Methylphenidate (MPH), commonly known as Ritalin, is the most widely prescribed drug worldwide to treat patients with attention deficit disorders. Although MPH is thought to modulate catecholamine neurotransmission in the brain, it remains unclear how these neurochemical effects influence neuronal activity and lead to attentional enhancements. Studies in rodents overwhelmingly point to the lateral prefrontal cortex (LPFC) as a main site of action of MPH. To understand the mechanism of action of MPH in a primate brain, we recorded the responses of neuronal populations using chronic multielectrode arrays implanted in the caudal LPFC of two macaque monkeys while the animals performed an attention task (N = 2811 neuronal recordings). Over different recording sessions (N = 55), we orally administered either various doses of MPH or a placebo to the animals. Behavioral analyses revealed positive effects of MPH on task performance at specific doses. However, analyses of individual neurons activity, noise correlations, and neuronal ensemble activity using machine learning algorithms revealed no effects of MPH. Our results suggest that the positive behavioral effects of MPH observed in primates (including humans) may not be mediated by changes in the activity of caudal LPFC neurons. MPH may enhance cognitive performance by modulating neuronal activity in other regions of the attentional network in the primate brain.
Methylphenidate (MPH), widely known as Ritalin, is the most prescribed drug to treat patients with attention deficits. Nonetheless, it is still unclear how and why the drug improves attention in humans. Studies in rodents point to the prefrontal cortex (PFC) as the main target of MPH. To validate these findings in primates, we trained macaque monkeys to perform an attention task while under various doses of MPH. We also chronically implanted multielectrode arrays in the posterior PFC of these monkeys to record neuronal ensemble activity during the task. Surprisingly, we found no effect of the drug on neuronal activity, even at cognitive-enhancing doses of MPH. The caudal PFC might not be the site of action of MPH in the primate brain.
The Centers for Disease Control and Prevention (CDC) estimate that, in the United States alone, 3.5 million children (6.1%) are taking methylphenidate (MPH), widely known as Ritalin, to circumvent the distractibility associated with attention deficit/hyperactivity disorder (ADHD; Visser et al., 2014). MPH also enhances cognitive functions in healthy humans, monkeys, and rodents (Bain et al., 2003; Arnsten and Dudley, 2005; Ilieva et al., 2015), suggesting a general mechanism of action across species. However, despite several decades of MPH being widely used in the clinic (Subcommittee on Attention-Deficit/Hyperactivity Disorder et al., 2011), we still have a limited understanding of the mechanisms by which the drug improves cognitive performance.
Neurochemical studies in rodents have revealed that MPH blocks dopamine and norepinephrine reuptake transporters at the level of synapses, modulating dopaminergic and noradrenergic receptors signaling in post-synaptic neurons (Arnsten and Dudley, 2005; Berridge et al., 2006, 2012). Although the drug is distributed across the entire nervous system after systemic administration in rodents, at low doses that improve cognitive performance, its effects appear to be localized to the prefrontal cortex (PFC; Devilbiss and Berridge, 2008; Spencer et al., 2015), a brain region that plays an instrumental role in executive functions such as selective attention and working memory (Desimone and Duncan, 1995; Miller and Cohen, 2001; Petersen and Posner, 2012). The mechanism by which an increase in catecholamine neurotransmission in PFC neuronal circuits leads to improved cognitive performance, however, remains elusive.
In rodents, pioneering work combining pharmacological interventions with single-cell electrophysiology have reported that MPH can modulate the responses of individual neurons in the PFC by increasing their selectivity for stimulus locations (Devilbiss and Berridge, 2008; Berridge and Arnsten, 2015). In primates, to our knowledge, a single study combined electrophysiology with pharmacological intervention using drugs approved for the treatment of ADHD in humans. In this study the effects of a non-stimulant drug (atomoxetine) on the spiking activity of a small sample of prefrontal neurons (N = 17) were investigated in a single monkey performing a working memory task (N = 1) using direct iontophoresis delivery to single neurons (Gamo et al., 2010). The findings of this early study were in line with what was previously found by the same investigators in the rodent, namely, an increase in the signal-to-noise ratio of persistent activity from prefrontal neurons during a working memory task. However, it is not clear whether the more clinically relevant oral administration of MPH (as opposed to iontophoresis delivery of atomoxetine) modulates the activity of populations of neurons in the primate PFC in a manner consistent with findings from basic attention research.
Over the last decades, our basic understanding of the neuronal mechanisms underlying the effects of attention on single neurons has considerably progressed (Moran and Desimone, 1985; Desimone and Duncan, 1995; Treue and Martínez Trujillo, 1999; Reynolds and Chelazzi, 2004; Lennert et al., 2011; Niebergall et al., 2011). More recently, new technologies that allow recording the activity of multiple neurons simultaneously in behaving animals (Nicolelis et al., 2003; Buzsáki, 2004) have shined a new light on those mechanisms. Notably, by using simultaneous recording techniques, two landmark studies in nonhuman primates have shown that attention improves information coding by neuronal populations primarily by reducing correlated noise between individual neurons (i.e., noise correlations) rather than modulating single neuron response (Cohen and Maunsell, 2009; Mitchell et al., 2009). In support to this finding, both theoretical (Shadlen et al., 1996; Averbeck et al., 2006; Cohen and Kohn, 2011; Moreno-Bote et al., 2014; Kanitscheider et al., 2015) and experimental (Tremblay et al., 2015b; Leavitt et al., 2017b) evidences show that noise correlations can modulate information processing in large neuronal populations. Considering these new insights from basic research, we hypothesized that MPH improves attentional processing in the PFC by recruiting similar noise reduction mechanisms.
To test this hypothesis, we trained two macaque monkeys to perform a demanding attention task that required detecting a visual target in the presence of distractors. Before different experimental sessions, we administered orally either various doses of MPH or a placebo vehicle to the monkeys. During performance of the attention task, we simultaneously recorded the responses of large neuronal populations in the caudal lateral PFC (LPFC) using chronically implanted 96-channel Utah multielectrode arrays. This region of the PFC was selected because it plays a causal role in visual attention, as demonstrated by microstimulation, pharmacological, and optogenetic studies in primates (Dias and Segraves, 1999; Moore and Fallah, 2004; Noudoost and Moore, 2011; Schafer and Moore, 2011; Acker et al., 2016). Moreover, its neurophysiological properties are very well studied and known to strongly represent attentional processing at the single neuron and neuronal ensemble levels (Buschman and Miller, 2007; Armstrong et al., 2009; Gregoriou et al., 2009, 2012; Lennert and Martinez-Trujillo, 2011; Squire et al., 2013; Tremblay et al., 2015b). In this experiment, we recorded over 55 behavioral sessions, yielding 2811 neuronal datasets from which the neuronal effects of various doses of MPH could be investigated at the single, pairwise, and neuronal ensemble levels.
Two male macaque monkeys (Macaca fascicularis) both aged six years old and weighting 5.8 kg (monkey "F") and 7.5 kg (monkey "JL") participated in the experiment. All procedures complied with the Canadian National Council of Animal Care guidelines and were preapproved by the University Animal Care Committee. Over the course of a testing session, the animals would receive their daily amount of fluids as rewards for correctly performing the task. We also provided the animals with fresh fruits and vegetables as supplements when finishing a recording session. Body weight, water intake, and mental and physical hygiene were monitored on a daily basis by veterinary staff. None of the animals were sacrificed for the purpose of this study.
Behavioral task and performance. A, Behavioral task with the three randomly interleaved trial types. Blue dashed circles represent the focus of covert attention. Pink dashed circles indicate orientation change(s). Pink arrows indicate saccadic eye movements. Blue dot represents gaze position. B, Average behavioral performance of each subject under placebo sessions only. The colors indicate the proportion of each trial outcome in a behavioral session. Fixation break represents errors where the subject would respond before a Go signal was given. Sac. to distractor represents errors where the subject would respond to a distracting stimulus. No response represents trials where the subject would not provide a response. C, D, Line plots representing the change in overall hit rate relative to matched placebo sessions in the attention task following various doses of MPH. Hit rate is considered a proportion (Hit/Hit+Errors). Differences in proportion (hit rate) across treatment conditions are computed with χ2 tests. Asterisks represent statistically significant changes in hit rate relative to placebo sessions (χ2 test, p < 0.05). E, F, Same format as C, D but representing the proportion of specific error types across treatment conditions. Up means more errors. Refer to Materials and Methods for definitions. Error bars represent the SE of the sample proportion estimate.
Our subjects could make several different types of errors while performing this attention task, which can be broadly related to different types of maladapted behaviors in humans. For one, monkeys could erroneously break fixation during the cue or the delay epoch, that is, before a Go signal (the change in orientation) is presented. This error type could loosely be related to impulsivity, that is, the propensity to respond prematurely without foresight (Winstanley et al., 2006). A second error type noticeable in our behavioral task is the propensity to respond to a distractor Go signal. For example, monkeys would sometime saccade to the distractor location on a change in the distractor stimulus orientation that ought to be ignored to successfully complete the trial. We can loosely relate this error type to the concept of distractibility in humans, which is the propensity to pay attention to stimuli irrelevant for the task at hand. These two error types, impulsivity and distractibility, will be analyzed for each drug dose in addition to overall task performance. Finally, a general indicator of motivation while be inferred from the total number of trials completed by the animals in a given session. Motivation has also been shown to be influenced by MPH in some studies with nonhuman primates (Rajala et al., 2012). Nowhere in this study will we pretend that our experiment offers an "animal model" of ADHD, impulsivity, or distractibility. The terms "impulsivity" and "distractibility" are used without direct connection to the symptomatology of ADHD in humans.
Surgeries were conducted under general anesthesia using isofluorane administered via endotracheal intubation. Previous to the neuronal recordings the animals were implanted with titanium head posts used to restrain head motion and allow accurate measures of eye movements during training and recording sessions. We chronically implanted 96-channel "Utah" multielectrode arrays (Blackrock Microsystems) in each monkey's left caudal LPFC following a surgical procedure described elsewhere (Fig. 2A; Leavitt et al., 2013). The multielectrode array was inserted on the prearcuate convexity posterior to the caudal end of the principal sulcus and anterior to the arcuate sulcus, a cytoarchitectonic region known as area 8A, the homolog of area 8A in the human LPFC (Fig. 2A,B; Petrides and Pandya, 1999; Petrides, 2005). The array connector was fixed to the skull using titanium screws and bone cement providing easy access during recording sessions.
Neurophysiological recordings. A, Location of chronically implanted multielectrode Utah array within the left caudal LPFC. The shaded pink area roughly represents area 8A in the macaque brain. The blue square represents implant location. P: principal sulcus. AS: arcuate sulcus superior. AI: arcuate sulcus inferior. B, Implant location based on intra-operative photography for both monkey "F" and monkey "JL" in reference to major sulci. Each small square represents one of the 96 microelectrodes on the array. Colors represent the spatial attentional tuning of the neurons recorded at each electrode site as a function of the four quadrant locations (inset). Note tuned stands for neurons that do not show attentional modulation. Inactive represents reference electrodes and grounds.
We simultaneously recorded the spiking activity from many single neurons isolated from the 96-channel multielectrode array using a Cerebus Neural Signal Processor (Blackrock Microsystems). A block of 32 channels could be recorded simultaneously over the course of a session. The raw signal was bandpass filtered (0.3 Hz to 7.5 kHz) and digitized (16 bit) at 30,000 samples/s. For each channel, spikes were detected every time the digitally high-pass filtered (250 Hz/4-pole) voltage trace crossed a threshold equivalent to approximately four times the root mean square of the noise amplitude. The extracted spikes and associated waveforms were sorted offline using both manual and semi-automatic techniques (Offline sorter, Plexon Inc.). Monkey "F" completed 27 recording sessions with a mean (STD) of 47.89 (6.67) simultaneously recorded neurons. Monkey "JL" completed 28 recording sessions with a mean of 51.89 (3.67) simultaneously recorded neurons.
