In addition, hourly health observations were conducted for 4 h fo

In addition, hourly health observations were conducted for 4 h following treatment with afoxolaner on Day 0. For both studies, seven days prior to treatment (designated as to Day 0) dogs were infested with 50 adult ticks of approximately equivalent sex ratio, which were removed and counted 48 h later. The dogs were ranked in order of these pre-treatment

tick counts (highest to lowest). The first two dogs were assigned to Block 1, the next SB203580 cost two dogs to Block 2 and so on until 10 blocks of two dogs each were formed. Within blocks, dogs were randomly assigned to one of two treatment groups. Dogs in Group 1 were untreated controls. Dogs in Group 2 were treated once orally with the appropriate combination of soft chewables containing afoxolaner. Two sizes of chews were used: 0.5 g and 1.25 g, containing 11.3 mg and 28.3 mg of afoxolaner, respectively. The soft chewables are not designed to be divided, therefore, the dosing was administered as closely as possible to the minimum effective dose of 2.5 mg/kg using whole chews. The doses administered to dogs ranged from 2.57 to 3.96 mg/kg body weight in Study 1 and from 2.97 to 3.70 mg/kg body weight in Birinapant Study 2. The dogs

were observed during the 4 h following their treatment and daily throughout the study. Dogs were infested with 50 adult ticks (25 females and 25 males) on the day prior to treatment (Day – 1) and on Days 7, 14, 21, and 28. Forty-eight hours after treatment and 48 h after each of the subsequent re-infestations, ticks were removed and live ticks

were counted. These counts were conducted using a procedure involving enough methodical examination of all body areas using finger tips and/or a coarse tooth comb to sort through the hair and locate all ticks following WAAVP guidelines (Marchiondo et al., 2013). The two studies used unfed adult D. variabilis ticks from two separate laboratory-maintained populations. Each laboratory population had been established from ticks collected in the USA. Personnel responsible for collection of animal health and efficacy data were blinded to the treatment groups. Total counts of live ticks were transformed to the natural logarithm of (count + 1) for calculation of geometric means by treatment group at each time point. Percent reduction from the control group mean was calculated for the treated group at each post-treatment time point using the formula [(C − T)/C] × 100, where C is the geometric mean for the control group and T is the geometric mean for the treated group. The log counts of the treated group were compared to the log counts of the untreated control group using an F-test adjusted for the allocation blocks used to randomize the animals to the treatment groups. The comparisons were performed using a two-sided test with a 5% significance level.

These increased levels of proBDNF, as well as an accompanying enh

These increased levels of proBDNF, as well as an accompanying enhancement

of signaling downstream selleck inhibitor of mBDNF, did not appear to induce synaptic changes on their own, but rather facilitated ongoing plasticity mechanisms. Importantly, enhanced BDNF signaling contributed to a behaviorally detectable improvement in visual acuity. In summary, our findings reveal that the BDNF synthesized in response to 20 min of visual conditioning can facilitate bidirectional plasticity at the retinotectal synapse with direct behavioral consequences for the developing animal. A summary is presented in Figure 7. Recent studies, carried out mainly in the CA1 area of mouse hippocampus, have revealed key roles for BDNF signaling and processing in synaptic LTP and LTD. Late-phase LTP (L-LTP) in CA1 is largely absent in transgenic mice lacking BDNF, and early-phase LTP is Paclitaxel ic50 also substantially reduced in these animals (Korte et al., 1995 and Patterson et al., 1996). Neurons are able to release both the precursor and mature forms of BDNF; however, the site of release may be a critical determinant of what form the released protein takes (Matsuda et al., 2009 and Yang et al., 2009). As the protein synthesis machinery present in most dendrites lacks the Golgi-like organelles that process constitutively secreted proteins (Horton et al.,

