinje cells are almost always
involved in executing the response of the cerebellum. In mouse models of ataxia, in vitro
electrophysiological analyses of Purkinje cell spiking reveal alterations as a consequence of
molecular pathological defects and degeneration (SCA1 transgenic, Inoue et al., 2001), which
can start before the onset of obvious pathology (Purkinje cell specific SCA2 transgenic, Hansen
et al., 2013), or due to changes in Purkinje cell intrinsic excitability (SK3-1B-GFP, Shakkottai et
al., 2017). These data are supported by in vivo recordings demonstrating that Purkinje cell
activity is dramatically altered in ataxia, as revealed in the Car8wdl model that exhibits a severe
ataxia without neurodegeneration (Miterko et al., 2019a; White et al., 2016a). The significant
tremor in Car8wdl also implicates the Purkinje cell firing defects as a source of the 4-12 Hz
oscillations that might drive tremor pathophysiology (Kuo et al., 2019; White et al., 2016a).
Purkinje cell firing defects are also the source of the high-stepping gait, abnormal twisting of the
trunk and limbs, and poor mobility that is observed in different models of dystonia (Calderon et
al., 2011; Fremont et al., 2015; Fremont et al., 2017; Luna-Cancalon et al., 2014; White and
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Sillitoe, 2017). Here, we show that a mouse model of DMD, which is primarily a muscle
degenerative disease but with clear neurological and neuropsychiatric components, contains
cerebellar circuit deficits that fall into an expanding theme of activity-related firing disruptions.
Defective Purkinje cell spiking could therefore mediate a wide range of behavioral changes in all
conditions that involve cerebellar dysfunction.
Notably, Purkinje cells do not function in isolation: they synapse directly onto cerebellar nuclei
neurons, which communicate cerebellar information to regions such as the thalamus, red nucleus,
vestibular nuclei, and the inferior olive. Since defects in Purkinje cell spike firing can have
significant effects on their target neurons (Todorov et al., 2012; White et al., 2014) with resulting
problems in motor control and learning (Schonewille et al., 2010; White et al., 2014), we also
recorded from cerebellar nuclear neurons. Cerebellar nuclear neurons in mdx mice had around a
19% higher local variability in firing (CV2) compared to control mice. Again, this result is
reminiscent of the irregular cerebellar nuclei firing in ataxia (Hoebeek et al., 2008; White et al.,
2014) and dystonia (Fremont et al., 2014; White and Sillitoe, 2017). However, it is unclear
whether irregular firing of the cerebellar nuclei in one disease is exactly equivalent, at the
behavioral level, to irregular firing in other diseases. Part of the complication is that the
cerebellar nuclei have multiple targets, and it is unclear if the same target neurons are implicated
in different diseases. For example, it is postulated that the thalamic nuclei and connections to the
basal ganglia are central to dystonia (Chen et al., 2014; White and Sillitoe, 2017), but is this the
same pathway that also mediates motor defects in DMD? Perhaps, but DMD also involves non-
motor dysfunctions, which are likely served through a different set of circuits. One argument is
that the cerebellum might process all functions through a “universal cerebellar transform”
(Schmahmann et al., 2019). This theory postulates that regardless of whether the cerebellum is
modulating action or cognition, its role as a coordinator of several neural tasks is the same.
Certainly, there is strong clinical evidence for the cerebellum in emotion-based disorders
(Schmahmann, 2019), and experimentally its contribution to behaviors such as reward and social
behavior are emerging (Carta et al., 2019). Indeed, during non-motor function the cerebellum
must communicate with the cerebral cortex (Wagner et al., 2017; Wagner et al., 2019). Multiple
anatomical pathways linking the cerebellum to cortical sites likely sub-serve these different non-
motor functions (Bostan et al., 2013). The number of cerebral cortical sites that communicate
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with the cerebellum is potentially widely distributed (Marek et al., 2018), perhaps a pre-requisite
to the cerebellum’s involvement in non-motor function in different and perhaps unexpected
cases, such as DMD. It stands to reason that powerful cerebellar computations are necessary to
drive such critical behaviors. One possibility is that the cerebellum promotes coherent activity
between cortical brain regions; an example could be an increase in hippocampal-prefrontal
cortex coherence upon Purkinje cell activation (McAfee et al., 2019). Interestingly, the
hippocampus (Hoogland et al., 2019; Krasowska et al., 2014; Miranda et al., 2015; Miranda et
al., 2016) and prefrontal cortex (Suzuki et al., 2017) exhibit abnormalities in human DMD and
mdx mice. It is therefore tantalizing to hypothesize that the decreased Purkinje cell simple spike
output and the more variable cerebellar nuclear output in mdx mice could contribute to the motor
or cognitive deficits reported in individuals with DMD.
Previous reports have noted changes in the distribution of GABAA receptors on Purkinje cells in
mdx mice (Grady et al., 2006). Though this molecular change could potentially contribute to the
altered firing we report in mdx Purkinje cells, it is currently not clear what effect it might have.
Specifically, because Purkinje cell dendrites have active rather than passive conduction
properties, the exact distribution of GABAA receptors is critical to predicting their effect on
Purkinje cell output. For instance, in biophysical simulations, distal dendritic inhibition has a
larger effect on firing rate than proximal inhibition (Solinas et al., 2006). Therefore, it is difficult
to predict how the changes in mdx GABAA receptor distribution would ultimately impact
Purkinje cell firing properties without a more detailed and quantitative description of the exact
composition of dendritic channels in the mdx mice, and across the different cerebellar lobules.
We also note that dystrophin is expressed in at least 7 isoforms (Muntoni et al., 2003), and while
the full-length Dp427 isoform is the one most strongly expressed in Purkinje cells (Górecki et
al., 1992), smaller isoforms like Dp71 and Dp140 could potentially compensate to some degree
for the mdx mutation and loss of Dp427. Nevertheless, our results point to an important role for
Dp427 in cerebellar function that cannot completely be compensated for by other isoforms.