The pharmacokinetics and bioavailability of MPH in humans and monkeys have been described in detail previously and guided our selection of dose range and administration schedule (Wargin et al., 1983; Doerge et al., 2000). The peak serum concentration of MPH is attained ∼60 min after oral administration in monkeys, with a half-life of 1.79 h. Therapeutic serum concentration is already obtained 30 min after oral administration in monkeys, which agrees with the delay to clinical onset in children ranging from 20 to 60 min, and lasting 3–5 h (Kimko et al., 1999; Doerge et al., 2000). Moreover, clinical evidence shows that the optimal dose of MPH for children with ADHD is patient specific, with best dosages ranging from 5 to 60 mg/d (Subcommittee on Attention-Deficit/Hyperactivity Disorder et al., 2011). Therefore, we expect that each monkey in this experiment might best respond to a different dose. Based on the above information and on a previous study in monkeys demonstrating MPH-dependent behavioral improvements with best doses ranging from 0.1 to 1.2 mg/kg (Gamo et al., 2010), we tried a range of drug doses to find a dose that best improved performance at the attentional task in each animal. We orally administered 2.5, 5, 6.25, 7.5, or 10 mg short-acting tablets of MPH (Ritalin, Novartis) to each animal, which corresponds to a weight-based dosing of 0.43, 0.86, 1.08, 1.29, or 1.72 mg/kg for monkey "F," and 0.33, 0.67, 0.83, 1.00, or 1.33 mg/kg for monkey "JL." We orally administered MPH or placebo to the monkeys 30 min before the beginning of a behavioral testing session. In treatment sessions, we diluted MPH into 5 ml of concentrated fruit juice vehicle and gave the juice to the monkey orally using a syringe. Because our monkeys were under a water control schedule between sessions, they always drank the entire content of the syringe immediately when offered. A given dose was given to our subjects for three consecutive recording sessions (one session per day) to control for normal day-to-day variation in behavioral performance. A block of three treatment sessions was preceded and followed by a block of two placebo sessions (one session per day). This bilateral flanking of treatment sessions with placebo sessions (Pb-Pb-MPH-MPH-MPH-Pb-Pb) allowed a more robust MPH-Placebo comparison by controlling for low-frequency confounds on performance, such as task learning or overall motivation to perform the task. In placebo sessions the experimental procedures were identical except for the fact that the concentrated fruit juice administered before the session did not contain MPH. Out of 27 sessions, monkey "F" completed 15 sessions with MPH and 12 with placebo, whereas monkey "JL" completed 16 sessions with MPH and 12 sessions with placebo out of 28 sessions in total.
All data analyses were conducted using custom scripts written in MATLAB (MathWorks Inc.), and standard operations in Excel (Microsoft Inc.) and SPSS (IBM Inc.). Throughout the analyses, the data from each monkey were analyzed separately and was not averaged across monkeys. This allowed detecting potential interindividual differences in drug response, both at a behavioral and neurophysiological level. This also provided a mean to look for patterns of drug dose-responses that are consistent across monkeys, providing an additional protection against false positive results through direct replication in a second animal. For each monkey individually, the behavioral data of sessions with the same MPH dose (a block of three consecutive sessions with a given dose) was pooled to compute the performance statistics (hit rate). The same was done for placebo sessions flanking each block of treatment sessions, such that the performance under each dose of MPH could be directly compared with the performance during flanking control sessions. Behavioral performance was compared between MPH and placebo sessions by comparing hit rates [Hits/(Hits + Misses)] for a block of drug sessions and matched placebo sessions using Pearson's χ2 tests (χ2) for differences in proportions.
The tuning, or "selectivity," of single neuron responses for the cue position, the allocation of selective attention, and the saccade goal were computed during the three corresponding task epochs (cue, attention, and saccade) during "target only" trials. We used a Kruskal–Wallis one-way ANOVA on the neuronal firing rate across the four possible target locations to determine the preferred and anti-preferred visual quadrant, and to define whether each neuron is considered "selective" or "non-selective" during each task epoch (cue, attention, and saccade), based on the significance of the test evaluated at p < 0.01.
Spike density functions (SDFs) for each neuron were obtained by convolving the spike train of each trial with a Gaussian kernel with a SD of 30 ms. Trial-averaged SDF were obtained by averaging the resulting time series across all trials of the same task condition, each one of the four target positions being considered one condition. Normalized population responses for each condition were obtained by z-scoring the trial-averaged SDF of each individual neuron and then pooling across neurons.
From the trial-averaged SDF of each neuron, 19 single neuron response metrics were computed across the three task epochs and compared across treatment conditions to detect potential effects of MPH on single neuron activity. For each epoch, these metrics were computed only on selective neurons for the corresponding epoch.
(1) The "baseline firing rate" was computed from an interval of 200 ms before cue onset by averaging the neuronal activity in this time window. (2) The "peak cue-elicited response" was computed by finding the trial-averaged peak response in the preferred quadrant from a time window of 200 ms after cue onset. (3) The "latency of cue-elicited response" was calculated by measuring the time interval between cue onset and peak response in the preferred quadrant. (4) The "Fano factor of peak visual response" is the coefficient of variation, or the mean-normalized SD, of the sample of peak cue-elicited responses over trials. (5) The "attentional modulation of visual response" is the ratio between the average peak visual response when an attended target stimulus appears within the preferred quadrant of the neuron, and the average peak visual response when a non-attended distractor appears within the preferred quadrant of the neuron. (6) The "peak distractor-elicited response" is the average peak visual response elicited by a distractor appearing within the preferred quadrant of the neuron. (7) The "latency of distractor response" is the time interval between the distractor stimuli onset and the peak distractor-elicited visual response. (8) The "Fano factor of peak response" is the coefficient of variation of all peak cue-elicited responses when the peak timing is determined on a single-trial basis rather than on a trial average peak response. (9) "Receptive field (RF) modulation of visual response" is computed using the ratio of the peak response when the cue appears inside the preferred quadrant, and the peak response when the cue appears in the anti-preferred quadrant. (10) The "peak response to anti-preferred" is the peak cue-elicited response when the cue appears in the anti-preferred quadrant. (11) The "latency of the anti-preferred response" is the time interval between the onset of the cue and the peak cue-elicited response when the cue appears in the anti-preferred quadrant.
(12) The "sustained response when attention is in the RF" is the average response over a time window of 400 ms in the middle between cue offset and saccade onset when the monkey is allocating covert visual attention inside the RF (i.e., preferred quadrant) of the neuron. (13) The "sustained response when attention outside the RF" is the same as 12, but when covert visual attention is allocated outside the RF (i.e., in the anti-preferred quadrant). (14) The "attentional modulation of sustained response" is the ratio between 12 and 13, i.e., the ratio between the response when attention is allocated inside versus outside the RF of the neuron. (15) The "Fano factor of sustained response" is the Fano factor of the sustained response described in 12, i.e., when covert attention is allocated inside the RF of the neuron.
(16) The "peak saccadic response" is the peak response aligned to saccade onset when the saccade is made toward the preferred quadrant of the neuron. (17) The "peak anti-preferred saccade" is the peak response aligned to saccade onset when the saccade is made toward to anti-preferred quadrant of the neuron. (18) The "saccadic response modulation" is the ratio between 16 and 17, i.e., when saccades are made toward versus opposite to the preferred quadrant. (19) The "Fano factor of the saccadic response" is the Fano factor of the peak saccadic response when directed toward the preferred quadrant.
A "noise correlation" is the trial-to-trial spike count correlation between two neurons' simultaneous activity (Cohen and Kohn, 2011). This correlation is called "noise" because it is computed using the variance over trials of the same stimulus condition, therefore modeling the error, or noise, around the mean response for a given stimulus condition. This is in contrast with the "signal correlation" which is computed across trials of different stimulus conditions. In this latter case, the correlation is computed between two neurons' average response across all stimulus conditions, and can be thought of as a measure of tuning similarity. Noise correlations were computed in our sample between all possible pairs of simultaneously recorded neurons using the Pearson's correlation coefficient r. A series of noise correlations were computed as a function of two experimental factors. First, noise correlations were computed for each of the four task epochs (baseline fixation, visual epoch, attention epoch, and saccade epoch). Second, noise correlations were computed either on all recorded neurons, or only on selective neurons for the corresponding task epoch. Noise correlations computed over sessions with the same drug dose were pooled together in a single distribution. From these distributions, the median noise correlation coefficient was reported for the sub-population of positive coefficient, and for the sub-sample of negative coefficient. Keeping positive and negative noise correlations separate is important since these two have different physiologic interpretations (i.e., shared or direct excitatory input in the case of positive, and shared input of opposite valence or direct inhibitory input in the case of negative noise correlations). To ease visualization of potential effects of the drug on noise correlations, the percentage change from placebo was calculated and reported for all series of noise correlations. Finally, we describe the "noise correlation structure" in our neuronal populations, which is the relationship between noise correlations and tuning similarity between neurons. Neurons that have similar tuning are expected to share more common inputs or make more direct connections, thus increasing their noise correlation (Cohen and Kohn, 2011). We computed the relationship between signal correlation and noise correlation for placebo sessions and all different drug doses to detect potential MPH-dependent differences in the noise correlation structure.
To assess the quality of the attentional filtering in area 8A's neuronal population activity, we used a support vector machine (SVM) linear decoder to which we fed the simultaneously recorded firing rates of the each recorded neuronal ensemble (Chang and Lin, 2011). A neuronal ensemble is a population of simultaneously active neurons involved in the same neuronal computation (Hebb, 1949; Nicolelis et al., 1997). Using this method, it was recently possible to decode the focus of covert attention using the instantaneous activity of ensembles of recorded neurons in the macaque caudal LPFC (Tremblay et al., 2015a,b). Here, we used this method to quantify the amount of attentional information that can be extracted from the neuronal ensemble activity (Quian Quiroga and Panzeri, 2009), and to compare it across drug treatments to detect potential MPH-related effects on the attentional filtering implemented by prefrontal neuronal ensembles. The algorithm's decoding accuracy of the focus of attention was used as a proxy for the coding efficiency of the neuronal ensembles and was computed using a cross-validation procedure where 4/5 of trials are used for training the algorithm and the remaining 1/5 of trials are used to test the decoder's predictions, iteratively (for detailed method, see Tremblay et al., 2015b). The statistical significance of the decoding accuracies for each task epochs and each drug dose were tested against a control condition where the labels of each trials were iteratively permuted randomly during the supervised training phase of the machine learning algorithm (N = 1000 permutations). To better visualize the potential MPH-dependent effects on neuronal ensemble coding of attention in area 8A, a percentage change in decoding accuracy from placebo was also computed. This ratio was computed using flanking placebo sessions recorded immediately before and immediately after each set of treatment sessions using a given drug dose. This was done to control for low-frequency variations in neuronal ensembles' composition over time.
Across the manuscript, data from both monkeys was never combined or averaged. This allows a direct comparison between the results of the two monkeys and to assess the replicability of observations across subjects. It also avoids the problem analyzing nested data, which require specific statistical corrections (Aarts et al., 2014). Only trends that replicated across both monkeys were considered true effects. Bonferroni corrections for multiple comparisons have been applied where necessary. No corrections have been applied to results that were non-significant even before statistical correction (these uncorrected results would remain null after correction). Effect sizes have been reported where statistical power is too high for p values to be meaningful (e.g., correlation analyses). If this concept is not clear to the reader, please consult the following resource (Wasserstein and Lazar, 2016).
We compared the monkeys' behavioral performance at the task during MPH sessions with performance during matched placebo sessions. Overall, both monkeys performed well above chance (chance = 25%, four options) during placebo sessions (Fig. 1B). In monkey "F," MPH slightly enhanced performance when administered at 0.86 mg/kg (p < 0.05, χ2 test). A lower dose had no effect on performance, and higher doses decreased performance relative to placebo (p < 0.05, χ2 test; Fig. 1C). In monkey "JL," the best dose was 0.67 mg/kg (p < 0.001, χ2 test; Fig. 1C). A lower dose had no effect on performance and higher doses had either null or smaller positive effects (p < 0.01, χ2 test; Fig. 1D). These variable, weak behavioral results are comparable to those reported by previous studies in monkeys where MPH was reported to have a weak, subject-specific, but statistically significant effect on cognitive performance (Prendergast et al., 1998; Bain et al., 2003; Gamo et al., 2010; Rajala et al., 2012). We did not find MPH to have specific effects on one type of error, whether impulsivity or distractibility errors (Fig. 1E,F) in either monkey. Both types of errors were affected by the drug at various levels (p < 0.05, χ2 test).