2005), it is likely that dendritically synthesized BDNF is secreted in its precursor form (An

et al., 2008). Secreted proBDNF at synapses would then be cleaved to mBDNF by plasmin, activated from plasminogen by the activity of tPA, consistent with reports that tPA is also required for L-LTP (Pang et al., 2004). Our findings in the retinotectal system suggest a similar requirement for the synaptic release and cleavage of proBDNF, as acute inhibition of tPA activity reduced retinotectal LTP to the same degree as pharmacological inhibition of TrkB signaling. Furthermore, the knockdown of BDNF by MO antisense electroporation into tectal neurons reveals that BDNF from the postsynaptic cell is required for LTP. On the other hand, the activation of the p75NTR by proBDNF has been reported to facilitate hippocampal LTD (Woo et al., 2005). Our retinotectal all data confirmed the facilitation of LTD by recently synthesized proBDNF, and demonstrated that this could be mimicked by exogenous application of proBDNF if tPA activity is inhibited. In light of these findings, it is interesting to consider how the regulation of the rate of proBDNF cleavage could regulate not only the efficacy but also the direction of synaptic plasticity (Nagappan et al., 2009). In contrast to these findings during development, inhibiting BDNF signaling in the mature visual cortex does not appear to affect plasticity, but rather reduces responsiveness to high-spatial frequency stimuli (Heimel et al., 2010).

Similar to human OA, we found that the reach amplitude reduction

Similar to human OA, we found that the reach amplitude reduction by PRR inactivation was significantly smaller in the foveal than extrafoveal condition for both monkeys (Figure 3C; t test, p < 0.01, Experimental Procedures). Thus, so far, we reproduced three major OA symptoms: (1) misreaching for visual targets in the peripheral visual field, (2) no deficits in

saccades, and (3) reduced reaching errors in the central visual field. These results support our prediction that PRR can be a neural substrate responsible for the OA misreaching. The reaching impairment by PRR inactivation was not limited to memory-guided reaches; in the task under the extrafoveal condition in the above section, the monkeys selleck screening library immediately reached to the visible target without a memory period, yet significant hypometria was caused by PRR inactivation (t test, p < 0.01 for both monkeys). This result shows that misreaching is not due to spatial memory being impaired. It is also notable that the reaching impairment was not limited to reaches whose goals are directly cued by illuminating the target location; instead, misreaching manifested even when the goal was indirectly inferred from a symbol after a learned association rule between the

symbols and target locations (Figure S2). This result is Tyrosine Kinase Inhibitor Library consistent with the finding that PRR neurons encode symbolically cued reach goals similarly to directly cued reach goals (Hwang and Andersen, 2012). Therefore,

the hypometria reflects a general deficit of reach goal for representation as opposed to a selective impairment of direct visuomotor transformation. Human OA patients with unilateral lesions typically show stronger impairment for reaches to targets in the contralesional field, consistent with the lateralized spatial representation in human PPC (Blangero et al., 2010; Perenin and Vighetto, 1988). To compare, we computed the average inactivation effect for the contralesional versus ipsilesional targets, respectively. The inactivation effect was computed as the percentage reduction of the reach amplitude from the control baseline amplitude (Experimental Procedures). Although reach amplitudes in both monkeys were significantly affected in both hemifields (t test, p < 0.01), the effect was stronger for the contralesional field for monkey Y, but it was stronger for the ipsilesional field for monkey G (Figures 2C, 2D, and 4A). This puzzling difference between the two monkeys was resolved when we examined the reach direction represented by the neurons in the local area that we inactivated in each monkey separately. Figure 4B displays the histogram of the preferred direction of the spiking units recorded in a proximal area (within ∼1 mm) from the inactivation cannula prior to the inactivation experiment during the memory-guided reach task.

7, p = 0 01), and, in particular, increases in left-sided CA1 sub

7, p = 0.01), and, in particular, increases in left-sided CA1 subfield CBV (t23 = 3.5, p = 0.002). To test for longitudinal changes Dactolisib in CBV from baseline to follow-up, a repeated-measures analysis with

time (baseline and follow-up) and subregion (EC, DG, CA3, CA1, and SUB) as within-subjects factors and progression status (psychosis versus not) as a between-subjects factor was used. The multivariate component of the analysis identified a significant subregion by time by group interaction (F4, 13 = 3.5, p = 0.04). Post hoc t tests revealed this interaction to be driven by CBV increases in subiculum from baseline to follow-up bilaterally in the progressor group (t18 = 3.7, p = 0.002); increases in CA1 CBV did not change significantly from time 1 to time 2, remaining relatively higher in the progressor group at both baseline (t23 = 2.7, p = 0.01) and follow-up (t18 = 3.1, p = 0.006). EC, DG, and CA3 were not significantly different between groups at MAPK inhibitor baseline or follow-up. Antipsychotic or antidepressant drug exposure had no effect on CBV values in this analysis (Figure 1A). To confirm that hippocampal hypermetabolism is predictive