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The loss of dystrophin expression in mdx mice does not prevent specific cell populations from
differentiating, eliminate certain classes of neurons, or prevent any of the main cerebellar cell
types from attaining their proper position within the tri-laminar cerebellar cortex (Fig. 1).
However, despite the correct location of cells and afferent fibers, cerebellar zonal topography is
altered. The cerebellum is organized into a series of sagittal zones that are defined by neuronal
birth date, lineage restriction, embryonic gene expression, afferent topography, neuronal spike
properties, and molecular marker expression (Apps et al., 2018; Miterko et al., 2019b). Zones are
organized around the Purkinje cells, which express the most striking of all zonal patterns.
Previous work demonstrated that dystrophin is not expressed at equal levels in all Purkinje cells,
but instead in a pattern of zones that fall within the fundamental cerebellar map (Blake et al.,
1999). In both the muscle and the brain, dystrophin binds to a complex of proteins including the
dystrobrevins and a coiled-coil protein called dysbindin (Benson et al., 2001). Dysbindin is
heavily expressed in mossy fiber terminals, where it also forms an array of zones that respect the
topography of Purkinje cells (Sillitoe et al., 2003). Loss of dystrophin in mdx mice alters the
terminal field distribution of dysbindin-expressing mossy fibers (Sillitoe et al., 2003). The
changes in Purkinje cell function and the accompanied defects in mossy fiber patterning in the
mdx model is reminiscent of ataxic mice that have a lack of Purkinje cell neurotransmission with
poorly defined mossy fiber zones (White et al., 2014). Moreover, there is no overt
neurodegeneration in either model. It therefore tempting to speculate that the behavioral deficits
in mdx mice are, at least in part, due to zonal miswiring. Based on the distribution of firing
properties, we likely recorded from Purkinje cells in zebrinII+ as well as zebrinII- zones (Fig. 3,
Fig. 4; Xiao et al., 2014; Zhou et al., 2014). If there are functional zonal defects in mdx mice, we
predict their involvement in a number of different behaviors. However, how motor and non-
motor information are simultaneously encoded in zones is unclear, although the convergence of
Purkinje cell zonal information within the cerebellar nuclei (Person and Raman, 2011) would
have an impact on how signals are altered in mdx mice (Fig. 5). Specifically, changes in complex
spikes would be predicted to alter cerebellar output (Tang et al., 2019), especially since the
climbing fiber projections also adhere strictly to the boundaries of the Purkinje cell zonal map
(Gravel et al., 1987; Sugihara and Quy, 2007), and contribute to behavior (Horn et al., 2010).
Within each zone, loss of dystrophin could, in theory, impact learning mechanisms via zone-
dependent changes in neurotransmission and plasticity (Kostadinov et al., 2019; Paukert et al.,
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2010; Wadiche and Jahr, 2005). Similar to the synchronous activation of cell ensembles that
control individual muscles (Welsh et al., 1995), cerebellar firing properties and circuit patterning
could also instruct non-motor communication across higher order brain centers. Our extracellular
recordings included cells in lobules VI-VII of the vermis and CrusI and II of the hemispheres,
regions known to be involved in motor behaviors, with additional and growing evidence that
they contribute to various non-motor behaviors (Koziol et al., 2014; McAfee et al., 2019;
Shipman and Green, 2019). Based on the abnormalities we uncovered, we speculate that the
function of cerebellar dystrophin complexes could mediate such functions in vivo, during
behavior.
CONCLUSION
DMD is a debilitating disease that results in death. Boys are affected in the severe forms, which
start with muscle degeneration, although cardiac and respiratory problems often determine the
end-point of the disease. Unfortunately, during the course of disease, patients also have to deal
with neurological deficits that may be motor as well as non-motor in nature. A number of brain
regions such as the hippocampus and prefrontal cortex could mediate the cognitive defects in
humans and in animal models such as the mdx genetic model. In addition, the cerebellum, a
region involved in motor and non-motor functions, has been implicated in DMD. Behavioral
studies as well as in vitro electrophysiology experiments in mdx mice support a contribution of
the cerebellum to DMD. Here, we used mdx mice to show that Purkinje cells fire abnormally in
vivo, and their altered spiking properties are communicated downstream to cerebellar nuclear
neurons, which are also defective. We demonstrate that cerebellar output is more variable, a
circuit modification that could have signaling consequences similar to diseases such as ataxia,
tremor, and dystonia. We postulate that erroneous cerebellar output could mediate the motor and
non-motor abnormalities in DMD.
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MATERIALS AND METHODS
Animal maintenance. Mouse husbandry and experiments were performed under an approved
Institutional Animal Care and Use Committee (IACUC) protocol at Baylor College of Medicine.
Female C57BL/10ScSnJ control (Stock #000476; N = 22) and C57BL/10ScSn-Dmdmdx/J
homozygous mutant (Stock #001801; N = 22; mdx/mdx) mice were obtained from The Jackson
Laboratories (Bar Harbor, ME). The use of this specific control mouse line is based on known
difficulties in breeding the mutant strain and is supported by previous work demonstrating the
validity of their use (e.g. Rybalka et al., 2014; Xu et al., 2019; Yoon et al., 2019). We used only
one gender to avoid any potential sex differences in cerebellar function (Mercer et al., 2016).