First, we analyzed the effects of all doses of MPH on the responses of single neurons. To qualitatively detect any main effect of MPH (pooled across all doses) on the average response profile of the sampled neuronal population, we overlapped the population-averaged SDF for placebo sessions with the population-averaged SDF during all MPH sessions (Fig. 3A,B). This sample of neurons included only neurons that were attention-selective (i.e., that are modulated by visual attention) allowing to visualize the attentional modulation and potential effects of MPH on this modulation. To illustrate the attentional modulation in this sample of neurons, we computed the average response when the attended stimulus/target was inside the RF (attend in RF in Fig. 3), and when the stimulus was outside the RF (attend out RF in Fig. 3), as is routinely done in basic attention research. The two response profiles greatly differ during the delay epoch depending on the focus of attention (in or outside the RF) despite identical stimulus presentation and motor state during this epoch (all four grating stimuli were present on the screen while the monkey was fixating on the center dot). This modulation is the trademark of visual selective attention at the single neuron level, although it is difficult to disentangle the contribution of saccade planning from visual attention using visual-saccadic paradigms such as ours (Reynolds and Chelazzi, 2004). MPH, however, does not seem to modify the average attentional response profile, as shown by the near-perfect overlap between the SDF of similar conditions during placebo and MPH sessions in both monkeys (Fig. 3A,B). The same is true when placebo sessions are contrasted only to MPH sessions showing a positive behavioral effect of the drug (Fig. 3C,D).
Qualitative effects of MPH on the average single neuron response. A, Attentional modulation of single neuron activity averaged over the entire sample of tuned cells and trials (sample size reported with N in figure). The trial-averaged SDFs are displayed separately for MPH and placebo (PLB) sessions. The light blue and red SDFs depict the average single neuron response on trials where attention is allocated inside, or opposite to the neuron's preferred location (i.e., RF), respectively. The abscissa represents the time from trial onset and the ordinate the population neuronal firing rate (z-scored). Shaded areas represent SEM. The average responses during all MPH sessions are overlaid on top of the average response during placebo sessions to illustrate the near-perfect overlap in single neuron responses across treatment conditions. B, Same as in A but for monkey "JL." C, D, Same as A, B but only including the MPH sessions showing the best behavioral improvement due to treatment (best-dose analysis; 0.86 mg/kg for monkey "F," 0.67 mg/kg for monkey "JL"). The same absence of difference in this best-dose analysis is demonstrated by the overlap of the MPH and PLB curves in C, D.
To quantify these qualitative observations, we further characterized the response profile of each recorded single neuron (N = 2811, including multiunit clusters) using 19 response metrics for all doses independently (see Materials and Methods for details on metrics). In Figure 4, we present the results for all 19 response metrics as a function of monkey, task epoch, and drug dose. Each point represents the average metric across all neurons that met the criteria for the specific analysis (e.g., modulation by attention; see Materials and Methods). We looked for any dose-response effect of the drug, whereby increasing doses produce a more profound deviation (negative or positive) from placebo. The dose-response curve did not need to be linear (e.g., U-shaped curves were considered). As a protection from spurious findings, the dose-response curve had to be replicated in both monkeys. However, the curve could be shifted horizontally across subjects to account for subject-specific best dose responses. Across all 19 metrics, we did not find a single metric that satisfied both criteria above. We computed one-way ANOVAs with "dose" as the factor on each metric to test for statistically significant effects of MPH. We defined a significant effect as an effect that passed a Bonferroni correction for multiple comparisons, and that was found in both animals. All metrics failed to cross a statistical threshold of p < 0.05 following Bonferroni correction for multiple comparisons (38 tests), except one: "attentional modulation of visual response" (Fig. 4A), where 2.5 mg in monkey "F" produced a significantly higher score (F(5,290) = 5.2, p < 0.001) than placebo. Since this finding was not replicated in the other monkey at any other dose and was not embedded in a larger dose-dependent trend, it was considered a spurious finding. Overall, these quantitative analyses corroborate what was observed qualitatively in Figure 3, that is, that MPH does not seem to reliably modify single neuron responses.
Effects of MPH on 19 single neuron response metrics. A, Visual response metrics for visually-selective neurons as a function of drug dose. Refer to Materials and Methods for the meaning of each metric. The x-axis depicts MPH drug dose using arbitrary units (a.u.), from the smallest dose to the biggest for each monkey. These are 0.43, 0.86, 1.08, 1.29, or 1.72 mg/kg for monkey "F," and 0.33, 0.67, 0.83, 1.00, or 1.33 mg/kg for monkey "JL." The y-axis is relative to the particular metric being plotted. Blue and green lines are for monkey "F" and monkey "JL," respectively. The top-leftmost subplot includes the size of single neurons samples included for the computation of all the visual metrics. The red error bars correspond to the best-dose of MPH according to behavioral performance. The colored numbers to the right of each line represent the p values for the ANOVA test ran for each metric, uncorrected (top), and corrected for multiple comparisons (bottom). B, Same as in A but for the attentional response metrics of attention-selective neurons. C, Same as in A but for the saccadic response metrics of saccade-selective neurons. All error bars represent SEM.
A possible explanation for the cognitive-enhancing effects of MPH is that the drug decreases correlated noise between neurons (noise correlations). To test this hypothesis, we analyzed the correlated activity from an average of 48 simultaneously recorded neurons in monkey "F" and 52 neurons in monkey "JL" across all 55 recording sessions. We computed the noise correlations between all possible pairs of simultaneously recorded units from different electrodes within the multielectrode array (excluding neurons recorded from the same electrode). We computed those correlation coefficients (Pearson's R) for all four task epochs separately (baseline fixation, visual, attention, and saccade; Fig. 5). Whereas this first analysis included all neurons irrespective of their tuning, we also replicated this analysis for the subgroup of task-selective neurons specific to each epoch (e.g., attention-selective neurons during the attention epoch).
Effects of MPH on noise correlations. Each line illustrates the median noise correlation coefficient separately for positive and negative noise correlations (blue and red, respectively) as a function of drug dose (x-axis). The x-axis uses arbitrary units, from the smallest dose of MPH to the biggest for each monkey. These are 0.43, 0.86, 1.08, 1.29, or 1.72 mg/kg for monkey "F," and 0.33, 0.67, 0.83, 1.00, or 1.33 mg/kg for monkey "JL." The left column presents results from analyses including all recorded neurons, independent of their selectivity. The right column includes only neurons that were selective (i.e., tuned) for the corresponding epoch. Since no tuning can be measured during the baseline fixation epoch, visual tuning was used as a replacement in this analysis. Each column presents results for each monkey independently.
As for the single neuron analysis above, we searched for results that would (1) show a dose-response trend, and (2) replicate across the two monkeys, with some flexibility on the horizontal shift across doses. Again, the results were inconclusive for all epochs, and neuronal sample (all neurons or only those selective; Fig. 5). To substantiate this qualitative assessment, we ran one-way ANOVAs with dose as the factor for each epoch, neuronal group, correlation sign (positive or negative), and monkey. All ANOVAs produced p values < 1.0 × 10−50. Obviously, such a statistical significance is a consequence of the very large sample size of correlations rather than the size of the effect of MPH (>5000 correlations for each test; one noise correlation per possible pair of neurons). With such a large sample size comes an inflated statistical power. In this context, statisticians advice that effects sizes need to be interpreted to assess the importance of the effect instead of only relying solely on p values (Cohen, 1992; Lin et al., 2013; Wasserstein and Lazar, 2016). When computing effect sizes for each ANOVA, we find that no model provides >2% of explained variance (η2 < 0.02). In other words, MPH doses account for <2% of the variability observed in noise correlations across sessions.
Noise correlations between a pair of neurons can be modulated by the tuning similarity of those two neurons. The function that links these two variables (noise correlation and tuning similarity) is considered as the noise correlation "structure" of the recorded neuronal population. This structure could be modulated by MPH as a mechanism of action of the drug. We plotted this relationship for each drug dose for each monkey separately (Fig. 6). We found that when neurons differ the most in tuning (signal correlation close to –1), the average noise correlations are close to zero or slightly negative. Moreover, the average noise correlation coefficient increases proportionally with the tuning similarity of pairs of neurons, which is to be expected from neurons sharing more common inputs. To investigate the effects of MPH on this correlation structure for both subjects, we ran one-way ANOVAs with dose as the factor for 10 signal correlation "groups" (each data point on the x-axis of Fig. 6 is for one group). These groups simply pool similar signal correlations together according to the following intervals: [–1 to –0.8], [–0.8 to –0.6], etc. Similarly to the above noise correlation analyses, each dose group contained >10,000 correlations, inflating statistical power beyond the point where p values are interpretable. As expected, all p values computed with the ANOVAs converged to zero (all p < 1.0 × 10−50). When evaluating the effect sizes (η2) in addition to p values, we found that no group comparison yielded >1% of explained variance (all η2 < 0.01). In other words, MPH doses account for <1% of the variability observed in noise correlations across the spectrum of tuning similarity.
Effects of MPH on noise correlation structure. A, Relationship between the signal correlation (i.e., tuning similarity) and noise correlation between every possible pairs of simultaneously recorded neurons, presented for each drug dose (colored lines). As expected, the more similar is the tuning between two neurons, the more noise they share through common inputs. B, Same as in A, although for monkey "JL." Best dose of MPH based on behavioral performance is in bold in the legend. Error bars represent SEM.
MPH could improve the neuronal encoding of spatial attention by increasing the reliability of neuronal ensembles' activity in the LPFC rather than modifying single neuron or pairwise metrics. It is also possible that very small changes in the correlation structure of these ensemble can have an impact on the quality of the neuronal representation (Shadlen et al., 1996; Moreno-Bote et al., 2014; Kanitscheider et al., 2015). To investigate this possibility, we used a SVM linear decoder to extract the allocation of attention, visual stimulation, and saccadic eye movements from the responses of large ensembles of neurons recorded simultaneously (see Material and Methods). Using this methodology, we previously found that it was possible to decode the focus of spatial attention from ensembles of prefrontal neurons and that this representation was sensitive to distractors and predictive of upcoming attentional mistakes (Tremblay et al., 2015a,b).
When applying those machine learning techniques to the current dataset, we found that visual stimulation, spatial attention, and saccadic eye movements could be decoded from the single-trial information contained in the instantaneous firing of neuronal ensembles. The accuracies varied from 40% to 100%, all above the change decoding accuracy of 25%. When looking at the effects of MPH on the coding accuracy of attention, visual stimulus location and saccade endpoint, we found inconsistent effects (Fig. 7). Qualitatively, we observed neither a dose-response effect of MPH administration, nor any effects that replicated in both monkeys. Quantitative analysis of the effect of MPH on the decoding accuracy of visual, attentional, and saccadic information revealed no statistical differences using one-way ANOVAs with dose as the factor (monkey "F"; visual: F(5,21) = 1.5, p = 0.23, attention: F(5,21) = 1.3, p = 0.32, saccade: F(5,21) = 1.1, p = 0.41; monkey "JL"; visual: F(5,22) = 0.86, p = 0.52, attention: F(5,22) = 0.92, p = 0.49, saccade: F(5,22) = 0.83, p = 0.54), even before correction for multiple comparisons.
Effects of MPH on neuronal ensemble decoding of task-related information. A, Decoding accuracy of a SVM algorithm extracting single-trial information about the visual, attentional, and saccadic representations in the neuronal ensemble activity of simultaneously recorded neurons. Decoding accuracy, used as a proxy for neuronal coding accuracy, is presented as a function of drug dose (x-axis), as in preceding figures. The purple line represents the achieved chance performance using permutation testing and overlaps roughly with the theoretical chance performance of 25%. B, Same as A but for monkey "JL." Error bars represent SEM.