of psychosis, we entered hippocampal left anterior CA1 CBV into a Cox regression model, controlling for demographics and follow-up interval, with time to psychosis as the dependent variable. Left anterior CA1 CBV powerfully predicted time to psychosis in the Cox model (Wald (t1) = 8.5, p = 0.003). We further explored whether brain metabolism or symptoms were more powerful predictors of outcome. Similar to other larger prodromal cohort studies (Cannon et al., 2008), unusual thought content (Wald(t1) = 2.9, p = 0.09) suspiciousness, (Wald(t1) = 2.9, Sodium butyrate p = 0.08) and conceptual disorganization (Wald(t1) =

3.5, p = 0.06) also predicted time to psychosis at a trend level when entered separately into this model. When behavioral variables were entered together into the model with left anterior CA1 CBV, brain metabolism maintained its predictive strength (Wald(t1) = 8.8, p = 0.003), whereas behavioral measures were no longer predictive of clinical outcome (all p’s > 0.33), suggesting that left CA1 CBV is a more sensitive predictor of clinical outcome to first episode psychosis than subthreshold psychotic symptoms. In the same subjects, MRI was used to map hippocampal structure and generate measures of hippocampal volume and hippocampal shape as previously described (Schobel et al., 2009a; Styner et al., 2003, 2007). At the initial assessment, to test for baseline differences in hippocampal volume, a repeated-measures analysis of variance with side (left, right) as within-subject factors and outcome (progression to psychosis versus nonprogression) as between-subjects factor revealed no main effect of progression status (F1,22 = 0.96, p = 0.36) and no side-by-conversion interaction (F1,22 = 1.1, p = 0.30).

It is necessary now to explain how the optimal risk bonus scaling

It is necessary now to explain how the optimal risk bonus scaling itself was calculated. We simulated, for every trial, all unique decision sequences, each associated RG7420 purchase with a different risk bonus scale by calculating their modified values and using the aforementioned decision rule (Figure S3). For every unique decision sequence, generated with our value modification model, we could compute an end of block expected value. We defined the optimal risk bonus scaling as the risk bonus scale, which led to the decision sequence with the highest end of block value. It is important to note that,

when doing so, we took into account that all net outcomes that fell short of the target value had a value of 0. Although we do not assume that participants

were able to track the exact optimal risk bonus scaling, it served as an approximation of how the values of specific choices should be modified as a result of the context on a given trial. Task parameters were chosen to maximize its parametric range. It is, furthermore, possible to calculate the risk bonus scale that leads to the point of equivalence for a given pair of options. In other words, at an optimal risk bonus scaling equal or above this value for an option pair, the riskier option should be preferred: equation(5) equivalenceriskbonus_scale=(MS×PS−MR×PR)/(MR×(1−PR)−MS×(1−PS))orequivalenceriskbonus_scale=(MS×PS−MR×PR)/((MR−MS)−(MR×PR−MS×PS)),where Electron transport chain MR, MS, PR, and PS refer to OSI-906 cell line the reward magnitudes associated with the riskier and safer options and reward probabilities

associated with the riskier and safer options, respectively. By computing this value for all remaining decisions and rank-ordering decisions from the least to the most risky, we could estimate the value of all unique decision sequences and select the one that led to the highest end of block value. In all neural and behavioral analyses, the risk bonus scale used is, therefore, equal to the optimal risk bonus scaling in a given trial, i.e., the risk bonus scale that generates a sequence of future decisions that would lead to the highest expected value at the end of the block, taking into account the current context (risk pressure) and future prospects (set of options left and the pair presented). The optimal risk bonus scaling is, therefore, a contextual parameter reflecting the degree of bias toward riskier choices that is optimal for a given context and applies to both options in a trial in the same way. The option bonus becomes larger for riskier choices, compared to safer choices, as the optimal risk bonus scaling increases, reflecting the riskier choices’ increased utility for reaching the target.