Specifically, we chose to use female mice to try to dissociate the effect of the loss of dystrophin
as much as possible from potential compensatory changes in cerebellar output; changes in
muscle function could potentially induce compensatory changes in cerebellar activity (e.g. Xu-
Wilson et al., 2009; Zwergal et al., 2013), and females mutants have more modest muscular
deficits compared to male mutants when younger than 6 months old (Hakim and Duan, 2012;
Hourdé et al., 2013; Salimena et al., 2000). Of note, though, our previous work using female
homozygous (mdx/mdx) and male hemizygous (mdx/Y) mice did not reveal differences in
cerebellar functional anatomy or sensitivity to molecular patterning changes between the sexes
(Sillitoe et al., 2003). Regardless, in this work we analyzed cerebellar function in adult, 2 – 5-
month old female mice.
Surgery. For anesthetized recordings, the mice were anesthetized with 3% isoflurane and then
with a cocktail containing 75 mg/kg ketamine and 0.5 mg/kg dexmedetomidine. We then
transferred the mice from the anesthesia chamber to a stereotaxic platform (David Kopf
Instruments, Tujunga, CA, USA) that is integrated with an in vivo recording rig. Throughout the
experiment, mice were connected to a breathing tube and isoflurane concentration was
maintained at 0.15% - 0.25%. The head was fixed in place with metal ear bars. Fur in the back of
the head was removed using depilatory cream. An antero-posterior incision was made with a
scalpel blade to expose the skull. Depending on the age, the muscle was cut and reflected away if
the area for the craniotomy was covered. All craniotomies were performed from 0-1.5 mm to the
right of the midline with reference to bregma (Paxinos and Franklin, 2001), and above the region
that approximately corresponds to lobules VI-VII of the vermis or CrusI and II of the
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hemispheres. A hole approximately 1 mm in diameter was drilled into the skull using a Dremel
handheld rotary drill (model 4000). Once the skull was drilled to translucence, the remaining
bone and cartilage were etched with an 18-gauge needle until a circular flap could be removed to
expose the brain. The craniotomy was performed carefully because even minimal tissue damage
causes brain and blood vessel pulsations, which inhibit stable single-unit recordings. Moisture
within the craniotomy was maintained by keeping the opening full with drops of 0.9% w/v saline
solution. During anesthesia, Purkinje cells were recorded between 0.2-2.4 mm (median = 1.1
mm) ventral to the surface of the brain.
For awake recordings, surgical procedures were similar to what we previously reported (White et
al., 2016b, Stay el al., 2019), with the following modifications: mice were anesthetized with 3%
isoflurane at induction, followed by 1-2% for maintenance. After the craniotomy, a custom 2 mm
circular plastic recording chamber was secured to the skull with dental acrylic, along with a
metal head plate for restraint. A small metal post was implanted over bregma for stereotaxic
reference during recordings. After surgery, the mice were transferred to a warmed box chamber
until they returned to sternal recumbency, at which point they were returned to their home cages
to continue recovering. Recordings began after three or more days post-surgery recovery. Mice
were head-fixed on a foam running wheel, where they were free to make limb or whisking
movements, though higher speeds of walking or running were inhibited by a high coefficient of
friction of wheel rotation. Purkinje cells were recorded from 5.5-7.7 mm (median = 6.8 mm)
posterior and 0.5-2.0 mm (median = 1.1 mm) lateral to bregma, at 0.3-2.9 mm (median = 1.7
mm) deep from the surface of the brain. Cerebellar nuclei were targeted between 1.8-4.0 mm
(median = 2.8 mm) ventral from the brain surface, and below surface coordinates of 5.8-7.6 mm
(median = 6.2 mm) posterior and 0.5-2.0 mm (median = 1.4 mm) lateral to bregma. The precise
stereotaxic coordinates relative to bregma were used to reconstruct the recording sites post hoc.
Electrophysiology–spike properties and data analysis. Single-unit recordings were attained with
2-5 MΩ Tungsten electrodes (Thomas Recording, Germany) that are controlled by a motorized
micromanipulator (MP-225, Sutter Instrument). The signals were band-pass filtered at 0.3-13
kHz, amplified with an ELC-03XS (NPI, Tamm, Germany) amplifier, and digitized into Spike2
(CED, Cambridge, UK). Well-isolated units were analyzed over 200-300 seconds in anesthetized
animals (median = 200 s), and 40-120 seconds in awake animals (median = 71 s). The
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anesthetized mice were secured in a stereotaxic unit during the recordings, whereas the awake
animals were recorded during quiet wakefulness while on a foam wheel (White et al., 2016b).
Analysis of the raw traces was performed with Spike2, Excel and MATLAB. Purkinje cells were
identified by the presence of both simple spikes and complex spikes. Simple spikes are generated
intrinsically within Purkinje cells and are modulated by mossy fiber to granule cell afferent
inputs whereas complex spikes are a Purkinje cell-specific action potential that result exclusively
from the excitatory climbing fiber input. Complex spikes cause a subsequent pause of ~20 ms in
simple spike firing. Simple spikes and complex spikes were sorted independently. Cerebellar
nuclear neurons were identified by their significant and characteristic depth within the
cerebellum, as well as their general firing profile that typically sounds distinct from Purkinje
cells when isolated with the aid of an audio amplifier. Based on the stereotaxic coordinates that
were used for targeting the electrodes, we predict that most cerebellar nuclear neurons were
recorded from the fastigial and interposed nuclei, with some potentially isolated from deeper
within the vestibular nuclei. The spike trains for both cell types were analyzed for frequency (Hz
= spikes/s). To quantify the average variability in their firing pattern, the interspike interval (ISI)
coefficient of variance (CV = (standard deviation of ISIs)/(mean of ISIs)) was calculated. To
measure the variability in firing patterns within a short period of two interspike intervals, the
CV2 (CV2 = 2*|ISIn+1 – ISIn|/(ISIn+1 + ISIn)) was calculated (Holt et al., 1996). Throughout the
study, numerical results are reported as mean ± standard error of the mean (SEM). Pairwise
statistical comparisons of the different firing properties were performed with the nonparametric
Wilcoxon rank sum test (Table S1). Significance was set at α = 0.05 threshold. Sample size was
not determined using a priori power analysis, but was based on the statistical criteria for
significance in observations. Animals were not randomized into analysis groups, and no animals
or samples were excluded. Data is available upon request.