Contrary to our hypothesis, our results support that oral administration of MPH does not produce detectable effects on the neurophysiology of the caudal PFC in monkeys, a brain region otherwise known for its critical role in attention as demonstrated by microstimulation, pharmacological, and optogenetic studies in primates (Dias and Segraves, 1999; Moore and Fallah, 2004; Noudoost and Moore, 2011; Schafer and Moore, 2011; Acker et al., 2016). Since the vast body of literature from rodent research all point to the PFC as the main site of action of MPH (Berridge and Arnsten, 2015; Spencer et al., 2015), we are surprised that no systematic effects were detected at the single, pairwise, or neuronal ensemble level in the current study in nonhuman primates. In search for effects of MPH on single neuron activity, we have performed all mainstream neurophysiological analyses common to basic attention research in primates, and found no consistent effect. Noteworthy, this absence of effect is observed even at doses that increase the monkeys' behavioral performance. To our knowledge, this is the largest neurophysiological investigation of MPH to be performed in nonhuman primates with >2800 neuronal recordings [the only other study by Gamo et al. (2010) recorded from 17 neurons). We believe these negative results deserve to be shared with the community and new directions of research into the mechanism of action of MPH ought to be discussed.
This series of negative neurophysiological findings does not support the hypothesis that MPH would affect both single neuron and correlated noise activity patterns in the primate dorsolateral PFC. Our choice of brain region for neuronal recordings was based on solid evidence from neurophysiological studies in nonhuman primates demonstrating that this brain area and the adjacent frontal eye fields (FEFs) are areas robustly associated with visual selective attention (Noudoost and Moore, 2011; Schafer and Moore, 2011; Squire et al., 2013; Clark et al., 2015; Tremblay et al., 2015b). In parallel, neuropharmacology and neurophysiology research in rodents have identified the PFC as the primary target of MPH. Studies in rodents have provided compelling evidence that MPH affects preferentially the neurochemistry and neurophysiology of the PFC at low doses that improve cognitive performance, with little effects outside the PFC (Berridge et al., 2006; Devilbiss and Berridge, 2008; Spencer et al., 2012, 2015; Berridge and Arnsten, 2015). We do not believe our study challenges the results from those rodent studies nor questions the results from basic attention research in nonhuman primates. We propose, however, that our negative findings might arise from neuroanatomical considerations when translating pre-clinical results from the rodent brain to the primate brain.
The PFC is a vast landscape with several sub-regions both in the macaque monkey brain and in the human brain. These distinct anatomic areas within the PFC are differentiated both by their cytoarchitecture (Barbas and Pandya, 1989; Preuss and Goldman-Rakic, 1991; Petrides and Pandya, 1994), their corticocortical connectivity and sub-cortical projection pattern (Petrides and Pandya, 1999, 2006), and their specific behavioral consequences following lesions, which allow establishing double-dissociations within that landscape (Petrides, 2005; Simmons et al., 2010; Rudebeck and Murray, 2011; Rudebeck et al., 2013). The target area in the current study is only one of many subdivisions in the primate PFC. Therefore, our results do not rule out the possibility that if we had placed our multielectrode arrays in a different area of the PFC (for example, area 9/46) we would have been able to capture neurophysiological effects of MPH similar to the ones previously reported in the rodent literature. However, we are doubtful of such a proposition because area 9, 46, and 9/46 of the primate dorsolateral PFC are more robustly associated with working memory and monitoring within working memory rather than attentional processes (Goldman-Rakic, 1995; Curtis and D'Esposito, 2004; Petrides, 2005; Leavitt et al., 2017a).
An important question to answer is whether there is a homolog of the caudal dorsolateral PFC in the rodent brain. This question might be particularly difficult to answer since there exists no brain map that describes neuroanatomical homologies between rodent and primate PFCs. Many career neuroanatomists would even question the presence of a homolog of the primate PFC in the rodent brain since the rodent frontal cortex lacks the granularity (i.e., presence of stellate cells in Layer IV) that is the hallmark of the PFC in primates, including humans (Petrides and Pandya, 1994; Palomero-Gallagher and Zilles, 2004). This absence of demonstrated homology poses a serious problem when researchers attempt to bridge the two separate worlds of primate and rodent PFC research. Our study is no exception.
It may be more appropriate to interpret our results within the framework of human neuroimaging studies that provide indirect measures of MPH activity (e.g., using positron emission tomography; PET). As opposed to results from rodent research, findings from this literature propose several targets within and outside the PFC where MPH can elicit its effects. Indeed, systemic administration of MPH in humans leads to changes in regional cerebral blood flow (rCBF) both inside and outside the PFC. Areas including the striatum, the supplementary motor area and the posterior parietal cortex are significantly modulated in healthy human subjects undergoing PET imaging following administration of clinically relevant doses of MPH (Mehta et al., 2000; Volkow et al., 2005). In parallel, pharmacological studies analyzing the occupancies by MPH of the dopamine and norepinephrine transporters (both primary targets of MPH) find a high level of binding in several cortical and sub-cortical areas outside the PFC, such as the thalamus and striatum (Volkow et al., 1998; Rosa-Neto et al., 2005; Hannestad et al., 2010). Similar results have been reported using functional magnetic resonance imaging (Peterson et al., 2009; Tomasi et al., 2011) and electroencephalography (Dockree et al., 2017) in humans, suggesting that the MPH has widespread effects in several brain regions. Given those potential targets of MPH identified from human research, one might ask why we chose to record from the PFC in our monkeys. The answer is twofold: (1) the multielectrode arrays we use to record from many neurons simultaneously and measure noise correlations cannot be implanted in sub-cortical structure or deep sulci, and (2) the PFC remains the only brain area that is modulated by MPH both in human and rodent research, making it the most logical first target for our investigation.
Importantly, a recent microdialysis study in monkeys found no effects of cognitive-enhancing doses of MPH on dopamine release in the monkey PFC in conjunction with an increase of dopamine release in the striatum (Kodama et al., 2017). Dopamine release modulation is one of the mechanisms through which MPH is thought to exert its effects on neurophysiology (Arnsten and Dudley, 2005). Our findings, which show an absence of effect of MPH on prefrontal neurophysiology, at least partly agree with the negative findings reported by Kodama et al., on prefrontal neurochemistry. Taken together, these two converging sets of observations ask for further investigations into the effects of MPH on the primate brain. It is worth noting, however, that the study by Kodama et al. (2017) focused on a slightly more anterior area of the monkey LPFC encompassing the principalis sulcus (area 8A, 9/46, and 46).
Our study includes some limitations worth discussing. First, as discussed above, the use of multielectrode arrays is a powerful way to measure the activity of large population of neurons on a realistic timescale, but it only provides a field-of-view of a few millimeters squared. Our conclusions therefore can only be applied to the most caudal aspect of the PFC in monkeys. Second, there is a significant amount of variation from session to session in the behavioral performance of the monkeys. On the statistical level, this variability makes it difficult to detect behavioral effects of MPH since the small effects of the drug could be masked by normal, random day-to-day variations in behavioral performance. This normal variation in the performance of monkeys is not a problem specific to the current study, but is rather characteristic of the work with those highly intelligent animals who can be motivated, or distracted, by many difficult to control factors.
On this note, Soto et al. (2013) provide an important warning regarding potential statistical flaws when using a best-dose analysis to identify the optimal dose of a cognitive-enhancing drug on a subject-by-subject basis. We took precautions to prevent such flaws by retesting every dose three times in each animal. We are confident, nonetheless, that our drug administration procedure was reliable given that the water-controlled monkeys always consumed the juice containing the drug entirely and immediately when given. Therefore, regardless of the results of the behavioral analyses on task performance, we are confident that various doses of MPH, including clinically relevant doses, were administered systematically to our subjects. In other words, the neurophysiological study of MPH could be performed even without performance of a behavioral task and yield important insights on its mechanism of action. This is the reason why we also analyzed the neurophysiology of sessions where no behavioral effects of the drug were observed.
On the neurophysiological level, one could argue that it would have been preferable to administer a placebo followed by the drug within each recording session to provide a within-session comparison of placebo and MPH on both behavioral and neuronal levels. Although we agree that this is a possibility, we want to point out that this within-session method permits only comparing MPH to placebo when MPH came second after placebo within a session, and not when MPH came before placebo, which is a major methodological problem. The second order of administration (1st: MPH, 2nd: PLB) is impracticable due to the long half-life of MPH (Volkow et al., 1995) which would have contaminated the placebo condition if recorded in the same day. Counterbalancing the order of administration of drug and placebo in a within-subject design is crucial. For example, the performance of monkeys usually decrease within a session as their motivation wears down when they become gradually satiated with the reward. The within-session design would not have allowed to control for those major confounding variables, whereas our between-session design did. What our design failed to achieve is a better statistical power associated with paired statistical tests when comparing a neuron to itself under various drug conditions (using a paired t test for example). In our design, the large inter-neuronal variability could only be counter-balanced by larger neuronal sample sizes. It could be, also, that the effects of MPH are noticeable only in certain neuronal types. This is not something our analyses could have detected, unfortunately.
In conclusion, we propose that future research investigates the neurophysiological effects of MPH in the monkey brain by exploring other areas of the PFC, as well as other areas of the attentional network, such as the striatum and the posterior parietal lobe (e.g., the lateral intraparietal area). We do advise investigators, however, that these future neurophysiological studies should be conducted using multielectrode recording technologies. From what we currently know of basic attention mechanisms in the brain, correlated noise between neurons appears to be the main modulator of attentional processing at the cellular level. This correlated noise can only be detected by recording from many neurons simultaneously, and might be the primary target of MPH. We also propose that a dialogue should be maintained between rodent and monkey researchers to find better ways to translate neurophysiology results across animal models and build bridges between those scientific communities.
Acknowledgements: We thank Mr. Walter Kucharski, Mr. Stephen Nuara, and Mr. Rishi Rajalingham for technical support.
This work was supported by the Gouvernement du Canada | Canadian Institutes of Health Research Grant 501100000024, the NSERC (The Natural Sciences and Engineering Research Council of Canada), and the EJLB Foundation (J.M.-T.) and by the NSERC Alexander Graham Bell Canada Graduate Scholarship (S.T.).
Hebb DO (1949) The organization of behavior. New York: Wiley & Sons.
Palomero-Gallagher N, Zilles K (2004) Isocortex. In: The rat nervous system ( Paxinos G , ed), Ed 6, pp 729–757. San Diego: Elsevier.
Petrides M, Pandya DN (1994) Comparative architectonic analysis of the human and the macaque frontal cortex. In: Handbook of neuropsychology ( Grafman J, Boller F , eds), pp 17–58. Amsterdam: Elsevier.
The paper was reviewed by two experts. Initially, there was a disagreement among the two reviewers. While Reviewer 1 raised relatively few concerns, Reviewer 2 had a number of more serious reservations. In the subsequent discussion, the agreement was reached concerning the need for compelling justification for selecting the region in the PFC to examine drug effects. I am going to ask you to revise the manuscript and address this and several other issues raised by the reviewers, before the paper can be considered for publication in eNeuro. Below is the list of problems that will need to be addressed in the revision.
2. Please provide the information about the duration of the recording sessions and address a possibility that the effects of the drug may have changed with time after the ingestion of the drug. Reviewer 2 suggests that you assess this possibility by splitting the behavioral data into early and late.
3. Considering the difference in the behavioral effects between the two animals, please address the point raised by Reviewer 2 concerning the difference in weight between the two animals and the resulting difference in the dose of MPH administered to them.
5. Please address the comments from Reviewer 1 concerning receptor types, the terms "attention" and "saccade plan" and fix the legend for Fig 3.
This paper addresses the important and understudied effects of methylphenidate, which is widely given to children, on neural activity in prefrontal cortex. They recorded a large sample of neural activity and administered a wide range of drug doses. I think this is an important null result to publish.