, 2010 and Leutgeb et al , 2007; Figure 1D) Along these lines, w

, 2010 and Leutgeb et al., 2007; Figure 1D). Along these lines, while much of the behavioral literature arguing for a pattern separation function is consistent, there are also alternative explanations. Instead of studying the ability of animals to distinguish find more different input patterns concurrently,

the behavioral studies of the roles of the DG and neurogenesis in pattern separation have typically been designed to examine how animals’ responses to their present situation can be altered by their memories of the past input patterns (which are different from the current ones). Two types of strategies have been used in behavioral tasks for pattern separation. In some tasks, animals were trained to MK-2206 supplier distinguish two input patterns, such as conditioned (CS+) and unconditioned (CS−) contexts. Specifically, initial training enabled the animals to generalize their conditioned responses to both CS+ and CS− contexts, and their ability to discriminate the CS+ and CS− contexts was subsequently tested through continuing reinforcement of the CS+ context but not the CS− context (McHugh et al., 2007 and Sahay et al., 2011).

It is possible that performance changes resulting from alterations in DG and/or neurogenesis may be due to defects in pattern separation, but it is also possible that other processes, such as inhibitory learning, may be involved. In other tasks, animals were trained Thymidine kinase to learn one pattern and were subsequently tested, using a working memory framework, for their ability to discriminate a learned pattern from another pattern (Clelland et al., 2009, Creer et al., 2010, Gilbert et al., 2001, Hunsaker and Kesner, 2008 and Saxe et al., 2007). Paradigms using this type of task are also able to evaluate behavioral performance as a function

of the extent of input pattern differences such as by varying the distance of spatial location systematically in the cheeseboard spatial discrimination task (Gilbert et al., 2001), further supporting a relationship between the pattern separation ability and behavioral outcome. However, it remains difficult to rule out in these tasks that animals may solve the task using different neural pathways according to the degree of dissimilarity between the input patterns. For example, in the cheeseboard spatial discrimination task, lesions of CA1 did not affect the performance at any of five tested pattern separation degrees, suggesting that the task could be solved independent of the trisynaptic pathway (Gilbert et al., 2001). On the other hand, lesions of CA3 affect working memory in general, making it difficult to test whether pattern separation relies on CA3 outputs other than Schaffer collaterals (Gilbert and Kesner, 2006). Finally, there is a lack of a clear role for young neurons that would make them advantageous in the classic mechanism by which the DG provides separation.

Reconciliation of these findings will require additional work wit

Reconciliation of these findings will require additional work with careful attention to timing of recombination in neurogenic precursors. Interestingly, the phenotype of Mek-deleted brains was somewhat more severe than in Erk-deleted brains, an effect observed previously with other Cre lines ( Newbern et al., 2008; Newbern et al., 2011). Whether these differences relate to timing of the disappearance of protein www.selleckchem.com/products/BKM-120.html after Cre-mediated recombination has yet to be determined. Although ERK is

the only well-established downstream substrate of MEK ( Morandell et al., 2010), it is interesting that a few studies outside the nervous system have reported kinase activity-independent MEK functions that do not require ERK ( Scholl et al., GS-1101 research buy 2004; Wang et al., 2009). Whether MEK may function independently of ERK in the mammalian brain remains to be explored. We have found that the Ets family transcription factor Etv5/Erm is strongly regulated by MEK. Erm is a member of the PEA3 subgroup, which comprises Erm (Etv5), Er81 (Etv1), and Pea3 (Etv4). Ets transcription factors are well established as FGF targets and have been reported to be phosphorylated and transactivated

by the MAPK pathway (Bertrand et al., 2003; Chen et al., 2005; Sharrocks, 2001). Several prior studies have implicated Ets family members in regulation of gliogenesis. The Drosophila gene pointed, which encodes an Ets transcription factor, is critical for directing glial differentiation in the developing CNS of Drosophila ( Jacobs, 2000; Klaes et al., 1994). Indeed, a recent study has demonstrated an important role for a FGF-Rolled (Drosophila MAPK)-Pointed signaling cascade in inducing glia differentiation in the Drosophila eye ( Franzdóttir et al., 2009). In Xenopus, both loss- and gain-of-function studies demonstrated that RAS-MAPK signaling acts through Xenopus Ets-1 to regulate radial glia development ( Kiyota et al., 2007). In the mammalian

PNS, Erm has been implicated in glial cell fate decisions of neural crest progenitors ( Hagedorn et al., 2000). Although a previous study of Erm null mice found no gross abnormality in the brain, the glial population was not assessed ( Chen et al., 2005). As all three PEA3 subgroup members are expressed in progenitors and their sequences are highly homologous 3-mercaptopyruvate sulfurtransferase ( Hasegawa et al., 2004), loss of one family member may not have a drastic effect in vivo. However, our data clearly demonstrate that MEK specifically regulates Erm expression in radial progenitors, that Erm overexpression in radial progenitors is instructive in inducing glial progenitor specification and astrocyte differentiation, and that Erm introduction into Mek-deleted radial progenitors ex vivo can restore CNTF-induced astrogenesis. Additional mechanisms are likely to be at play. Another strongly regulated transcription factor is CoupTF-II (Table 1).