Statistics of electrophysiological recordings (Table S1). We examined several different predictor
variables and their relationship to several response variables. Specifically, we tested the null
hypotheses that the predictor variables [genotype, days post-surgery at recording, and recorded
depth (also indicates the putative lobule)] had no significant effects on the means of the response
variables [mean firing rate, mean CV, and mean CV2]. We tested these hypotheses through an
initial omnibus MANOVA test for each predictor variable. If the MANOVA result showed
likelihood of p < 0.05 that the means of each response variable were equal between the levels of
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the predictor variable, we rejected the null hypothesis and proceeded with pairwise comparisons
to determine which response variable(s) differed. Since we did not know the true underlying
variance levels for each response variable, we used nonparametric Wilcoxon rank sum tests
rather than Student’s t-tests, to avoid assuming equal variance. The significance levels of all
statistical tests were corrected for multiple comparisons with the Benjamini-Hochberg
correction. A p-value less than the Benjamini-Hochberg critical value with false discovery rate
set to 0.2 was interpreted to reject the null hypothesis of equal means in a given response
variable between the predictor groups.
Tissue preparation and cutting. For perfusion-fixation, animals were deeply anesthetized with
avertin (2, 2, 2-Tribromoethanol), and then perfused through the heart with 0.1 M phosphate-
buffered saline (PBS; pH 7.2), followed by 4% paraformaldehyde (4% PFA) diluted in PBS.
After incubation in 4% PFA overnight, the tissue was placed into 70% ethanol before embedding
in wax for paraffin tissue processing (Sillitoe et al., 2008). Paraffin tissue sections were cut at 10
µm on a microtome and ribbons collected on positively-charged glass slides from a warm water
bath. Alternatively, for free-floating tissue processing the brains were post-fixed in 4% PFA for
24-48 hours after perfusion, cryoprotected stepwise in sucrose solutions (15% and 30% diluted in
PBS), embedded in Tissue-Tek O.C.T. Compound (Sakura Finetek, Torrence, CA, USA), and
then frozen at -70 degrees. The tissue was cut at 40 µm on a cryostat, and tissue collected into
24-well plates.
Immunohistochemistry. Immunohistochemistry was carried out as described previously (Reeber
and Sillitoe, 2011; Sillitoe et al., 2003; Sillitoe et al., 2010; White and Sillitoe, 2013). Briefly,
tissue sections were thoroughly washed, blocked with 10% normal goat serum (NGS; Sigma, St.
Louis MO, USA) for 1 hour at room temperature and then incubated in 0.1M PBS containing
10% NGS, 0.1% Tween-20 and primary antibodies for 16-18 hours at room temperature, shaking
gently. The tissue sections were then washed three times in PBS and incubated in goat anti-
mouse horseradish peroxidase (HRP)-conjugated secondary antibodies (1:200; DAKO,
Carpinteria, CA, USA) for 2 hours at room temperature, and again shaking gently. The cerebellar
tissue was subsequently rinsed and immunoreactivity analyzed using SG substrate (Vector
Laboratories, Burlingame, CA, USA) as a chromogen. After mounting the tissue onto glass
slides, sections were coverslipped using Cytoseal mounting media (Richard-Allen Scientific, San
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Diego, CA, USA). We tested the specificity of the secondary antibodies by processing the tissue
sections without primary antibodies. No signal was detected in such control experiments
indicating that the staining we observed was not due to non-specific signals from the HRP
antibodies (data not shown). Please refer to our previous work for additional tests of reliable
signals from the antibodies used in this study (Reeber and Sillitoe, 2011; White and Sillitoe,
2017; White et al., 2014; White et al., 2016b).
Antibodies. Anti-dystrophin antibody (1:20, Cat# NCL-DYS1) was purchased from Leica
Biosystems (Newcastle upon Tyne, UK) and was used to verify that full-length dystrophin was
eliminated in mdx mice. To account for the expression of the other dystrophin isoforms (i.e.,
Dp71, Dp116, Dp140, and Dp260) in control and mdx Purkinje cells, we used an anti-dystrophin
(MANDRA1) antibody (1:100, Cat # NB120-7164) from Novus Biologicals (Centennial, CO,
USA), targeted to the c-terminus. Mouse monoclonal anti-calbindin-D28K (calbindin; 1:10,000;
Cat# CD38), rabbit polyclonal anti-parvalbumin (1:1000; Cat# PV25) and rabbit polyclonal anti-
calretinin (1:500, Cat# CR7699/3H) were purchased from Swant (Marly, Switzerland). Calbindin
specifically labeled Purkinje cells, parvalbumin labeled Purkinje cells and GABAergic
interneurons, and calretinin labeled unipolar brush cells. We also used anti-CAR8 primary
antibodies (1:3,000; Santa Cruz Biotechnology, Santa Cruz, CA, USA) to label Purkinje cells
(Miterko et al., 2019a). To assess excitatory synapses, we used mouse monoclonal anti-vesicular
glutamate transporter 2 (VGLUT2; 1:500; Cat# MAB5504) purchased from Chemicon
(Millipore; Billerica, MA) for visualizing climbing and mossy fiber terminals (Gebre et al., 2012;
Hisano et al., 2002; Reeber and Sillitoe, 2011) and rabbit polyclonal anti-vesicular glutamate
transporter 1 (VGLUT1; 1:500; Cat# 135 302) purchased from Synaptic Systems (Goettingen;
Germany) for visualizing parallel fiber synapses and mossy fiber terminals (Gebre et al., 2012).