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text:
naturalnews.com printable article
Originally published August 24 2013
Banana power: Ten perks of nature's panacea
by Sandeep Godiyal
(NaturalNews) There's no denying that banana trees are among the most useful plants in the world. Well, it's also undeniable that their fruits are much more valuable than their other parts. Those who are wondering what makes bananas (the fruit) a very precious produce should keep this in mind - such natural snacks come with many health perks. People who'd like to discover the most remarkable benefits of eating bananas should read on.
Ten Banana Advantages
Heart-Health Boosters
Eating the simple-looking fruit is among the best ways of maintaining a healthy circulatory system. That's because bananas are among the richest sources of potassium and they barely contain sodium.
Energy-Rich Treat
Even though bananas are not among the largest fruits, they still have enough calories to energize those who've worked out for hours. In fact, many fitness enthusiasts think of bananas as nature's energy bar.
Yellow Cramp Fighter
As mentioned, bananas are rich in potassium. Well, they also contain high levels of magnesium. Since the absence of those two minerals trigger cramps, then it's safe to say that bananas are superb cramp fighters.
A Healthy Tummy
Nowadays, having a healthy tummy is almost synonymous with keeping beneficial gut microbes healthy. Bananas contain a substance called fructooligosaccharide that make stomach-friendly bacteria live much longer lives.
Thinking of the Acids
Truth be told, bananas don't really have the capability to eliminate excess acids in the gut. However, they're more than capable of protecting the stomach's lining from the damaging effect of having too much gastric juices.
A Diarrhea Solver
It's obvious that people who suffer from diarrhea are at risk of losing considerable amounts of electrolytes. Fortunately for them, eating a banana is still among the fastest ways of gaining such crucial substances.
Combat Constipation
Bananas are rich in fiber. With that in mind, it becomes clear that they're an excellent pick for those who are trying to beat the constipation dilemma. After all, getting enough fiber and water is a formula for healthy bowel movement.
Better Sex, Naturally
This isn't about the fruit's phallic shape. Instead, this pertains to the libido-boosting nutrients that exist in abundance inside bananas. So, men who are facing concerns with their sexual enthusiasm should add the fruit to their diet.
Much Better Nights
Bananas contain high amounts of tryptophan. That simply means that they're more than capable of raising serotonin levels and could thus help people who find it very difficult to go to sleep.
The Skin Enhancer
Instead of merely relying on all sorts of cosmetic products, those who'd like to keep their skin smooth should tap into the skin-enhancing power of bananas. It's also a proven fact that the fruit effectively solves skin dryness.
The Obvious Answer
With all those perks in mind, one thing should finally become obvious - the banana is nature's magic potion and no one should ever miss the opportunity to take advantage of the many benefits that it brings.
http://www.medindia.net
http://www.whfoods.com
http://healthyeating.sfgate.com
http://science.naturalnews.com
Sandeep has written many health field articles for both Internet and print publication. He currently writing for insurancetips4u.co.
Read More articles from Sandeep:
5 Must-Know Things about Car Insurance
Top 5 Reasons Your Health Insurance Premium Will Rise in 2016
Top 5 Tips for Finding Affordable Health Insurance Policy
Sandeep has written many health field articles for both Internet and print publication. He currently writing for insurancetips4u.co. Read More articles from Sandeep: 5 Must-Know Things about Car Insurance Top 5 Reasons Your Health Insurance Premium Will Rise in 2016 Top 5 Tips for Finding Affordable Health Insurance Policy
All content posted on this site is commentary or opinion and is protected under Free Speech. Truth Publishing LLC takes sole responsibility for all content. Truth Publishing sells no hard products and earns no money from the recommendation of products. NaturalNews.com is presented for educational and commentary purposes only and should not be construed as professional advice from any licensed practitioner. Truth Publishing assumes no responsibility for the use or misuse of this material. For the full terms of usage of this material, visit www.NaturalNews.com/terms.shtml