In the SEF population, this disappearance and resurgence of CH >

In the SEF population, this disappearance and resurgence of CH > CL activity might be explained by opposing dynamics of CH > CL and CH < CL neurons. The individually significant Vorinostat CH > CL neurons sustained their signal through the entire bet stage (Figure 5A), but the CH < CL neurons were transiently active in the late interstage and early bet stage (Figure 5B), so they may have effectively nullified the CH > CL signal during that time at the population level. Many neurons in the SEF encode reward anticipation (Roesch and Olson, 2003; So and Stuphorn, 2010).

In our experimental design, reward amounts were determined entirely by behavior: the decision and the bet. We could not know what reward amounts the monkeys expected on given trials, but it is likely that they placed high bets in anticipation of high reward and low bets in anticipation of low reward. If our SEF neurons represented reward anticipation, this might explain the higher firing rates in CH versus CL trials and IH versus IL trials. Quantitatively, the reward GABA inhibitor review anticipation hypothesis predicts that activity should be equal for all trials in which the same bet was made after different decisions: firing rates should be indistinguishable between CH and IH trials

and between CL and IL trials. We found that, to the contrary, SEF activity strongly differentiated between CH and IH trials and between CL and IL trials through the decision

stage and Cediranib (AZD2171) into the bet stage. As with our usual analyses, we considered trials for which targets were located within, and saccades were directed into, the contralateral field. During the decision stage ( Table S9), the CH-IH difference in population activity began in the visual-1 epoch and lasted through the interstage epoch. In the subsets of neurons with significant activity in each epoch, the same pattern of results was observed with the exception of the presaccadic-1 epoch. SEF activity also was different in the decision stage between CL and IL trials. As a population, the difference was significant during the delay and interstage periods. For the subsets, CL-IL firing rates were different from the visual-1 epoch through the interstage epoch, except in the presaccadic-1 epoch. Thus, although we would not rule out effects of reward anticipation during the decision stage, we found little evidence for it. During the bet stage (Table S10), SEF population activity became more similar between CH and IH trials and between CL and IL trials; differences in activity between these trial outcomes diminished and eventually ceased. This implies that neuronal correlates of reward anticipation may have contributed more to SEF population activity near the end of the trial. On a related note, SEF neurons are known to modulate with reward delivery (Stuphorn et al., 2000).

Brains were removed and snap-frozen in cooled isopentane Frozen

Brains were removed and snap-frozen in cooled isopentane. Frozen brains were cut into 10 μm thick sagittal sections using a cryostat (Leica) and mounted onto poly-L-lysine-coated www.selleckchem.com/products/VX-770.html glass coverslips. Brain sections were allowed to dry for at least 2 hr at room temperature and then washed with hybridoma serum-free media (H-SFM; Invitrogen) containing 1% FBS. Brain sections were then cultured with 5 × 105 BV2 cells in H-SFM containing 1% FBS for 18 hr at 37°C with 5% CO2 or 1.75 × 105 primary mouse microglial cells in H-SFM containing 1% FBS and 5 ng/ml GM-CSF (R&D Systems) for 60 hr at 37°C with 5%

CO2. Sections were then washed twice with PBS and either fixed with 4% paraformaldehyde for subsequent histology or placed in 6.25 M guanidinhydrochloride to extract Aβ for ELISAs (see below). Enzyme-linked immunosorbent assays were performed using Meso Scale technology (Meso Scale Discovery). Multiarray 96-well plates (Meso Scale Discovery) were coated with capture antibody 21D12 for total Aβ (Aβ13–28) or antibody 21F12 for Aβ42 (Aβ33–42). Plates were washed www.selleckchem.com/products/XAV-939.html and diluted samples and Aβ standards were added. Aβ was detected using biotinylated-3D6 antibody (Ab1–5) and SULFO-TAG streptavidin (Meso Scale Discovery). Plates were read on a Sector Imager 2400 (Meso Scale Discovery) and samples