The granule cell layer was assessed by using the granule cell marker, rabbit anti-GABARα6,
which was purchased from Millipore (1:500; Cat# AB5610). Mouse monoclonal anti-NFH (also
called anti-SMI-32; 1:1500) was purchased from Covance (Princeton, NJ). Anti-SMI-32
recognizes the non-phosphorylated form of NFH (see manufacturer product datasheet for
details), which on tissue sections labels the soma, dendrites, and axons of adult Purkinje cells,
and also basket cell axons and pinceaux (Demilly et al., 2011). Rabbit anti-neurogranin (1:500)
was raised against full-length recombinant rat neurogranin protein (Chemicon, Temecula, CA;
Cat# AB5620). Neurogranin recognizes Purkinje cells in the perinatal cerebellum and Golgi cells
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in the adult cerebellum (Larouche et al., 2006; Singec et al., 2003). Rabbit polyclonal anti-
cocaine- and amphetamine-related transcript peptide (CART 55-102; Cat # H-003-62) was used
at a concentration of 1:250 to detect climbing fibers (Reeber and Sillitoe, 2011) and was
purchased from Phoenix Pharmaceuticals, Inc. (Burlingame, CA). To fully visualize the fibers,
the CART signal was amplified using a biotinylated secondary antibody and the Vectastain Elite
ABC method from VectorLabs (Burlingame, CA; Reeber and Sillitoe, 2011).
Fluorescent Nissl histology. For dual staining of calbindin and NeuroTrace, 10 µm or 40 µm
tissue sections were immunolabeled with primary antibody as described above (calbindin;
1:10,000; Cat # CD38). We then added NeuroTrace fluorescent Nissl stain (Molecular Probes,
Eugene, Oregon), diluted to 1:1000, directly to the secondary antibody cocktail. Alexa Fluor®-
conjugated secondary antibodies (1:1500, Life Technologies, Cat # A31570) were used to
amplify and detect the calbindin signal. After 3 PBS rinses, we mounted the stained tissue
sections with FLUORO-GEL mounting media (Electron Microscopy Sciences, Hattfield, PA)
onto glass slides before imaging.
Imaging and data analysis. Photomicrographs of tissue sections were captured with a Zeiss
AxioCam MRc5 camera mounted on a Zeiss Axio Imager.M2 microscope. Images of tissue
sections were acquired with the Zeiss Apotome.2 system and analyzed using Zeiss ZEN software
(2012 edition). After imaging, the raw data was imported into Adobe Photoshop CS5 and
corrected for brightness and contrast levels. Schematics were drawn in Adobe Illustrator CS5.
Quantification of anatomical features. Cerebellar size, molecular layer thickness, Purkinje cell
number, and cerebellar nuclei areas and densities were quantified from 3 control and 3 mdx mice
using ImageJ software. Cerebellar size and Purkinje cell numbers were determined by
calculating, then averaging, the areas or the soma numbers of 3-8 sections of tissue, per animal,
respectively. All of the cerebellar tissue used in these calculations were previously stained with
calbindin and/or Nissl and were taken from within 200 µm from the midline. We used the tissue
area, inclusive of all ten vermal lobules, measured from sagittal sections, as a proxy for
examining cerebellar size. The number of Purkinje cells was calculated for the whole sagittal
cerebellum (lobules I-X), the anterior zone of the cerebellum (lobules I-V), the central zone of
the cerebellum (lobules VI-VIII), and the posterior/nodular zones of the cerebellum (lobules IX-
X). To complement our quantification of Purkinje cell number, molecular layer thickness and
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cerebellar nuclei areas and densities were additionally measured. Molecular layer thickness was
measured in regions of cerebellar cortex flanking the fissure between lobules III and IV, on
sagittal sections that were co-stained with calbindin and Nissl. We chose to quantify these
specific regions because the cerebellar cortex in these lobules has substantial stretches without
curves, which makes quantification more systematic when comparing between mice. For each
mouse, the molecular layer thickness measurements were averaged from 4-8 sections separated
by ~200 μm around the midline. For additional details on the quantification of molecular layer
thickness please see Brown et al. (2019). Lastly, we quantified the areas and densities of the
fastigial and interposed cerebellar nuclei in 3 control and 3 mdx mice, each using 3 sagittal tissue
sections stained with calbindin (the Purkinje cell axons in the cerebellar nuclei provide an ideal
outline for assessing general nuclei anatomy) and Nissl. The fastigial nuclei measurements were
calculated from sagittal tissue sections that were 0.48 μm to 1.08 μm from the midline
whereas the interposed nuclei measurements were calculated from sagittal tissue sections that
were 1.08 μm to 1.92 μm from the midline. We did not quantify the area of the dentate nuclei
since our recordings in this study are predicted to be from the fastigial and interposed cerebellar
nuclei. Nuclear densities were determined in ImageJ software by first converting the TIFF
images containing the cerebellar nuclei to a 16-bit resolution, then adjusting the threshold so that
the Nissl staining of the nuclei was accurately detected by the “Analyze Particles” plug-in. The
subsequent nuclear counts were then divided by 50 μm to get the average number of cell nuclei
present in any given 50-μm area. For all of the anatomical features quantified, numerical results
are reported as the mean ± standard error of the mean (SEM). Sample size was determined based
on the statistical criteria for significance in observations. As previous reports have described
morphological features of cells in the cerebellum as being well approximated by normal
distributions (Ristanović et al., 2011), pairwise comparisons of the quantifications of these
anatomical features were performed with two-tailed Student’s t-tests.
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ACKNOWLEDGEMENTS
We thank all the members of the Sillitoe Lab for helpful discussions and critical reading of the
manuscript. We also thank the IDDRC Neuropathology Core for helping with the tissue staining
and histology experiments, and for providing advice and microcopy expertise during the project.