redpajama_set_name: RedPajamaCommonCrawl


text:
J. Paul Getty was one of the richest men in the world in the 60's and 70's(he died in 1976), making his fortune in oil. He had a ranch house along the Pacific coast at the border of Malibu and Pacific Palisades that over looked the Pacific Ocean. He had amassed quite a large art collection so he opened a gallery adjacent to his home in 1954. This gallery began to run out of space so he commissioned a new museum modeled after the Villa of the Papyri at Herculaneum. This new museum opened in 1974(Getty never visited it since his primary residence was in England). It was a pretty big draw when I was in high school, but I never visited. After Getty's death, his will created the J. Paul Getty Trust with an initial endowment of $600 from his estate. The Villa, though it had just opened was already running out of space; so they planned and eventually built a new museum complex in the west LA community of Brentwood(it took about 20 years due to NIMBY).
The Getty Center is perched on a ridge above the 405 freeway just as it exits the Sepulveda pass. You can't drive up there, you have to park in the parking lot(or take public transportation) at the same level as the freeway and take a really cool people mover up to the Center. The Center contains the museum, a research facility, gardens and some killer views of Los Angeles. These pictures are the result of two visits to the Center and focus on the views and the gardens. My primary motivation was to get a panorama of UCLA with downtown Los Angeles in the background. My first visit I took my infrared camera as well a my regular camera, and the second visit I just took my regular camera. I needed to make the second visit since downtown Los Angeles was pretty much obscured by haze and I really wanted to get a clear shot of both UCLA and downtown. The weather cooperated much better on my second visit. Again, as with my visit to the Villa, I used public transportation(commuter rail, subway, light rail and bus) for both my visits.
Waterfall and pool in the garden(infrared).
Same picture as above but in infrared. You may notice that some infrared shots have more color and the vegetation has more of a yellow tone. I use different filter settings to let in more visible light(more of a yellow tone) and less visible light as the shot above.
GardensGetty CenterIRPhoto TypeUCLA


You need to regenerate the symlink, because the package name as defined as a dependency did not change.
Is libreadline now again available in post-7.09 milestones?
Nope. Still busted. Libreadline is not available in 7.09 package tree. This should be fixed.
It is still not fixed. I see quite some posts on the forum about this issue without any answer.
Should be fixed with 8.09 now.


text:
Staying the course with life's adventures
Jessie Moniz Hardy
Published May 28, 2019 at 8:00 am (Updated May 28, 2019 at 7:44 am)
At work: Giorgio Zanol, president of the Lindo's Group of Companies (Photograph by Jessie Moniz Hardy)
Giorgio Zanol running a marathon (Photograph supplied)
Giorgio Zanol running the Bermuda Half Marathon Derby in 1989 (Photograph supplied)
Giorgio Zanol, president of the Lindo's Group of Companies (Photograph by Jessie Moniz Hardy)
Premier helps celebrate Eula's 100th
A life purpose much higher than a lighthouse
Life's journey and the psychology of ageing
'Landmark' charter sets out seniors' rights
Pride and care for her surroundings
A wellness box of supplies to fight off flu
He has clocked up hundreds of miles running more than 50 marathons, but a simple walk almost did Giorgio Zanol in.
Three years ago the well-known grocer was carrying a 20lb pack in preparation for a 500-mile trek across northwestern Spain when he sat on a low wall on South Road in Devonshire. As he attempted to get up, the weight pulled him down and he fell backwards eight feet.
A passing motorist called an ambulance. At King Edward VII Memorial Hospital, Mr Zanol was scanned for brain injuries and found to be clear, but in the days that followed his neck grew more painful and he held his head at a funny angle.
Doctors then discovered he'd broken his second vertebrae.
"When the specialist came in and interviewed me my first question was could I be paralysed?" Mr Zanol said.
He was greatly relieved when they said no.
Three months later he was in Spain, where he spent 28 days walking the Camino de Santiago trail with his brother ,Tullio. Doctors were amazed by his recovery, and attributed it to his high level of fitness.
He wasn't always in shape.
Mr Zanol discovered running in his thirties after his son, Marco, asked him to help train for a school sports day.
"I didn't know anything about running," the president of Lindo's Group of Companies said. "We ran two miles around Vesey Street in Devonshire. I thought, 'OK I am going to teach you a lesson.' I took off like a rocket."
Halfway there he heard a tapping sound, and his ten-year-old son zipped past him.
Recognising he was out of shape, he started running regularly.
He completed his first race, a two-mile fun run around the Botanical Gardens, in an hour and 26 minutes. He was pleased as punch until avid runner Jim Butterfield told him he should have done better.
"I was almost dead!" the 78-year-old said.
Determined, he started rising at 5am to train before his day started at Lindo's, the Devonshire grocery store he ran for his in-laws, Harry and Marion Lindo.
He went on to run more than 50 marathons including the London Marathon and the Boston Marathon. At age 70 he tackled the Everest Marathon, considered one of the most difficult in the world.
For that one he had to get special permission and undergo a battery of medical tests. The Nepal race had been limited to people under the age of 65 but, after he was accepted, organisers allowed in older people who were physically fit.
"They gave you 12 hours to do it," Mr Zanol said. "I did it in nine — and we got lost and went the wrong way. By the time we found our way back we'd lost an hour."
What makes him most proud is that he's raised more than $300,000 for charities while running. He counts his appointment as an MBE in 2011 as a thank-you for his efforts as "one of the highlights of my life".
He had to put his running on hold ten months ago when his appendix ruptured. For six weeks he wasn't allowed to do more than a gentle walk. Although he is now back to ten-mile runs, he didn't feel ready for the Bermuda Half Marathon Derby, a race he has run many times before.
He hopes to run it at least once more before he turns 80.
Mr Zanol was born in Cavalese, Italy, near the Austrian border.
His parents, Giuseppe and Giustina Zanol, couldn't afford to send him to college so he went to hotel school for six months, then worked in a hotel and then went back to school for another six months.
In his early twenties, wanting to learn different languages, he worked as a waiter in Germany, France and England. One day, a friend asked him to write a letter for him as he was interested in a job as a waiter at Carlton Beach Hotel, a resort that was then in Southampton.
"His English wasn't so good," Mr Zanol said. "So I said I'd write a letter for the both of us, even though I didn't really know where Bermuda was."
He got the job in April of 1964 but his family wasn't pleased. They'd never heard of the island; his uncle warned there would be snakes.
"I said if I don't like it, I'll be back in three months," Mr Zanol said.
As it turned out, he stayed put for five years during which time he married and had a son, Marco.
He and his wife Marilyn were introduced by a friend over coffee at Manny's Cafe on Reid Street.
They married on September 1, 1966, as the island was buffeted by the outer bands of Hurricane Faith, a category 2 storm.
"We got married at St Michael's," Mr Zanol said. "Here comes the bride and ... poof! The electricity went out. It was still daylight so we could see, but it was windy. We'd ordered a horse and carriage but couldn't take it. We had to take a broken down taxi instead."
The couple will celebrate their 53rd anniversary this year.
Mr Zanol now runs Lindo's with his two sons, Marco and Andre, and 17 extended family members.
• Lifestyle profiles the island's senior citizens every Tuesday. Contact Jessie Moniz Hardy on 278-0150 or jmhardy@royalgazette.com with their full name, contact details and the reason you are suggesting them


text:
Q: How to avoid if / else if chain when classifying a heading into 8 directions? I have the following code:
if (this->_car.getAbsoluteAngle() <= 30 || this->_car.getAbsoluteAngle() >= 330)
  this->_car.edir = Car::EDirection::RIGHT;
else if (this->_car.getAbsoluteAngle() > 30 && this->_car.getAbsoluteAngle() <= 60)
  this->_car.edir = Car::EDirection::UP_RIGHT;
else if (this->_car.getAbsoluteAngle() > 60 && this->_car.getAbsoluteAngle() <= 120)
  this->_car.edir = Car::EDirection::UP;
else if (this->_car.getAbsoluteAngle() > 120 && this->_car.getAbsoluteAngle() <= 150)
  this->_car.edir = Car::EDirection::UP_LEFT;
else if (this->_car.getAbsoluteAngle() > 150 && this->_car.getAbsoluteAngle() <= 210)
  this->_car.edir = Car::EDirection::LEFT;
else if (this->_car.getAbsoluteAngle() > 210 && this->_car.getAbsoluteAngle() <= 240)
  this->_car.edir = Car::EDirection::DOWN_LEFT;
else if (this->_car.getAbsoluteAngle() > 240 && this->_car.getAbsoluteAngle() <= 300)
  this->_car.edir = Car::EDirection::DOWN;
else if (this->_car.getAbsoluteAngle() > 300 && this->_car.getAbsoluteAngle() <= 330)
  this->_car.edir = Car::EDirection::DOWN_RIGHT;

I want to avoid the ifs chain; it's really ugly. Is there a another, possibly cleaner, way of writing this?