were normalized to Aβ standards. All Aβ antibodies were provided by Elan Pharmaceuticals. Fibrillar Aβ1–42 was prepared by incubating synthetic monomers, diluted to a stock concentration of 1 μg/μl in PBS, overnight at 37°C. pH-sensitive beads were prepared by coupling 3 μm latex beads with CypHer5E mono N-hydroxysuccinimide (NHS) ester (GE Healthcare). Beads were washed extensively and diluted in PBS to a stock concentration of 2 × 104 beads/μl. Eight-week-old mice were then anesthetized with an inhaled isoflurane/oxygen mixture and 1 μl Aβ or pH-sensitive not beads were stereotaxically injected into the frontal cortex using the following coordinates from bregma: +1.9 μm anterior, +1.5 μm

lateral, and a depth of 1 μm with an injection speed of 0.2 μl/min. Forty-eight hours later, mice were perfused as described above and brains were prepared for histological analysis. Fixed sections were permeabilized with 0.1% Triton X-100 and 0.6% hydrogen peroxide. For Aβ histology, sections were blocked using a streptavidin and biotin blocking kit (Vector), and biotinylated 3D6 antibody was applied (1:8,000) overnight at 4°C. Primary antibody labeling was revealed using ABC kit (Vector) with diaminobenzidine (DAB; Sigma-Aldrich). For fluorescent double-immunolabeling, Iba-1 and 3D6 primary antibodies were detected with fluorophore-conjugated secondary antibodies (Alexa Fluor 488 and 555, respectively; Invitrogen). For studies with beclin 1+/− mice, coronal sections were cut at 50 μm for in vivo pH bead analysis using a freezing microtome (Leica).

We refer to synapses as the sum of all contacts between an axon a

We refer to synapses as the sum of all contacts between an axon and the target neuron; contact or contact site as morphologically identifiable apposition between the pre-and postsynaptic membrane. Release site is a physiologically identifiable site of quantal release. A contact can have one or more release sites. Images were acquired with a cooled CCD camera

(Till Imago-QE) in TillVision software. For fluorescence, http://www.selleckchem.com/products/PLX-4032.html the image was binned at 2 × 2; with a 40× objective, each pixel represented one-third micrometer. An LED with peak wavelength at 470 nm and total power of 210 mW (Thor Labs) provided illumination; each image was acquired over a 15 ms period at an overall rate of 15–20 Hz. Fluorescence intensity analysis was performed in TillVision and Microsoft Excel. A region of interest around a hotspot was selected, and two identically sized flanking background regions were averaged and subtracted from the fluorescence signal before carrying out ΔF/F analysis. To determine hotspot dimensions (Figure 2),the ΔF/F image along the longitudinal axis of the dendrite underwent a single pass of 3-pixel (1 μm) boxcar smoothing and traces were aligned at their peaks. We verified that

the high-affinity Ca indicator OGB was not saturated by synaptic input (Figure S4). Hotspot intensity is reported as the average of the first five image buy MAPK Inhibitor Library frames (300–340 ms) following stimulation. Successes of Ca hotspots on a sweep by sweep basis were defined as occurring when the ΔF/F of at least two of the five image frames following synaptic stimulation exceeded 2× the SD of the baseline period. During paired-pulse and 10-pulse analysis, successes of Ca hotspots were defined as occurring when the running integral of the five image frames following the second (or 10th) synaptic stimulation exceeded the mean + 2× SD of the integral of interleaved

single- (or 9-) stimulus trials, MYO10 after all trials were scaled to the same baseline. Slices containing biocytin-filled neurons were processed with diaminobenzidine (DAB) according to standard methods (see Supplemental Experimental Procedures). Neurons were imaged on a Zeiss Imager A1 microscope with a 63× objective (oil, NA 1.4). Cells were traced in Neurolucida 8 (MBF Bioscience). The live fluorescence image and the reconstructed outline were then compared to identify the precise location of the hotspot, and a marker was placed at the corresponding dendritic location. Analysis of morphology was then carried out in Neurolucida Explorer 4. Most reconstructed neurons displayed axons and dendrites that arborized exclusively or predominantly in L4 (axons: 40/49 neurons; dendrites: 39/50). The remaining neurons extended processes to L2/3 and/or L5, and rarely beyond. All reconstructed neurons (50/50) were aspiny. QX-314 in the recording solution precluded characterization based on firing properties.