FUNDING
This work was supported by funds from Baylor College of Medicine (BCM) and Texas
Children’s Hospital to R.V.S.; a grant to R.V.S. from The Mrs. Clifford Elder White Graham
Endowed Research fund; The Hamill Foundation; a BCM IDDRC Project Development Award;
a BCM IDDRC grant [U54HD083092] from the Eunice Kennedy Shriver National Institute Of
Child Health & Human Development; by the National Center For Research Resources
[C06RR029965]; and by the NIH National Institute of Neurological Disorders and Stroke [R01
NS089664] and [R01 NS100874] (R.V.S.). T.L.S. was supported by Ruth L. Kirschstein
National Research Service Award [F31 NS095491] from the National Institute of Neurological
Disorders and Stroke. M.A. was supported by a postdoctoral award from the National Ataxia
Foundation (NAF).
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Figures
Fig. 1. The molecular expression profile of cerebellar neurons is similar in mdx and control
mice. A. Control mice express dystrophin in Purkinje cells, while mdx mice do not. B-J. Control
and mdx mice have similar expression patterns for markers of Purkinje cells (B), inhibitory
neurons (C-E), and excitatory cells and inputs (F-J). B. CAR8 labels Purkinje cell somata and
dendrites (axons are also labeled with CAR8 but are not seen in this tissue orientation). C.
Parvalbumin (PV) labels inhibitory Purkinje cells, molecular layer interneurons and granular
layer interneurons. D. Neurofilament heavy (NFH) labels Purkinje cells and basket cell axons. E.
Neurogranin labels Golgi cells in the adult mouse. F. Gamma-amino-butyric-acid receptor alpha
6 (GABAaRα6) labels granule cells and their parallel fiber axons. G. Calretinin labels a subset of
unipolar brush cells. H. Vesicular glutamate transporter 1 (VGLUT1) labels parallel fiber and
mossy fiber terminals. I. Vesicular glutamate transporter 2 (VGLUT2) labels climbing fiber and
mossy fiber terminals. J. Cocaine- and amphetamine-related transcript peptide (CART) labels
climbing fiber axons and terminals mainly in lobules IX and X. Scale bar, 200 µm. Molecular
layer (ml). Purkinje cell layer (pcl). Granular layer (gl). N = 3 mice of each genotype.
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Fig. 2. Gross cerebellar morphology does not differ between mdx mice and controls. A-B.
Representative mid-sagittal sections showing Purkinje cells stained with calbindin (magenta) and
granule cells stained with fluorescent Nissl (green). C. No significant difference was found
between genotypes for cerebellar size (Cerebellar size: control = 30.1 x 106 ± 2.8 x 106 μm2, mdx
= 29.2 x 106 ± 1.9 x 106 μm2, , two-tailed Student’s t-test, N = 3 mice of each genotype, n = 3-8
sections per animal, t(4) = 0.280, p = 0.79). D-E. Higher-power images from lobules III-IV
illustrate how molecular layer thickness was measured perpendicular to the Purkinje cell
monolayer adjacent to the primary fissure. F. No significant difference was found between
genotypes for molecular layer thickness (control mean = 152.3 ± 3.7 μm, mdx mean = 155.7 ±
4.0 μm, two-tailed Student’s t-test, N = 3 mice of each genotype, n = 4-8 sections per animal,
t(4) = -0.623, p = 0.57). Scale bar (A-B), 500 µm; (C-D), 50 µm. Molecular layer (ml). Purkinje
cell layer (pcl).
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Fig. 3. Extracellular spontaneous firing properties of Purkinje cells in ketamine-
dexmedetomidine anesthetized mdx and control mice. A. Schematic showing the recording
approach. B. Schematic illustrating the electrode placement for targeting the Purkinje cells. C.
Example raw voltage trace from a control Purkinje cell, with complex spikes noted with green
asterisks. D. As in C, for mdx mice. E. Average simple spike waveform for the cell shown in C.
F. Average complex spike waveform for the cell in C. G-H. Simple spike and complex spike
waveforms for the mdx cell shown in D. I. Mean simple spike firing rate (y-axis) was not
significantly lower in mdx mice (red) compared to the control mice (blue) when corrected for
multiple comparisons. No statistically significant difference was found in mean CV (x-axis),
though there was a trend toward lower variability in the mdx mice. J. No significant differences
were found for either mean firing rate or mean CV for complex spikes. Circles are individual
data points, crosses represent mean values ± SEM. n = 48 control cells, n = 46 mdx cells, N = 12
mice of each genotype. Please refer to Table S1 for a list of the statistical tests used in this
figure.
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Fig. 4. Awake extracellular spontaneous firing properties of Purkinje cells in mdx and
control mice. A. Schematic showing the recording approach. B. Schematic illustrating the
electrode placement for targeting the Purkinje cells. C. Example raw voltage trace from a control
Purkinje cell, with complex spikes noted with green asterisks. D. As in C, for mdx mice. E.
Average simple spike waveform for the cell shown in C. F. Average complex spike waveform
for the cell in C. G-H. Simple spike and complex spike waveforms for the mdx cell shown in D.
I. Mean simple spike firing rate (y-axis) was significantly lower in mdx mice (red) compared to
controls (blue). No statistically significant difference was found in mean CV (x-axis). J.
Complex spikes in mdx mice have significantly lower complex spike firing variability compared
to controls, but firing rates do not differ between the genotypes. Circles are individual data
points, crosses represent mean values ± SEM. n = 24 cells of each genotype, N = 4 mice of each
genotype. Please refer to Table S1 for a list of the statistical tests used in this figure. D
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Fig. 5. Spontaneous firing properties of mdx and control cerebellar nuclear neurons in
awake behaving mice. A. Schematic showing the recording approach. B. Schematic illustrating
the electrode placement for targeting the cerebellar nuclear neurons. C. Example raw voltage
trace from a control cerebellar nuclear neuron. D. Example raw voltage trace from an mdx
cerebellar nuclear neuron. E. In awake mice, mean simple spike firing rate was not significantly
different in the mdx mice (red) compared to the controls (blue), but mdx CV2 (variability) was
higher than controls. Circles are individual data points, crosses represent mean values ± SEM. n
= 28 control cells, n = 23 mdx cells, N = 4 mice of each genotype. Please refer to Table S1 for a
list of the statistical tests used in this figure.