A: You can use map::lower_bound and store the upper-bound of each angle in a map.
Working example below:
#include <cassert>
#include <map>

enum Direction
{
    RIGHT,
    UP_RIGHT,
    UP,
    UP_LEFT,
    LEFT,
    DOWN_LEFT,
    DOWN,
    DOWN_RIGHT
};

using AngleDirMap = std::map<int, Direction>;

AngleDirMap map = {
    { 30, RIGHT },
    { 60, UP_RIGHT },
    { 120, UP },
    { 150, UP_LEFT },
    { 210, LEFT },
    { 240, DOWN_LEFT },
    { 300, DOWN },
    { 330, DOWN_RIGHT },
    { 360, RIGHT }
};

Direction direction(int angle)
{
    assert(angle >= 0 && angle <= 360);

    auto it = map.lower_bound(angle);
    return it->second;
}

int main()
{
    Direction d;

    d = direction(45);
    assert(d == UP_RIGHT);

    d = direction(30);
    assert(d == RIGHT);

    d = direction(360);
    assert(d == RIGHT);

    return 0;
}

A: Create an array, each element of which is associated with a block of 30 degrees:
Car::EDirection dirlist[] = {
    Car::EDirection::RIGHT,
    Car::EDirection::UP_RIGHT,
    Car::EDirection::UP,
    Car::EDirection::UP,
    Car::EDirection::UP_LEFT,
    Car::EDirection::LEFT,
    Car::EDirection::LEFT,
    Car::EDirection::DOWN_LEFT,
    Car::EDirection::DOWN,
    Car::EDirection::DOWN,
    Car::EDirection::DOWN_RIGHT,
    Car::EDirection::RIGHT
};

Then you can index the array with the angle / 30:
this->_car.edir = dirlist[(this->_car.getAbsoluteAngle() % 360) / 30];

No comparisons or branching required.
The result however is slightly off from the original.  Values on the borders, i.e. 30, 60, 120, etc. are placed in the next category.  For example, in the original code the valid values for UP_RIGHT are 31 to 60.  The above code assigns 30 to 59 to UP_RIGHT.
We can get around this by subtracting 1 from the angle:
this->_car.edir = dirlist[((this->_car.getAbsoluteAngle() - 1) % 360) / 30];

This now gives us RIGHT for 30, UP_RIGHT for 60, etc.
In the case of 0, the expression becomes (-1 % 360) / 30.  This is valid because -1 % 360 == -1 and -1 / 30 == 0, so we still get an index of 0.
Section 5.6 of the C++ standard confirms this behavior:

4 The binary / operator yields the quotient, and the binary % operator yields the remainder from the division of the first
  expression by the second. If the second operand of / or % is zero
  the behavior is undefined. For integral operands the / operator
  yields the algebraic quotient with any fractional part discarded. if
  the quotient a/b is representable in the type of the result,
  (a/b)*b + a%b is equal to a.

EDIT:
There were many questions raised regarding the readability and maintainability of a construct like this.  The answer given by motoDrizzt is a good example of simplifying the original construct that is more maintainable and isn't quite as "ugly".
Expanding on his answer, here's another example making use of the ternary operator.  Since each case in the original post is assigning to the same variable, using this operator can help increase readability further.
int angle = ((this->_car.getAbsoluteAngle() % 360) + 360) % 360;

this->_car.edir = (angle <= 30)  ?  Car::EDirection::RIGHT :
                  (angle <= 60)  ?  Car::EDirection::UP_RIGHT :
                  (angle <= 120) ?  Car::EDirection::UP :
                  (angle <= 150) ?  Car::EDirection::UP_LEFT :
                  (angle <= 210) ?  Car::EDirection::LEFT :
                  (angle <= 240) ?  Car::EDirection::DOWN_LEFT :
                  (angle <= 300) ?  Car::EDirection::DOWN:
                  (angle <= 330) ?  Car::EDirection::DOWN_RIGHT :
                                    Car::EDirection::RIGHT;

A: That code is not ugly, it's simple, practical, readable and easy to understand. It will be isolated in it's own method, so nobody will have to deal with it in everyday life. And just in case someone has to check it -maybe because he is debugging your application for a problem somewhere else- it's so easy it will take him two seconds to understand the code and what it does.
If I was doing such a debug I'd be happy to not have to spend five minutes trying to understand what your function does. In this regards, all other functions fail completely, as they change a simple, forget-about-it, bugs free routine, in a complicated mess that people when debugging will be forced to deeply analyse and test. As a project manager myself I'd strongly get upset by a developer taking a simple task and instead of implementing it into a simple, harmless way, wastes time to implement it into an over complicate way. Just think all the time you wasted thinking about it, then coming to SO asking, and all for just the sake of worsening maintenance and readability of the thing.
That said, there is a common mistake in your code that make it quite less readable, and a couple improvements you can do quite easily:
int angle = this->_car.getAbsoluteAngle();

if (angle <= 30 || angle >= 330)
  return Car::EDirection::RIGHT;
else if (angle <= 60)
  return Car::EDirection::UP_RIGHT;
else if (angle <= 120)
  return Car::EDirection::UP;
else if (angle <= 150)
  return Car::EDirection::UP_LEFT;
else if (angle <= 210)
  return Car::EDirection::LEFT;
else if (angle <= 240)
  return Car::EDirection::DOWN_LEFT;
else if (angle <= 300)
  return Car::EDirection::DOWN;
else if (angle <= 330)
  return Car::EDirection::DOWN_RIGHT;

Put this into a method, assign the returned value to the object, collapse the method, and forget about it for the rest of eternity.
P.S. there is another bug over the 330 threshold, but I don't know how you want to treat it, so I didn't fix it at all.

Later update
As per comment, you can even get rid of the else if at all:
int angle = this->_car.getAbsoluteAngle();

if (angle <= 30 || angle >= 330)
  return Car::EDirection::RIGHT;

if (angle <= 60)
  return Car::EDirection::UP_RIGHT;

if (angle <= 120)
  return Car::EDirection::UP;

if (angle <= 150)
  return Car::EDirection::UP_LEFT;

if (angle <= 210)
  return Car::EDirection::LEFT;

if (angle <= 240)
  return Car::EDirection::DOWN_LEFT;

if (angle <= 300)
  return Car::EDirection::DOWN;

if (angle <= 330)
  return Car::EDirection::DOWN_RIGHT;

I didn't do it 'cause I feel that a certain point it becomes just a matter of own preferences, and the scope of my answer was (and is) to give a different perspective to your concern about "ugliness of code". Anyway, as I said, someone pointed it out in the comments and I think it makes sense to show it.

A: In pseudocode:
angle = (angle + 30) %360; // Offset by 30.

So, we have 0-60, 60-90, 90-150,... as the categories.
In each quadrant with 90 degrees, one part has 60, one part has 30. So, now:
i = angle / 90; // Figure out the quadrant. Could be 0, 1, 2, 3

j = (angle - 90 * i) >= 60? 1: 0; // In the quardrant is it perfect (eg: RIGHT) or imperfect (eg: UP_RIGHT)?

index = i * 2 + j;

Use the index in an array containing the enums in the appropriate order.

A: If you really want to avoid duplication you can express this as a mathematical formula.
First of all, assume that we are using @Geek's Enum
Enum EDirection { RIGHT =0, UP_RIGHT, UP, UP_LEFT, LEFT, DOWN_LEFT,DOWN, DOWN_RIGHT}

Now we can compute the enum using integer mathematics (with out the need for arrays).
EDirection angle2dir(int angle) {
    int d = ( ((angle%360)+360)%360-1)/30;
    d-=d/3; //some directions cover a 60 degree arc
    d%=8;
    //printf ("assert(angle2dir(%3d)==%-10s);\n",angle,dir2str[d]);
    return (EDirection) d;
}

As @motoDrizzt points out, concise code isn't necessarily readable code. It does have the small advantage that expressing it as maths makes it explicit that some directions cover a wider arc. If you want to go this direction you can add some asserts to help understand the code.
assert(angle2dir(  0)==RIGHT     ); assert(angle2dir( 30)==RIGHT     );
assert(angle2dir( 31)==UP_RIGHT  ); assert(angle2dir( 60)==UP_RIGHT  );
assert(angle2dir( 61)==UP        ); assert(angle2dir(120)==UP        );
assert(angle2dir(121)==UP_LEFT   ); assert(angle2dir(150)==UP_LEFT   );
assert(angle2dir(151)==LEFT      ); assert(angle2dir(210)==LEFT      );
assert(angle2dir(211)==DOWN_LEFT ); assert(angle2dir(240)==DOWN_LEFT );
assert(angle2dir(241)==DOWN      ); assert(angle2dir(300)==DOWN      );
assert(angle2dir(301)==DOWN_RIGHT); assert(angle2dir(330)==DOWN_RIGHT);
assert(angle2dir(331)==RIGHT     ); assert(angle2dir(360)==RIGHT     );

Having added the asserts you have added duplication, but duplication in asserts isn't so bad. If you have an inconsistent assert you will find out soon enough. Asserts can be compiled out of release version so as not to bloat the executable you distribute. Nevertheless, this approach is probably most applicable if you want to optimize the code rather than just make it less ugly.