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Fig. S1. The anatomy of cerebellar circuits is grossly intact in mdx mice. A. The total number
of Purkinje cells (PC) in the whole mdx cerebellum (Cb) does not differ statistically from the
number of Purkinje cells (PC) in the whole control cerebellum (counted in all lobules/per sagittal
section; Control = 569.2 ± 32.7, mdx= 578.7 ± 6.7, two-tailed Student’s t-tests, N = 3 animals per
genotype, n = 3-8 sections per animal, t(4) = -0.286, p = 0.79). B-D. The total number of Purkinje
cells (PC) in the mdx cerebellum does not differ from that of controls when analyzed by zone
(Control = 256.0 ± 12.9 (anterior), 169. ± 7.4 (central), 143.8 ± 14.3 (posterior/nodular), mdx=
260.6 ± 3.6 (anterior), 181. ± 5.1 (central), 136.7 ± 2.3 (posterior/nodular), two-tailed Student’s t-
tests, N = 3 animals per genotype, n = 3-8 sections per animal; t(4) = -0.340, p = 0.75, t(4) = -
1.345, p = 0.25, t(4) = 0.489, p = 0.65, respectively). E-F. The fastigial (FN) and interposed (IN)
nuclear densities (no = number) are comparable between the genotypes (Control = 17.36 ± 1.61
(FN), 36.11 ± 3.12 (IN), mdx = 21.26 ± 1.20 (FN), 33.19 ± 1.14 (IN), two-tailed Student’s t-tests,
N = 3 animals per genotype, n = 3 sections per animal; t(4) = -1.9646, p = 0.12, t(4) = 0.880, p =
0.43, respectively). G-J. The areas of the fastigial (FN) and interposed (IN) cerebellar nuclei are
comparable between control and mdx mice (Control = 1,242.5 ± 154.9 µm2 (FN), 4,051.9 ± 385.4
µm2 (IN), mdx = 1,483.5 ± 287.7 µm2 (FN), 3,015.8 ± 567.9 µm2 (IN), two-tailed Student’s t-tests,
N = 3 animals per genotype, n = 3 sections per animal, t(4) = -0.737, p = 0.50, t(4) = 1.510, p =
0.21, respectively). The distances of the fastigial and interposed nuclei from bregma are +0.72 mm
(FN) and +1.56 mm (IN), respectively. Calbindin staining (green) labels Purkinje cell soma, axons
and terminals whereas Nissl (blue) is a general stain for cell nuclei. Scale bar, 50 µm.
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Fig. S2. Purkinje cells in control and mdx mice express multiple isoforms of dystrophin. A.
Schematic detailing the different isoforms of dystrophin. Gray asterisks indicate the isoforms that
are expressed in the mammalian brain. The dystrophin antibody used in Fig. 1 targets the rod
domain (red) while the MANDRA1 antibody used in this supplemental figure targets the c-
terminus (teal), which is present in all of the isoforms. B. The MANDRA1 antibody detects
dystrophin isoforms that are located near the plasma membrane since the c-terminus of the
dystrophin protein interacts with glycoproteins embedded in the plasma membrane. C. The
hippocampus expresses MANDRA1 in the control brain, demonstrating the expected pattern of
expression. D-E. MANDRA1 expression in control (D) and mdx (E) Purkinje cells is identical.
Representative examples of Purkinje cells are outlined. F. Examples of control Purkinje cells (PC)
that express MANDRA1 (red arrows). G. Examples of mdx Purkinje cells (PC) that express
MANDRA1 (red arrows). Scale bar (C), 200 µm. Scale bar (D-E), 50 µm. Scale bar (F-G), 10
µm. Molecular layer (ml). Purkinje cell layer (pcl). N = 3 mice per genotype.
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Fig. S3. The time between surgery and recording does not affect the Purkinje cell properties.
The session day following surgery in which analyzed awake Purkinje cells were recorded did not
affect simple spike (A) or complex spike (B) summary statistics when comparing neurons recorded
10 days or fewer following surgery (n = 25) versus those recorded more than 10 days after surgery
(n = 23). For days post-surgery as a predictor variable, recorded cells were divided into two groups,
high and low, both relative to the median value. The median value was 10, but with two cells
recorded exactly 10 days after surgery. Please refer to Table S1 for a list of the statistical tests
used in this figure.
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Fig. S4. The depth of the recordings does not affect overall Purkinje cell properties. The depth
of recorded awake Purkinje cells did not affect simple spike (A) or complex spike (B) summary
statistics when comparing neurons recorded dorsal to 1650 µm (n = 24) and those recorded ventral
to 1650 µm (n = 24). The depth of recorded neurons was calculated based on where we found the
recording features at optimal signal to noise ratio with respect to the surface of the cerebellum at
the site of the craniotomy. The recorded cells were recorded into two groups, high and low, relative
to the median value. Therefore, as a population the dorsoventral depth indicates neurons that fall
in the upper half versus the lower half of the analyzed distance. Please refer to Table S1 for a list
of the statistical tests used in this figure.
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Fig. S5. Potential predictor variables apart from genotype show no effect on spiking
characteristics in cerebellar nuclear neurons. A. The length of time between craniotomy
surgery and recording date did not significantly affect rate, CV, or CV2 (one-way MANOVA p =
0.79). B. Anteroposterior recording position showed no difference in spiking statistics between the
anterior and posterior half of recorded cells (p = 0.25). C. Mediolateral distance was not a
significant factor influencing cerebellar nuclear firing (p = 0.13). D. Dorsoventral recording depth
did not affect spiking statistics (p = 0.18). E. Putative recorded nuclei showed no significant effect
on spiking statistics (p = 0.18).
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Fig. S6. Dystrophin is weakly expressed in a subset of cells in the cerebellar nuclei of control
and mdx mice. A-B. A small number of cells in the fastigial (A) and interposed (B) cerebellar
nuclei are weakly immunoreactive for the Dp427 isoform in control mice. C-D. Anti-dystrophin
staining in the fastigial (C) and interposed (D) cerebellar nuclei of mdx mice reveals an identical
staining pattern to that of control mice. The expression of Dp427 is weaker in specific regions of
the interposed nuclei of both genotypes. In many cells within both cerebellar nuclei, the expression
of Dp427 is barely beyond the level of background staining. Scale bar (A-D), 200 µm. N = 3 mice
per genotype.
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Comparison Statistical Test
N Statistic Degrees of
freedom
Likelihood BH-corrected
significance Overall cerebellar area by genotype
Two-tailed t-test
6 t = 0.280 4 p = 0.7936 0
Molecular layer thickness by genotype
Two-tailed t-test
6 t = -0.623 4 p = 0.5668 0
Purkinje cell number by genotype, whole cerebellum
Two-tailed t-test 6 t = -0.286 4 p = 0.7888 0
Purkinje cell number by genotype, anterior zone
Two-tailed t-test
6 t = -0.3401 4 p = 0.7509 0
Purkinje cell number by genotype, central zone
Two-tailed t-test
6 t = -1.3452 4 p = 0.2498 0
Purkinje cell number by genotype, posterior-nodular zones
Two-tailed t-test 6 t = 0.4894 4 p = 0.6502 0
Fastigial nucleus area by genotype
Two-tailed t-test
6 t = -0.7372 4 p = 0.5019 0
Fastigial nucleus density by genotype
Two-tailed t-test
6 t = -1.9457 4 p = 0.1236 0
Interposed nucleus area by genotype
Two-tailed t-test
6 t = 1.5096 4 p = 0.2056 0
Interposed nucleus density by genotype
Two-tailed t-test
6 t = 0.8796 4 p = 0.4287 0
Anesthetized simple spike response variables by genotype
One-way MANOVA 94 λ = 0.9028 1,92 p = 0.0261 1
Anesthetized simple spike firing rate by genotype
Wilcoxon rank sum
48/46 z = 1.99 93 p = 0.0471 0
Anesthetized simple spike CV by genotype
Wilcoxon rank sum
48/46 z = 1.76 93 p = 0.0787 0
Anesthetized simple spike CV2 by genotype
Wilcoxon rank sum
48/46 z = -1.48 93 p = 0.1392 0
Anesthetized complex spike response variables by genotype
One-way MANOVA 94 λ = 0.9929 1,92 p = 0.8859 0
Awake simple spike response variables by genotype
One-way MANOVA 48 λ = 0.8266 1,46 p = 0.0371 1
Awake simple spike firing rate by genotype
Wilcoxon rank sum
24/24 z = 2.53 47 p = 0.0115 1
Awake simple spike CV by genotype
Wilcoxon rank sum
24/24 z = -0.03 47 p = 0.9753 0
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Awaked simple spike CV2 by genotype
Wilcoxon rank sum
24/24 z = -0.13 47 p = 0.8934 0
Awake complex spike response variables by genotype
One-way MANOVA 48 λ = 0.7772 1,46 p = 0.0106 1
Awake complex spike firing rate by genotype
Wilcoxon rank sum
24/24 z = -0.55 47 p = 0.5848 0
Awake complex spike CV by genotype
Wilcoxon rank sum
24/24 z = 3.17 47 p = 0.0016 1
Awake complex spike CV2 by genotype
Wilcoxon rank sum
24/24 z = 0.75 47 p = 0.4517 0
Awake CN response variables by genotype
One-way MANOVA
51 λ = 0.7494 1,49 p = 0.0033 1
Awake CN firing rate by genotype
Wilcoxon rank sum
28/23 z = -1.47 50 p = 0.1424 0
Awake CN CV by genotype
Wilcoxon rank sum
28/23 z = -0.71 50 p = 0.4778 0
Awake CN CV2 by genotype
Wilcoxon rank sum
28/23 z = -2.36 50 p = 0.0184 1
Awake simple spike response variables by days post-surgery
One-way MANOVA
48 λ = 0.9613 1,46 p = 0.6250 0
Awake simple spike response variables by dorso-ventral position
One-way MANOVA 48 λ = 0.9943 1,46 p = 0.9954 0
Awake complex spike response variables by days post-surgery
One-way MANOVA
48 λ = 0.8533 1,46 p = 0.0701 0
Awake complex spike response variables by dorso-ventral position
One-way MANOVA 48 λ = 0.9943 1,46 p = 0.9682 0
Recording depth by genotype
Wilcoxon rank sum
24/24 z = 0.58 47 p = 0.56 0
Awake CN response variables by days post-surgery
One-way MANOVA 51 λ = 0.9785 1,49 p = 0.7933 0
Awake CN response variables by anterior-posterior position
One-way MANOVA 51 λ = 0.9174 1,49 p = 0.2515 0
Awake CN response variables by medio-lateral position
One-way MANOVA
51 λ = 0.8891 1,49 p = 0.1337 0
Awake CN response variables by dorso-ventral position
One-way MANOVA
51 λ = 0.9022 1,49 p = 0.1800 0
Awake CN response variables by putative lobule
One-way MANOVA 51 λ = 0.9019 1,49 p = 0.1791 0
Table S1. Post-hoc statistical analyses employed throughout the study. A tabulated version of the data showing the values that were reported for the post-hoc statistical analyses.
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