A: switch (this->_car.getAbsoluteAngle() / 30) // integer division
{
    case 0:
    case 11: this->_car.edir = Car::EDirection::RIGHT; break;
    case 1: this->_car.edir = Car::EDirection::UP_RIGHT; break;
    ...
    case 10: this->_car.edir = Car::EDirection::DOWN_RIGHT; break;
}

A: #include <iostream>

enum Direction { UP, UP_RIGHT, RIGHT, DOWN_RIGHT, DOWN, DOWN_LEFT, LEFT, UP_LEFT };

Direction GetDirectionForAngle(int angle)
{
    const Direction slices[] = { RIGHT, UP_RIGHT, UP, UP, UP_LEFT, LEFT, LEFT, DOWN_LEFT, DOWN, DOWN, DOWN_RIGHT, RIGHT };
    return slices[(((angle % 360) + 360) % 360) / 30];
}

int main()
{
    // This is just a test case that covers all the possible directions
    for (int i = 15; i < 360; i += 30)
        std::cout << GetDirectionForAngle(i) << ' ';

    return 0;
}

This is how I would do it. (As per my previous comment).

A: Ignoring your first if which is a bit of a special case, the remaining ones all follow the exact same pattern: a min, max and direction; pseudo-code:
if (angle > min && angle <= max)
  _car.edir = direction;

Making this real C++ might look like:
enum class EDirection {  NONE,
   RIGHT, UP_RIGHT, UP, UP_LEFT, LEFT, DOWN_LEFT, DOWN, DOWN_RIGHT };

struct AngleRange
{
    int min, max;
    EDirection direction;
};

Now, rather than writing a bunch of ifs, just loop over your various possibilies:
EDirection direction_from_angle(int angle, const std::vector<AngleRange>& angleRanges)
{
    for (auto&& angleRange : angleRanges)
    {
        if ((angle > angleRange.min) && (angle <= angleRange.max))
            return angleRange.direction;
    }

    return EDirection::NONE;
}

(throwing an exception rather than returning NONE is another option).
Which you would then call:
_car.edir = direction_from_angle(_car.getAbsoluteAngle(), {
    {30, 60, EDirection::UP_RIGHT},
    {60, 120, EDirection::UP},
    // ... etc.
});

This technique is known as data-driven programming.  Besides getting rid of a bunch of ifs, it would allow you to use easily add more directions (e.g., NNW) or reduce the number (left, right, up, down) without re-working other code.

(Handling your first special case is left as "an exercise for the reader." :-) )

A: Although the proposed variants based on a lookup table for angle / 30 are probably preferable, here is an alternative that uses a hard coded binary search to minimize the number of comparisons.
static Car::EDirection directionFromAngle( int angle )
{
    if( angle <= 210 )
    {
        if( angle > 120 )
            return angle > 150 ? Car::EDirection::LEFT
                               : Car::EDirection::UP_LEFT;
        if( angle > 30 )
            return angle > 60 ? Car::EDirection::UP
                              : Car::EDirection::UP_RIGHT;
    }
    else // > 210
    {
        if( angle <= 300 )
            return angle > 240 ? Car::EDirection::DOWN
                               : Car::EDirection::DOWN_LEFT;
        if( angle <= 330 )
            return Car::EDirection::DOWN_RIGHT;
    }
    return Car::EDirection::RIGHT; // <= 30 || > 330
}

A: I'm Late to the party, but We could use enum flags and range checks to do something neat.
enum EDirection {
    RIGHT =  0x01,
    LEFT  =  0x02,
    UP    =  0x04,
    DOWN  =  0x08,
    DOWN_RIGHT = DOWN | RIGHT,
    DOWN_LEFT = DOWN | LEFT,
    UP_RIGHT = UP | RIGHT,
    UP_LEFT = UP | LEFT,

    // just so we be clear, these won't have much use though
    IMPOSSIBLE_H = RIGHT | LEFT,
    IMPOSSIBLE_V = UP | DOWN
};

the checking(pseudo-code), assuming angle is absolue (between 0 and 360):
int up    = (angle >   30 && angle <  150) * EDirection.UP;
int down  = (angle >  210 && angle <  330) * EDirection.DOWN;
int right = (angle <=  60 || angle >= 330) * EDirection.Right;
int left  = (angle >= 120 && angle <= 240) * EDirection.LEFT;

EDirection direction = (Direction)(up | down | right | left);

switch(direction){
    case RIGHT:
         // do right
         break;
    case UP_RIGHT:
         // be honest
         break;
    case UP:
         // whats up
         break;
    case UP_LEFT:
         // do you even left
         break;
    case LEFT:
         // 5 done 3 to go
         break;
    case DOWN_LEFT:
         // your're driving me to a corner here
         break;
    case DOWN:
         // :(
         break;
    case DOWN_RIGHT:
         // completion
         break;

    // hey, we mustn't let these slide
    case IMPOSSIBLE_H:
    case IMPOSSIBLE_V:
        // treat your impossible case here!
        break;
}

redpajama_set_name: RedPajamaStackExchange


text:
Prairie est un type de locomotive à vapeur dont les essieux ont la configuration suivante (de l'avant vers l'arrière) :
 1 bissel à 1 essieu porteur
 3 essieux moteurs
 1 bissel porteur à 1 essieu.

Codifications
Ce qui s'écrit :
 2-6-2 en codification Whyte.
 131 en codification européenne.
 1C1 en codification allemande et italienne.
 35 en codification turque.
 3/5 en codification suisse.

Voir aussi

Articles connexes

Nom usuel de locomotive

redpajama_set_name: RedPajamaWikipedia


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text:
Chess Life
The monthly Chess Life and bi-monthly Chess Life Kids (formerly School Mates and Chess Life for Kids ) are the official magazines published by the United States Chess Federation (US Chess). Chess Life is advertised as the "most widely read chess magazine in the world," and reaches more than a quarter of a million readers each month. It focuses on American chess players and tournaments, instruction, human interest, and US Chess governance matters. Chess Life Kids is geared towards those under 14. A subscription to Chess Life and Chess Life Kids is currently one benefit of becoming a US Chess member or affiliate.[1] All members are given access to the online versions of Chess Life and Chess Life Kids (including back issues). Affiliates and some membership categories also receive printed copies of Chess Life and/or Chess Life Kids.[2]
Chess Life, Chess Life Kids
Monthly (Chess Life), bi-monthly (Chess Life Kids)
1946 (Chess Life)
United States Chess Federation
www.uschess.org
Chess Life, February 1968, cover before the merger with Chess Review
The United States Chess Federation was incorporated on December 27, 1939. In the early years, it had no office and no publication. In 1945 and 1946, USCF Annual books were published. In 1946, publication of Chess Life started[3] as a bi-weekly newspaper, usually eight or twelve pages long. In 1961, Frank Brady converted Chess Life to a slick-covered magazine. In 1969, Chess Life merged with Chess Review, the other leading U.S. chess magazine. The magazine was published under the title Chess Life & Review starting with the November 1969 issue until 1980 when it returned to the name Chess Life.
Editors of Chess LifeEdit
05/1946–12/1957 Montgomery Major
01/1958-12/1960 Fred M. Wren
01/1961–12/1961 Frank Brady
01/1962–05/1966 J. F. Reinhardt
06/1966–11/1966 Ed Edmondson and Bill Goichberg
12/1966–––––––– Burt Hochberg and Ed Edmondson
01/1967–10/1979 Burt Hochberg
11/1979–01/1982 Fairfield W. Hoban
02/1982–12/1984 Frank Elley
01/1985–03/1988 Larry Parr
04/1988–––––––– Fairfield W. Hoban
05/1988–07/1989 Don Maddox
08/1989–––––––– Boris Baczynskyj
09/1989–10/1990 Julie Ann Desch
11/1990–10/2000 Glenn Petersen
11/2000–10/2003 Peter Kurzdorfer
01/2004–03/2005 Kalev Pehme
10/2005–02/2006 Gerald Dullea
03/2006–present Daniel Lucas
Contributors to Chess LifeEdit
Some of the notable chess authors and players to write for Chess Life:
Lev Alburt Back to Basics
Leonard Barden (1960s)
Pal Benko In the Arena (1972–1981), Endgame Lab (1981–2013), and chess problem column Benko's Bafflers
David L. Brown Key Krackers
Robert Byrne
John W. Collins (1950s and 1960s) Games by USCF Members
Alex Dunne The Check is in the Mail
Larry Evans Evans on Chess
Bobby Fischer (June 1963 debut) Fischer Talks Chess
Svetozar Gligorić Game of the Month
Garry Kasparov (1993–1994)
Paul Keres (1968–1975) Keres Annotates...
Al Lawrence Former USCF Executive director and co-author of more than a dozen books
Robert Lincoln Easy Does It (chess problems)
William Lombardy (1958–1960s) Tidbits of Master Play
Abby Marshall
Edmar Mednis
Frank Niro Contributed at least one article, game, letter or photo to the magazine in each of the past five decades.
Luděk Pachman Pachman On the Openings
Bruce Pandolfini Solitaire Chess
Susan Polgar Opening Secrets
Miro Radojcic Observation Point
Samuel Reshevsky The Art of Positional Play
Michael Rohde (1991–2006) Game of the Month
Andy Soltis Chess to Enjoy
László Szabó (1970s) Games from Recent Events
List of chess periodicals
^ "News". US Chess.
^ "Report" (PDF). US Chess.
^ "List of chess periodicals". Gambiter. Retrieved 13 December 2016.
Retrieved from "https://en.wikipedia.org/w/index.php?title=Chess_Life&oldid=881353437"
Last edited on 2 February 2019, at 00:33


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